[2026-04-03 05:14:02] 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":"Vinyl Banners","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":null,"application":null,"ul_mandatory":null,"paint_finish":null,"sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpC02A.tmp"}},"file_present":true},"timestamp":"2026-04-03 05:14:02"} 
[2026-04-03 05:14:02] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-03 05:14:02"} 
[2026-04-03 05:14:04] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":7},"timestamp":"2026-04-03 05:14:04"} 
[2026-04-03 05:14:04] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":7},"timestamp":"2026-04-03 05:14:04"} 
[2026-04-03 05:14:04] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":7},"timestamp":"2026-04-03 05:14:04"} 
[2026-04-03 05:14:04] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":7},"timestamp":"2026-04-03 05:14:04"} 
[2026-04-03 05:14:04] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-03 05:14:04"} 
[2026-04-03 05:14:04] local.INFO: Calling Image-to-Text API {"data":{"file_name":"input_image_698c6890d93928.17020760.jpg","query_param":"width","query_value":"120","file_size":22508},"timestamp":"2026-04-03 05:14:04"} 
[2026-04-03 05:14:04] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":7,"objects":[{"index":0,"position":{"x":752,"y":50,"width":114,"height":124},"scaled_width":14.62,"scaled_height":15.9,"actual_filled_area":89.89,"bounding_box_area":232,"exact_perimeter":82.69,"approximate_perimeter":78.67,"convex_hull_perimeter":59.75,"perimeter_pixels":644.9503602129446,"original_contour_points":272,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1652,"perimeter_to_area_ratio":0.9199},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":14.62,"scaled_height":16.67,"actual_filled_area":151.01,"bounding_box_area":243,"exact_perimeter":79.4,"approximate_perimeter":73.31,"convex_hull_perimeter":50.47,"perimeter_pixels":619.3452377915615,"original_contour_points":223,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.301,"perimeter_to_area_ratio":0.5258},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":7.82,"scaled_height":21.67,"actual_filled_area":68.01,"bounding_box_area":169,"exact_perimeter":60.9,"approximate_perimeter":58.03,"convex_hull_perimeter":50.07,"perimeter_pixels":475.05382386916267,"original_contour_points":77,"approximation_points":14,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2304,"perimeter_to_area_ratio":0.8955},"image_base64":"data:image/png;base64,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Y8VkDEdFHH31El156KR8Vfr+fS9RIIyjdQkZcncqyTN/5zneorq6OKLWgYKtCcXV4NiHOg+FwmEtib28v/fKXv6T8/Hzbc8qynNEKPBsSOGJ4WTgcxqZNm9DY2MiLz48GopUFKcll15FlGUuXLsUjjzyCSy65BLFYDD6fj59esJ9nE4lEAnl5eUBKY3g8Hi6JgUAAq1evxl133cUtQXl5efyMkFWaHk+MSOCxY8ewZcsWIGWIVlUVkUgEyFCNMgJF6whzYJo2bRpWr16NxYsXwzAMW7ntcwXiMyaTSZtzsWVZqKysxC9+8QssW7aMvy+a8cYbwxIYiUToP//5DxoaGuByuQbZ/jKtwiyCXcPr9WLlypW45ZZbuO2SzTeM4Gyc2I8VbOCJEsXMhpqmwTRNzJ49Gz/+8Y8xffp0RKNRaJrGz//GG8MS2Nvbi61bt/ITBmbjZA+VSQMZyc6TBvbQXq/XNspVVUUgEIBpmueECnXGUCCl2pnTryRJiMViuOmmm/C9730PPp8P8XicG/PHG0MSSET0wQcfYMeOHVz6GGGiT8eIN0g9iGVZ8Pv9MAwDXq8XDz/8MCorKzmhmqbxwBPx59kG0wzpwHx7NE2D3+/Hj370IyxcuPCMjfln1L6h/mGaJnbs2GGLJRCR6XkfOyHwer2IRCJQVRVLly7FNddcw+e8XAY79AWAyy+/HA8++CD8fj98Pt+E3H9IAltaWrBr165B/itigzOVEMuyuDoMBoO44447UFlZOWh+zFXous5dKb71rW9h6dKlE7YQS9uDRETbtm1De3v7sARmAjYPDAwMQJIkzJs3z7ZiE10X0r1yBWwwapqGn/zkJ7a1wrjeN92bpmli48aNCIfDY56HmOQRETRNw80334wZM2bYltu5Dk3ToGkaYrEYLMvCTTfdhMrKSiiKMu4DNG0P9vT04L///S+i0eig/422kC+LepUkCYFAAMuXL+e+JecDRP8fl8sFt9sNTdOwYsWKCdEgaQncv38/9wdJ5yg7GqkUl+Bf/epXMXfu3HGp5ny2IPq5MpVJRFi5ciWmTZs27vcfRGA0GqU9e/Zw9ZZuFI2245lz0je/+U3k5eVxB6HzQYWqqmrb9oRCIXg8Hlx11VWYOXPmuN9/UA9GIhHs2LGDL/mzEUGj6zpKS0txww03AKl9pOhFlstgkpdMJnmgKlJTxze+8Q1omsb30RAIZ6SPFYOu0NLSgsbGRpt731hBRJg7dy4CgQD/+3yB0+7J1Kjb7ca8efNQXl7OP8dcHIeLPh71/cU/wuEw1dbWoqGhYcwXFiFJEq6//vrzkkAnZFnmFqsFCxZg4cKFtn0wk7xsLXBsBLLwqEgkYosrGCt8Ph+WLFlim+Rxjp06jBViX7Hnys/PxzXXXGNz8Wfe4pnGRo54X+cbdXV1tuwRY76BLKOiogJVVVX8vYnY4E4URCM9+12c8xYtWsQdn5EiUHTVHytsLHV3d6OxsZEbn7OxgFEUBVdeeSWKiopsh7oYhVvGuQxRsphEsQ28ZVmoqqrC1KlTx03r2Aisq6tDW1ubzW9lrLAsC1deeSU8Ho8tVu98AUvlxfa7DOw5i4uLMX36dK7VRNf/bPQzJ5CI6OTJk+jv78/aEhepEVdRUTEoTu9cOKzNFnRdt8UcMpcKdtRUWlpqc6/IpiVKJBANDQ3o7e3lJ82jmWSHs+1Nnz6dq2SWROd8mgeZdoEQAcXOCgFws5plWdA0DYlEYtT9OxQ4gZZloampiTcCWVrul5SUID8/Hz6fb5BUZ2OOzQVcdtllKC4uBlLPLJ7ujxU2Ao8ePQoAWVviSpKEwsJCrj7YXCHmLTvfYZomqqqqUFxczFOLsNVqNgSE96AkSTh58uSYLux0eJIkCSUlJZxApkbPh9VnprAsC2VlZQgEAoPWAdkAn4iSySQikQifo8YKRmBlZSX8fv/pm6XmPdFb+3yXQjYX+v1+/jtL+oMsbCt47506dWpQorlMke6zTEWWlZXx91iKKefv5zOY5SUYDA4K/c4GuAQ2NTXZTh+yNQeWlJRwwzg7hU+X9+V8BTsvLCkpGZTtIqvGbJaojf8jQ9U2lPSx9y+++GL4fD4oisItFDjP7KDDgaUjKSkpsfVpttzu+RVVVeU1GEabAkpcUTJri2EYKC0tRVVVlS3/JoQYg/PNKpMOTKMFAgG+ClUUhXufjxWcwP7+fps1YbRuE+nALBFipsILDWzwspI/cNhPxwoZqXPA9vZ2vrAYzXHHcPnHZFnmcQLpcKHMgUgRyAZwNg0YMlL5vZqbm0eVUG6ohkKYA505WrI58nIFbGHIQgcYshU6ICN1ptXW1jbogmdyAyeR4t8XiulMBMs+5Xa70x49jfn6SHV6b2/voA4fq0VGctRpuBAlkCEQCIxLwKeM1CgR83uOZsHhHE3OATCcJ/KFsAqFYBP2+/1Zj7riBIpVUUYj4iN9ThwIzs9eCCqVGS/y8vLg9/uzbgeWkfJhZP6KcOTpzAQi4U7y0+0nR5PwPNehKAqi0SjfH+u6zk/xswE+B56pu8Nowq7Z55g57ULZF7LzP6cdNBsDWGUXZKfwo9XRI312PI5Qcg2sGpsYrYwsZa3nc2AwGOS+MFndaA4jZRcCoez8kwXAZL1/kbISlJaW2kq0YYwdTI6afBfyKhSp1CpigclsQUYqbf60adNs8+BoV0vpthLO+ArRlHShkMeeMxQKDQqYzYYkyjjt+i6VlZXZVqLZ2K8QEffAQprKZBfCIoZpNCeBWY+NmDJlio200XTuUPtGlswuHYEXEizLQiwW46UNsm5KYzfRNI2LdaaOt+IZH4SQY1bt8ujRo9wX0mliuxAgmhOZQTub2odfpbS01OZsmqmUpPucuGUIhUJ8JTYextxcAHNkEvs2W1qIE1hRUYFkMmkLARtrJxMRWlpa+HXFc8YLiUBFURAOh20EZksDcQKnTp06yN17rFJoWRZOnDjBiz5mK+Ip1yDLMq8rxZD1EGuPx8PrpyMLqyQmbSdOnODpKRkuJOlj6OzsHDTQsxobIUkSj+c+04s7pZeI0NzczJ2lIOwvLxSvNIbOzs4z1nDDgRMoyzJmzZqVVekgInR3d/OyNeK1LyRVSkTo6enhR3bZ3P/arlReXj7s+d2ZIBqN2vaCDBcagZFIZNAeMKsSCADz58/n+azFOO9MG5nu86qq4tixY7aQqnA4fEb5t3MFoguJJEnYv38/2trabNG8WXVqwmlpkyoqKpCXl2dLlTFW6LqOuro6hMNh/t5oMv7mOogIX375JeLxuM1GnC3YJHDmzJkoKysbtfSNhL1796K3t5f/zZx7zocoXVHanIYKZoXZvXs3BgYGxsWEaCOwpKQElZWVtiTkY4WiKDh69CiamprS5h7NdTinjnRbhQMHDiASiQwKbskGbASylagYtD9WEBFaW1tx9OhRrjLFii3nC4YiMRKJoKWlxUbeuGVqYiVJ/X5/1ux1zJGnpqaGBzaKCQDOJzhJJCLU1tair6/P9rlsGvNtBPr9fmnOnDmorKzMysUhRC5t374dnZ2d/P3zYf6DY75Dmjnx008/5YYM8ZA8WwGug3aUFRUVuOyyyyDLclaW+uxBDhw4gKamJp7F/nyGSOD+/fu5Ldg5aMeFQFVVcdddd8Hn8yGRSAy6CQtYyfTmLIeY1+vFSy+9hFgsxkdsMpkcNropFyBKINvbMSemnTt34uOPP+Y50Zz+t1nfyCOlRufOncsTlw7ljJTpzZkjaywWw549e9Db28tVyvmgRtnihC3KWF9pmoZt27ZhYGDAluhOPEoal4SvAHDFFVegoqJi0CGsGN8+GrARWFtbi127dvFI1XR1lXINzjazNFvRaBTV1dXo7+8fVHueYdwIVFUV1157ra3gVbplciYNUBQFyWSSS/Qbb7wBy7K4i52zA3KNRFHikFrJK4qCzz//HHV1dbbV5kh7xjPBkAzceuutKCwsTHtE5Gz8cKBUvDxDdXU1du7cCb/fP2RIdy7NibIs80UKhJzYGzZswKlTp2yD3Ll1yJpboROSJElXX301rrzySltM25m4WbBGsqD+3t5erFu3Lq2xIBel0TmvqaqK48ePY+vWrUgkErYFn6i5srUXHFICCwoKcMcdd/AMQ2KDR3McoiiK7fsulwvvv/8+Xn/99bSeyrlAmhPMk8GyLPT19eHVV19FW1sbIGT0FTEuTk1OSJIkLVu2DB6Px5YaWDQDZTKCnMcmlmXh1KlTWLNmTVZK+5xtsFMWy7IQj8dx4sQJvPrqq7zaJyOLBbdke3oYdhUyY8YM3H///YjH41wSdV3njclEnbJVmTNj/f79+/H3v/+dm9ogOD0xKR/uuGmi5knm0ykOVsMw+LwnFqvs7u7GX/7yFxw/fpxnphKvMx6H2CMuI2+//XYUFRXxstqsHHem8Q1MfYrqUpIkxONxbNy4Ee+88w53eFVVFaqqoqenZ8KKCI+EdBpHVVW+QmfBm6ZpYsOGDdi5cyfcbnfabdK4tG+4fyqKIi1cuBA33HCDjSxWFCuTBjI/ELGaNSv8WFNTgzVr1qCmpsYmUSyr0XCOTxPlW+qsws3A4vzYINuxYwdeeeUVNDQ0jEs+mKGQ0RBZtWoVvF4vdwlgDc+kA1kdPTaSk8mkrfROdXU1/u///g/Nzc1Aqs6gmF/UaRw+G1sM0XLiVI2qqqK2thbPPPMMjhw5AqRW3BPlMjIigbIsS8uWLcO1117LN6mKosDj8YzKNVBMtSjObUSEN954A//85z/R3d2NvLw8GIaB/v7+IQ0JEwkxohYpjSJaVv73v//hlVdewdtvvw1d1zlxE+W0lZEEFhYW4uc//znPPm+aps3HZTiwhY/zgVgnaJqGSCSCNWvW4OWXX0Y4HIaqqjxJrEje2SJRPEFxu918CohGo1i/fj1ee+01vqJmez9mAx5vZESgJEnSLbfcgu9///u2EZaJMVokjn3H5XLxSZ5JZmtrK55++mk8++yzaG1thaIoNo/us0UeOWodsZ8nT57Ehg0b8PLLL6OxsdH2mYmcAzOGYRi0f/9+uuSSSygQCJAkSQQgo5ckSeR2u/nfsiwTAFIUhRRFIQB00UUXEQAqKiqi5557jtrb24mISNd1MgyDDMMg0zTJsiyyLIsmEux+hmFQJBKhU6dO0UsvvURf+cpXCAB/Nk3TSFVVAkBerzfj/hnuxfrK+fOxxx4b/Yg2TZMef/zxIRvHyGCksZ/DvcTPy7JMqqpSZWUl/eEPf6CmpiaKRCK8I03TJF3XOanO95PJJOm6biOYEe+EaZq2a4i/i6QREcXjcf7/EydO0B//+EdasGDBqJ7POaCH+/+4EQgAR44coVWrVpEsy+TxeGzSpGmajbhMHlBVVXK5XKSqqm0AVFVV0T333ENHjx6lgYEBsiyLEomEjYzhJFHXdYpGo4NISSfBhmEMGhSMZDaAdF2n6upq+tnPfkaXX345l7TREpgJweNKIBHRO++8w9WH2DBGACMmkweUZZmrUpfLRS6Xi19TVVW68847acOGDRSLxXjHJhIJSiQSNumLx+MUi8UomUymJdayLK6CnUQ7yXR+JhQK0dtvv0133XUXFRQU8PaxATuW11gJHPWRuCRJUldXF61atQrHjh1LG/cwmhA1cZtgmiZ8Ph9UVUUikYBlWdiwYQPa29tRV1eHpUuXYsGCBQgGg4CwNWGebiLEUj/DJdtj32O2TEVR+EItkUhg3759+PDDD7Fp0yYcOnQI8Xg8q6cJY8UZ+TRMnTpVOnnyJO3duxfvvvsuL5jFOomRkcnxEzvpZ1Z7ljVR3Dd++umnOHDgAD788EOsWLEC119/PS6//HLk5+cjkUgMMhQzv53hVsms85mroyzL8Pl8QGojvmvXLuzevRvV1dU4ePAgWlpagNQ2wjRN3t5Mnk9Etg90z9gppaKiAqtXr8aXX36JY8eOIRwO843+aDbeovHaGTsgpoAOhULYvn076urq8N577+HGG2/EsmXLMGvWLPj9ftuei+WnYUSKxmj2HhscTNqICF1dXTh+/Dg+//xzbNmyBbt27eIu8ew7jDx2nZGMGdmOB3TijAmUJEkyDIPuu+8+/Otf/8LWrVsH1ZzI1H9GtDcyLzZWd1aseJZMJtHc3Iyuri7U1dVhy5YtmDVrFmbNmoUlS5bgiiuuQEFBwaDiUs6YPFFDtLe3o729HYcPH8YXX3yBvXv3or6+Ht3d3VzKmHQ7T0cyUaHOPshGfjQRY3ILU1VVIiKKxWKor6/ntZdGk06SkcRsrIw8CB3NCGCGAF3XcfLkSZw8eRI7duzAtGnTUFVVhWnTpiE/Px+FhYUoLS1FUVERTNO0SU8sFkNfXx/6+voQjUYRCoVQX1+Po0ePoquriw8Y8QxPLK3KDPOjmf8kodBJtqVwzH59kiRJ4XCYVFXF3/72NzQ1NdkOMcVjJ9aRhmHw94Yb1c6TDAgn3KKUNzU18dJ5mqYhGAwiGAzC5/PZBpJpmkgmkzzpDqsX5YR4PzEs2nm6zsNnKn0AAAYGSURBVFQra6eUKrOAVCJ5j8eDeDyO3//+99i9eze2b99uu59Yd/dMkRXHzEAgIHV2dpLH48Gjjz6KpqYmTJkyBaFQCBBGLluxskRA2SiyJUoMU3M9PT3o6+uDLMs2f01JKKnAMNYjKXayEovF4PF4uO9Pfn4++vr6sGrVKtx5552YOnUq9u3bh0gkwjPZZ+P5s+ZZW1JSIoVCIRoYGMDatWtRV1d3+gYplcfAOpvlJh3rUlw86hEPXtM5TDmJy5ZKY9eIxWLw+XyIxWIIh8O47rrr8MMf/hDz589HZ2en7UB4tGp4KGTVNXrKlClSIpEgRVHw5z//GR0dHbZRxoI7spHO0glxNctUtTOxjkhiNg+D2f6RqV5FUVBZWYlf//rXuPrqqyFJkrRx40ZiHulMU2Syih0JWfdtd7vdUigUIkmS8NRTT6Guro6X32HJ3kSM1JEjkSyqT5EgpqqH+n6mg2ek9jEtYpomnzYKCgrwm9/8BsuWLUMwGJSQIpmtrBlpZ3UfOBymTJkidXR0kNvtxosvvogDBw5wNwyfz8d/Z8dKY4Fz6zLURpltI8R5MBsdKKriUCiE6dOn44EHHsDtt9+OwsJCzj6rXB2LxbJ63DRu0SWlpaVSMpmkwsJCvPTSS3jvvff4Kk3MIZpNiBFC4koYaebAbIJSmQhLSkrw8MMP4/7770cgELCJrjPSK1uLuHEND9I0TTJNk/Lz8xEMBvHuu++ir68PiqLA5XJB1/Uxz0XOwEoGtodL5z0n2kbHOpDY3FtcXIzVq1fj7rvvHkQeUlkb09WRGivGPb5LURQpHo9TRUUFFi9ejNdeew379u2zbbDFVSqzX4r7PSdJ6dTlcCFw6QbJcBLpvB+Ld3Cm42RtXbJkCe69916sXLkSU6dOTTsimZ2VPSOzwY5EpGhWZANSHHgTEqDn8XgknF5m0+zZs/H666/j448/RnNzMy9Rxx5G9B9l+yvnQ5KQNHWsIzmdt7ToRsE6m4GdQkiShLy8PHz3u9/Ft7/9bSxfvhw+n29IdcJKD4gOy3IGBafZOoEcFQXY9yY0wtLr9Uq6rlNVVRXmzp2LN998E7W1tXzDrygKfD4fdF2HruuD3POYFGTzGEfcR7JAFNM0bYGbkiRxAphH9pw5c3DDDTfgoYceQlVVFdxu97Bzga7riEajfOpAGhvtUN8TIcsyXC4X75cJD5F1uVwSTs8JdOONN2Lr1q347LPPsH37dp4YjzVSVdVhS5Vmam8dDqLxXBwYzLDOyGRJay+66CLMmzcPK1euxJ133slC8EZsBDNoiCHWmWSqEqt+MolNJBJcK5y1GOcpU6ZIOO3IS9dddx0WLVqEzz77DAcOHEBLSwssy4Ku69A0jTeWzZliDMVYVSizCDG3fkaW07BeUFCARYsW4bbbbsPSpUsxc+ZM5OfnZzx6fD4fvF4vnyL8fn/aw/Ch2ifm1nG5XNzt8qwHqefl5Uk4nU+Tbr75ZuzcuRMfffQRampq0N7ejkAggP7+fu4R7QwKHasEsuuwzThLvMBQXFyMxYsX44YbbgAbaH6/f9Q3nT59OubPn4/Dhw8jHA7zFJwj1edgK3Y2D3o8Hlx00UUoKCgAAJxz2XY6OzupoaEBhw8fxokTJ7Bt2za0traivb2d76VEIsdKoMfj4e4bDCUlJZg7dy5mzpyJOXPmYOHChZgzZw6KiorO+GbRaJQ++OADtLW1Qdd15OXlARkkvmUBRdFoFKZpwuPxQFVVfP3rX8cll1xy7qZL0nWd+vr60NHRgcOHD2PPnj2or69He3s7Ojo60N3djXg8bgtvPhMEg0F4PB4UFhairKwM06ZNw6xZs3DVVVdh/vz5KCgoGHGBcjZxzjZMRDwep1AohJ6eHvT09KCtrQ3Hjx9HU1MT6uvrEYlE+P/6+/u5GhS3GpIkwe12IxgMoqioCIWFhQgEAjxDY2VlJaZPn46CggIEg8Eh93PnGnKikenQ29tLoVAI7e3tSCaTiEajiEajiMfjtkox4h5OVVW43W74/X74/X5omoZLL70UXq/XZrecxCQmDP8P5MVTtCvgSz4AAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":20.51,"scaled_height":22.05,"actual_filled_area":178.2,"bounding_box_area":452,"exact_perimeter":84.66,"approximate_perimeter":79.49,"convex_hull_perimeter":70.55,"perimeter_pixels":660.3158005400394,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3124,"perimeter_to_area_ratio":0.4751},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-03 05:14:04"} 
[2026-04-03 05:14:04] local.INFO: Nested area calculated {"data":{"nestedArea":2106.6643},"timestamp":"2026-04-03 05:14:04"} 
[2026-04-03 05:14:05] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"63b51fae-672e-4908-ae4d-6494fd7e1d00","height":16.67,"width":14.62,"perimeter":79.4,"area":151.01,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHYAAACGCAYAAAAINX4IAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1de3BU1f3/7L17776S3Tw2JCZLQgjvghTlKT/QEehUoGpVplXqc/pH/aO1DztDp46OUFvf4zgFlWrHYql/WNCi2FYFpsWiFFQgQCAQSCCQhDw3yb7u3t3v7w9zTs+92WR3kw1JIN+ZO8nuvXvuvd/P+T7O93vO9wBjdEWSZbgfIFPU3t5O3d3d0HUd8Xgc4XAYoVAI0WgURMQPALBYLJAkCZIkwWKxwOfzIRqNQlEUZGdnQ1EU2O32Uc2bUffw1IOO3+/HhQsX0NzcjNOnT+PChQuor69HV1cXdF1HOBxGIBBAJBKB1WrtBawsyxxch8OBWCyGnJwcVFRUYMKECRg3bhx8Ph9KSkrg9XoBAJIkjRp+jfgH1XWdQqEQ6urqcOzYMdTU1KCpqQltbW1oa2tDZ2cnLl26BL/fj7a2NmiaxgHTdR3oAbI/UlUVsVgMVqsVWVlZ8Hg8yMnJQW5uLjweD7xeL8aPH49Zs2ZhxowZKCkpgcPhgCVZw8NII/LBiIii0ShOnDiBkydP4j//+Q/q6+tRXV2N+vp6BINBLn3xeBxWqxWapiEWi/E2mJoVJbWf+/X6TpIkqKoKm80GIoLb7UZxcTHKy8sxdepUzJ49G7NmzYLP54PFYoHD4RhRvBxRD0NEdP78eRw4cAD79u1DZWUlGhsb0dbWhu7ubvj9/n5BYgJktqXxeLzf+zKJFTtLX/dRFAU5OTmYMGECpk2bBp/Ph+XLl8Pn86GsrGzE2OZhfwgiora2NlRVVeHzzz/HgQMHcOzYMZw7dw5dXV0GBkuSBKvVCkmSQESIRqMcNFmWIcsyiAixWMwAZioaU3Soep6LH+wcvjYNvG0m0dOmTcPUqVOxdOlSLF68GJMnT4aqqsPK22G9ud/vp+rqamzbtg2HDh3CF198gebmZkiSxEFCDzMHQ8mATaaq2e/NGsHc6UpLS7FkyRIsX74c8+bNQ1lZGVwu17DweFhuqus6nThxAjt37sTu3buxf/9+aJoGXdchSRJisRii0Si/3uzVoofJ7NB1vRc4zL4iBWBZO0TEpVGUXFmWDara3L7D4UAoFAJ6VHVZWRkWLVqE22+/HTfeeCNyc3Mhy/Jl5fVlvRkRUV1dHT744AO89957OHLkCAKBAAAgFAoZ1CdjbCL7aLabiqIgHo/z7xKBnOS5en3HwE50f3YOgsoGAJvNhlgsxjvonDlzMHfuXNxzzz2YPn06xo0bN+ymL+MUDAbpX//6Fz388MM0ceJEUlWVJEkiAASAJEkiq9VKkiTxw2KxEABSFIVkWebXWiyWXteI58yfkx3s/uLzyLJsuKckSSTLcq/2ZVkmVVX5Z7vdToqi8M8ul4sWLFhAGzdupMbGRqJken+0EBFRU1MTbdq0if7v//6PcnJyeoGaCuOH80ilcyR7/gkTJtCDDz5I//jHPygUCo1ucImIKisr6aGHHqJ58+aR3W7njGLSyaTgcgObTvuDBVZRFJIkiZxOJy1dupT+8Ic/UENDw+iU3mg0Sjt37qQHHniAAyqqL6vVOmwSy9o1q9+hlFjxPjNnzqTHH3+cDh8+PLrA7erqou3bt9OKFSu4HVQUhex2O6mqmtBmXskSix7bm52dzTu01+uln/3sZ3Ts2DGKRqMjH9xgMEgvvfQSzZkzh1wul0FK+3JGhvq4HMD1d4jayWq1GuzuD37wA/ryyy8pHo+PXHD9fj/9/ve/p6lTp3LwxJcyM5NJ85UOrNihzUB7PB6655576ODBgyNTLXd2dtLGjRtpypQp/OGZXRG9YAZoJhmb7GDaQhwiiYAMNbAAyOl0ksvl6vXuzLF66KGHaP/+/SNLLUejUfrtb39LM2bM4OrXYrGQzWbr5TgwFSz25qEGltl1RVHIarVykC+XRkikmpnUMl4oikL33XcfHTlyJCNq2TrYBrq6umjz5s3YsmULTpw4AVVVARgjMmL0xhzJicVifWZgLBYLbDYbD/abQ4TssyzLyMrKgtfrRWFhIQoLC5Gfnw+32w2bzQaXy8VDgiwOHYvFEAgEEAwG0dXVhY6ODp6sb25u5vFplpDH1x0Y6An+S5KESCTSZ5gRPREyFiI1vzO7nr23ruvYunUrgsEgnnvuORARDSbfO6gQl67r9Morr2Dz5s04deoUIpEIbDYbwuEwFEWBqqo8ZJj0QQSwZFmG1WpFJBLh51n2JhaLccbk5eWhqKgI06ZNQ0VFBWbPno3y8nK43W6eebHb7TwtF4/HObOJCJqmQdM0BAIBhEIhtLa2oq6uDsePH8ehQ4dQVVWFpqYmoAdMu92O7u5ungOOx+NQVRW6riMWi/GZGURkSFwkw8flcqG7uxsulwsulwsrV67EY489hoqKigEn8wcssURE27dvxxtvvIHKykoAgN1u5y8kBtRTbI//L4LHpNHv9/PvfD4frrvuOixevBgzZ85ETk4OiouLUVpayqWLMVqMOYsSLybhxWuCwSCam5tx9uxZPlvj448/xn//+190dnYCPTFh1ulYmlDUUKy9VCkQCMButyMQCCAQCGDbtm3IycnBhg0b0mpn0EREdODAAVq0aBHJsszHpcxREb0+s0eYziHGYW02G02fPp3Wrl1Lr732Gh0+fJi6u7vJTPF4nKLRKEWjUYrFYr3OJyJd1ykajZKu64bvI5EIdXZ20vbt2+nXv/41fec736GcnBwCQG63O6l9taTo+QPg7cqyTDabjcaNG0cbN26kSCRyeZypUChEDQ0NtGbNGv5QZmcoKyvL8HKpOhQMRIvFQna7nbebn59P3//+9+ntt9+mqqoq6uzsNDBfBCgej/cCzgxyLBYjXdcpFosZro/H44bPuq5TOBymWCxGra2tdPjwYVq3bh1VVFTwaBpzDG02myEZIDqJyYB1OBwEgP9lnWH69Om0d+/eywNuKBSidevWkaqqZOmJ+YrerRkwMdPRH6isDTH86HK5aP78+fT666/TV199ReFwmHRdp0AgQNFotF8pjEajpGkaaZqWktQywM1Szj6Hw2GKRqPU2tpKW7ZsoVWrVlFRUZHhPcQhnRhdSwYsGz04nU6DQDidTlq5ciW1tLQMLbAdHR304Ycf0rhx4zgQbBzGhhRmVZoKsOIL2Ww2kiSJPB4PrV27lnbs2EGBQMDAbLNkJgLDfN4sjfF4nEuuSObriIiCwSA/R0SkaRpVVVXR5s2b6Zvf/KZBQ6Fn3J4qqBYhNYme0CPr6G63mwDQa6+9Ru3t7UMHrqZptGrVKrJarbyXmaVUUZQBje1Ye+gJtf3yl7+kAwcOcIkzS18iaTQDKoLRF2iJOga7ltleRs3NzfzaWCxG4XCY/vKXv9DcuXPJ4/HwzsxUKlIcp5v9EJEXqqrSzJkz6d///vfQqGQiohdeeIE8Ho9BfaRyJMqgsF7OJJ7ZWK/XSxs3bqTq6mrOUF3X+cHUJQMpEVCZJvFeiY49e/bQ9773Pf6eDocjo5Etl8tFK1eupI6OjswCS0T09ttv08KFCzkIYsQkFXBF2ymqXrfbTdnZ2QSAysvL6amnnqL29nYKhUKkaRpXmeZjJAEbCoVoz549tGbNGq5GbTabYbQw2MhWSUkJbdmyJbNJ+mAwSKtXr07oGKQ6nBGHQAxkEeCKigp69tlnqampycDUSCTSi5FmkIcbWEa7d++mW2+9lUsue+dMhSwXL15Mp0+fzgywRETvvPMOjR8/nut8swQmO/qyuV6vlwBQUVERvfjii9TR0UFERK2trZxZInB9gTvcJNr7PXv20I033tjr/QdzMAGw2+30zDPPUFdX1+DB7ezspG9/+9tktVoNjhG7WSozEJi6FgMO7Lvc3Fx68cUXqba2ljOqq6uLqGfIYqZE4A43MXXM/t+6dSvNmzePv+9ggRU1XEVFBR05cmRwwEajUfr444+poKCgF4hmgFL1es1DoIcffpjP3uvq6jJ4un6/v09GXk4bmyp1d3fzCNamTZvI5/NlTBXbbDaeFVq/fn3S9F6/Qc26ujqecUBPLJXFWTVNY+Cn1ElYDJnFgS0WC5YvX457770XeXl5QE8MVoyz2mw2AMblFjBNFh8JC97EZEUkEoEsy7j11luxevVq/g6DJYfDAV3Xoaoqtm3bhosXLw6soVgsRrt27eLSapZUCCGwZAdT2ywOCoCKi4tp+/btfAgTDAa5WjWPUUeidIokBjri8TgPqOzdu5duuOGGQUssc1CZxnS73fTWW28NLG+raRrdd999aXltqXjEDoeDZFmmX/ziF9yWpup1jmQSY9YsOeH3++nNN98kp9PZK56eqgkzCxXj5YIFCygQCPQJbEJVHIlE6NChQzh69GjSBUupkK7rUBSFtY25c+firrvuQlZWVlqpvZFK4vISCGk7t9uNm266Cddffz1isRjnAVubJMtySu2z68Qcb0NDAw4ePAhd1xMClBBYVVWxY8cOnDhxIq0X7I/Yepb8/HysWbMGCxcuBITZBKOZWN5XzMcyEMrKynDnnXfCZrNBURRYrf9LgYv/p9K+2HkaGxvx0Ucf9cm/Pp2njz76COFwOCPOCVstF4/Hccstt+D222/nD2S1Wns5QyPNOUpGFouFz9KIxWLcCWSr7FevXo2FCxciGo3CarVyQFN9NyYUwP8mJGiahk8//RSNjY0Jf5MQ2OrqatTU1BiWL/Z3pPLijB566CFUVFRwT3s0AJeMxMXXjCRJgqIosFgsqKiowKpVqxCNRg0gpTqigMAnNkfMYrGgqqoK+/fvRzgc7gVCL2CJiLZt2wZN09K6cX8UjUahqiomTZqExYsXIxKJIDs7G+hjmeRoIzb0M6+xFafmLF26FF6vl8+PggBSKsSGmux/SZJw6dIl/POf/+T3F6lXq62trfjwww/7rcMwEJIkCffeey9kWeYdJtGC5dFIzClCj9Tqum54N03TMH36dCxYsKDXrMVU37+vTrBv3z4+F0ukXlfW1taipqaGMz9Vz60/stvtAID7778ffr8fWVlZgDCYH+3EOisLvKiqyn0H9p3b7cbcuXM5L8zlGJK1jx4NYHa4Lly4gK6url6/MQBLRLRr1y4EAgFomgZFUVLyWpM5P+FwGEuWLEFubi6ys7P5y7hcritCFaNHahN1UjaVVtM03HvvvcjOzjbYS1Ha+yKGAdMEENRxIBDArl27oGmaoYcYgA2Hwzh//rxhCmkmyG63Y+rUqfwlmNMl2o0rmZgUFxQUwOv1GkYCgx3uERH27t3bSx0bgG1ubsbRo0e5Gs6UNJWUlGDRokW9VglcLcAyfrrdbpSXl/O5yGzSeTJKNOwTRyX79u3rpY4NwJ49exYnT540lLvJBONLS0tx3XXXQZblXoU5rgYSI0Zz585NGEnqj/rCgPGvtbWVDx8ZcWBjsRhVVlaiubm510z5wVJ5eTl8Ph+XUDYOuxIcp1RIdHiWLFmC/Px8HiPIBA80TUNDQ4PhOw5sPB7Hl19+yd30TDJ9ypQpcDqdBtUrLq240ompXF3XMWPGDBQXF3OwUwkr9iVcjJe6ruPw4cPo7OzkF0rijw8fPswXPmWSpk2b1kv62T2uFK+4P2JFxmRZ5uuMGC/EXG5flEhzmkOuX375pUEdG4A9f/48FEXpldQeLJWUlCRcPomrBFhGzPzk5+cDA1i81VebDoeD155kxPXAuXPnEI1GEQ6H+Woyq9WakvSKThZTscyVLygogNvt5ksOGbGZBWJWZLRSss6vaRpUVeWmqKioiJ+zWq0DqhUpCl8kEkFdXR3Onz//v3bZPw0NDfxCBma6DGcOF0tbSZLESr3ygLj4YKMpgzMYYpkeIoKiKPD5fFAUBZFIJCMaKx6Po6OjwzBdRkLPAuaqqip+k1gsBlmW04oXi+AwFWO1WuHz+Xgaiy0IZvUGIaxbvZIPpvkYH0pKSnhoMVMUCARQX18Pv99PYBKr6zqOHDnCw1TsbzpOVKKCkvF4HJqmcQ9b7CQsQHEl2NhknV/s1Ph6cVtGzQ8ze01NTf8TKvRUHj1x4gR0XTfYSnNNhWSNM2K2RNd1nDlzBs8++yzy8vIMdR3EErajfTybCrCsMqrT6cSePXu4B2u32xEOhzNy/+bmZv6dFV8XCMGFCxcMNXlZmihVqWVgsp6pKAqi0Shqa2vx2muvwePxQNM0WCwWfo7Z4isd2GAwCJfLhUAggLy8PDQ3N/McaiY1Vnt7u1Fiu7q6eI0H5vzE4/GUx7TsejH2yV42HA4jHA4jEonwMRtrN5V6/aOBkjl/jC/d3d08WM9+kyhJni4xPoql9q3oYb6maYYpHszOptMwmw7CpoCwh2e1/MWCHOgjuD0aKdk7sFytqqp86MPSopmapQIA3d3dvKNY2ResTI4Y9guHwylJFbOd5t7HAGTVWMz2u6+K4KONkj0/M1HRaBQWi4X/ZZ1/sO/PhKqzs5Pbawk9NoCNs9J96DEamSShx8ZmQteP0cghCT0qVFS3opReCTbwaiQeUhTr/ome8Biwg6fhMGcShH3gzA+SCcM+RsNDEkzxWiSIIo3R6CMJwmJkcZeoKyGddjWTBGHuqxjaS2cim/k6sR1VVZNmP8ZocMQCSqqq8iDQoAtRA/+rMcyAEkvLjtHQE5uZIcsyTwdmBFgI8dBoNGoIk7EdmMdo6IhF/sRJ4xkDVtxXVZZlw3rRMckdWmK7U7NEDDIJLIRhEhHxbTfHaOgpHo8jHA5D13Veqj8jwLKZjeIkNvZ9eXl5ykvyx2hgxGxsaWkpXx+VEY6LSy7FekTLli3D3XffzZdNjtHQEDOBbM4yMimxbAsVphIAoKKiArfeeuuI2ZD+aiIJADweD1ehbHYDG76k4tEyIMUZ7+FwGKFQaGycOkwkAUBubi6sVquhPJzoCKXdaE9naG9vHwtJDhNJ6Fm3CWEukkipAGueU8wmRouLqMfo8hIPKUJwggaSqmOAslmKRNRrad8YXT6S0OP85OXlcWlNN1JkngjOKBgMjtnYYSKuiqdPn84BHQiwLPUnTliLxWLo6OgYiuceoyTEnaeZM2fyUgJkKkKVjMRr2GA5FoshGAyiqqpqKJ9/jPogCT2ptZKSEsMqACZ9qczSN1/DPnd1daG6uhojarPbq4QkfC1lllmzZvVKu9nt9pSGKyzShJ4oCPvfarXik08+QVtb29C+xRj1Im5MCwoKkJ2dbdgIV1zLk4xEdcymsuq6jtOnTw960dEYpU8c2PHjxyM/P98AZDrLD8QVBOLY9dSpU32WXh2joSMOrMfjQWFhIa9uIpa0TYXEMTBb7MuWSx47dgyxWGzMzl5GMoxrJk6cmFaMmJFYSo/9nq2mkyQJ+/fvH5tFcZnJwO05c+YgNzcXEEBKqREBNDHGzBICBw8eRHV1dWaffIz6JZ62s1gsls8++4x8Ph9aWlrSKpIs2mJzLd5YLIYzZ87gww8/hKZppKrqVZ3CIyL69NNPsW/fPmRnZyMYDMLn88HhcMDj8SAvLw/5+fnweDzIysoaMK8M+dgpU6agsLDQsPA5FRJrV0AYx7K5yh0dHdi7dy9+9KMfDfQ5rxjq7u7G+++/j5dffhkOhwMWiwX5+flwOp3Iz89HUVERioqK4PV6sXHjRrLb7cjJyYHT6YTH44Hb7YbT6eSH2+1OCL4B2KysLEycOBFut5svrUyVxPFuogzRRx99NDYPCkBLSwvee+89hMNhvk2L3+/n52VZhs1mg8PhgMPhgKIocDqdcDgccDqdsNvtcLlc8Hq98Pl8ePXVV6mkpATjx49HWVkZcnNzLTADq6oqFi1ahLfeeouD6nA4Bg0IW8G9ceNG6LpOVqv1qlTH8Xicfve73+HixYu8Krm4OwczXdFoFMFgkDufYlk+NqS02Wxwu91wuVzw+Xzw+Xx49NFH+775iRMn6Jprrkm45dlgDrvdTpMmTaK6urqrdtjT2NhIs2fPNuwulsqOWWxnLXHfXrYlGts5q6CggD799NPeRTIZFRYWYsGCBbBarbDb7RlbEB2LxVBTU4PPPvsMdBXm8oiIPvnkE9TW1vLZ+na73RDMYSV/2ax+FgVkUsxqWTBiMQe73Y4ZM2Zg3Lhx/FwvYJ1OJ+644w6+ngdCEZCBbnjE9hYgIvz973831Py7WqixsRFvv/02n/eLnhofLGbAVHI8HjdMtGeTwNl5cTkH4300GsXy5cvh9Xr7f4i6ujq+96kkSYPetBAAeTweAkCFhYX05JNP0tUktUREb7zxBuXl5XF+5OTkENvQkfG4L96Zz1ksll6/2blzZ3J+appGP/zhD8lisZDVas0IsLm5ufz/iooKOnDgwFUD7unTp2nFihUGMBiwbNvVRGBKkkSyLBt4zLYdVRSFrFYrybJMs2fPptra2uS8jMfjtHPnTvJ6vRmRWHE/d5fLRRaLhR555BHq7u6+4oGNx+O0efNmcjgcJEkSuVyuPh2nvngpSZLhMF/3+OOPpy4kbW1ttGrVKq4u0LP3q9goU6/JDtYrHQ4Hf5mcnBz629/+dkVLLRHR6dOnadasWVxjMS0oerypjiwY78WRyqRJk+jUqVPEqp4y6nMlgNPpxM0334zdu3cDPak4cSmH3W6H3+9PqboYq0rGxsM2mw2hUAibNm2Cy+W6Yse2nZ2d+OMf/4iamhpDWXfzVKJkxMriigXR2G/ZRlUejyd1/p06dYoWLFhgkFrWa7Kysvq1EebD7XYbeinrdWvWrKGLFy9ecVIbiUTo9ddfpwkTJhhUKrON4nfJeMccLMY79vuSkhJ67733qK/NgfskIqIXXniBZFkmp9PZS42kczBDz/Z1Z3+dTidt2LAhNeM/SoiIaPfu3bRo0SLuANlsNrLb7QbVm47zabFYSFVVUlWV/+auu+6ihoaGgfGttraWFi1axHW7KLnMY07HRjBAIXjKBQUFtH79erpw4cKot7lERHV1dXTbbbcZtJTZ6WFebzrCITqhdrud3njjDRrwBAYiopdeeokgeHGid5eKBLPexj4zcG02G3+58vJyeuyxx0Y9uIFAgNatW0fZ2dl9hmPTBZXxmPHfYrHQzTffTFVVVYPjU1VVFS1btszQY1KJcYqH+JLMPrPvWbvXXHMNPfHEE3TmzJlRCWw4HKbnnnuOioqKuOlhdpGpXVmW0/KERd4xgCdOnEhvvvkmdXV1DY5PkUiE/vSnP1F+fj5lZ2fzG7JBdqqHqIbFdmRZ5p/Lysro+eefpzNnzgxczVxm0nWdiIieeeYZmjx5Mn9PURBS6fDJJJbZ2BUrVlBra2tmeNPY2EiPPvooWSwWcjqd/GasB5rtRzq2lzGBqaeioiL68Y9/TPv376d4PD6iwWU29ec//zmVlZUZOm86mbG+1LOYwXG5XFRcXEzvv/9++p5wXxSJROjQoUM0f/58/iBI4BQM5GBDJkmSyO12k6qqlJ2dTXfccQdt3bqVmpqaRiS4fr+f9u7dSw888ACVlZVx6WIRItGH6O8wmzXmSVutVoPDCoB+85vfUH19fWb5QUT08ssvU2lpKSmK0msMm0hSUwGdtWOxWAxtOp1Omj17Nr344ou0f/9+CoVCIwJgIqKLFy/Spk2baNmyZYYwocvl4kClakvF60R7zHjHhknXX389nTp1amh4cOnSJXriiScSOk+sp6YLLOvpohbIysriIHu9Xrrjjjto8+bNdPjw4WEDmIioubmZ3nnnHXrwwQdp8uTJXLrQ40OIjmG6wxmzSRNV+eTJk+nPf/5zr9BhRl/u6NGjtGLFCnK5XAYJS5QYSGcAztRPIoaoqkrjx4+nO++8k1555RX6/PPPBz44T5MikQjV1dXRBx98QI888gh94xvfIKfT2Usizc9tnvHQ16GqKtlsNoPKVVWVXC4X965/8pOfUCAQGNr3JSLatWsXLV261PACDETmCKRqf1lnSHS9qqoGKQBApaWl9K1vfYs2bNhAe/bsoaamJgqHwxkd/xIRtbW1UW1tLb377rv08MMP05QpU7jj2FcHxACCNxaLxaABVVU1dIi1a9fSV199ldb7DTjwrmkavfrqq9iwYQOf0ciSAWx6B5sNkAqZdwthqwvEpSMOhwPo2X2R7XQ5ZcoU5OTkoKKiAnPnzsWsWbNQWloKt9vN21QUpd/3ZAwLh8NoaWlBbW0tKisrUVlZiXPnzqGxsREnTpxAIBDg1VzZc7HZIayWJJu2m867i+8vSRIcDgcCgQAURcHcuXPx0ksvYf78+bCkUUNiUBmVWCxGTz/9NJ599lm+aRJ6sj/s5VIpLiJWMmdrhsSyCebF2IqiGBhnt9vhdDpRWFiI0tJSvnIwPz+fT8Bmnc08BSUej/MtVru7u9HS0oKLFy/i/PnzuHDhAt+6hk1JYTUj2dShZBv7ppL9YrUQ2apEtvXovHnzsG7dOtx2221IN/s1qAJesixbOjs7SZIkPP/884hEIsjLy0NbWxtisRiys7MNm9WaAZRlGZFIxLDwy9wRxFV85tV87HMkEkE4HEZbWxtOnjwJWZahKApUVYUsyygoKOg1R0usl9zU1ARd17nWESe+K4rCi6WI6TK2IWOy8vpsiqm4wM1msxnuk6jo95QpU3D//ffju9/9LiRJGp6UZn19PT355JPk9XoTeoei7U1kW1O1wenM4BCnkDDPNdHBAgB9TUHJ1NQg87RR9lun00lsVMAyN4WFhbR+/Xrq6Oi4LM5hv9Ta2kqPPfYY5eXlcecCPWNUMUrlcDgMMdRUkwj9HQygwQZKEjl+qR79tQchbZnoGtEJmzhxIj311FMjZ/41EVFDQwM9/fTTNGnSJP6gNput3yxHqszu7xDnA5mlUZRIESwxumMGNFGKbSDgit+LXjJ7FjPwJSUl9MQTT1BLS8ugQc1YvVnmsbW3t5PD4cDWrVtx9OhRBINBOBwOvm5WtFOqqiIajSZdXJ3OebPjKN6zr9+IGxcnKjWYyt51/ZF592zmjPV47AiFQnSR+sMAAAQbSURBVLjhhhuwdu1arFy5Ei6Xq9/2ho3a29vpgw8+oLvvvtuQbFYUhZxOJx/3sjhoJmxYf0dfqjXZWDvVvKnYtllazefM5keSJFq9ejXt2LEjowGIIakQnZubayEiys3NxcSJE7Fjxw6cOnUK4XDYsE04G64MdjeuRAuvxf/7qnyTyng/neIq5p1PRA8cwvg+FovBYrFg/PjxuPbaa/HTn/4Uy5YtS2ucOqxERHThwgV688036eabbzbYXdaT7Xb7kElsIinqS0r7krBMaASzgyjLMlVUVNCvfvUrOn78+JDEvoe0pjvrgX6/n4qLizF9+nTs2rULNTU1fHzaV8khNuY0nzNHfsxjXLOdNG/tluhe4lLGvqRbrDgHQULF35irx1qtVjgcDnR2dvL38Xq9WLp0KdasWYObbroJ48aNGz2Smog0TaOzZ8/Sli1baM2aNVRcXGwY3yZaKmhJYSqJ6F325ZkOVuLF8awodaqqkqIoPFjPvnc6nXx8CiFLM3nyZFq/fj0dO3aMgsFgxqVUpMveU0KhENXU1OCTTz7Bu+++i88++6yXZ8xCaiKx7cABY9QoWTx2oBsvJvodW+HGziULl7Lo1+TJkzF//nysWrUKCxcuRGFh4ZDzfdhUwMWLF+n48eM4c+YM/vrXv6KmpgZnzpzhzFRVlS8vZNuAD9fkxf62M2fPZbPZYLVaEQqFEI/HkZubi9mzZ2Pq1KlYunQpbrjhBkyYMOGyqd1h1+3RaJSOHDmCL774Anv27MGhQ4dQX19viDFD2EhRLNzJFgInAj3djmD2YEVi9zMnJERvl/11uVwoLy/H0qVLccstt+C6666D0+mEy+W6rLwedmAZdXZ20rlz53D06FEcPHgQX3zxBaqrq9HS0gIiMqysZyqZqULz2hZRXaYCrrkOhEjJOojNZkMkEkFFRQWWLFmCJUuW4Nprr4XP54PH44HT6RwWHo8YYBn1TD/B2bNncerUKdTX16OyshLV1dU4efKkYf82lqONxWLQdb1Xqk+Uqv7InH2BoCEkSYLNZoOmaYaCK9dccw2mTp2KsrIyzJkzB8XFxaioqEBxcXF6C6SGiEbcFlZmG9TR0UGXLl3C8ePHcfz4cTQ3N6OlpQXnzp1DU1MTNE1DQ0ODwQ6ma8YSSapYCyInJwdutxus7M748eNRXl6OadOmoaysDDk5OSNub6ER9TDJqKOjg1pbW9HR0YGOjg6w/8+ePYtLly7h4sWL6OjoQCQSQTAYRHt7O/x+f9IKc7Isw+PxIDc3F06nEzabDTk5OSgpKUFBQQGmTp2K7OxsFBQUID8/nxfR6qt41kigEftgqVI4HKampiZ0d3ejs7OT79SlaRpCoRA/+iOXy8VnYSiKwgMLrI5SUVERrvZSgWM0Quj/AXwFp+csQF5vAAAAAElFTkSuQmCC"},{"id":"4c00fcfd-ded2-44be-9ff1-ddeb8e194e19","height":21.67,"width":7.82,"perimeter":60.9,"area":68.01,"image":"data:image/png;base64,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evXPz7wfzNviMqyTGVZ6ujoSCEENU2z5LVdb72JJsaonZ0dnZyc6PDw8K/vnTd8VVWlpmkUQtClS5dUFMWS13a9LTa4b5AYY3z9+rWOj4/nfsjzohkMBqrruhuWnj59qrt37/ZmXwJm/wDyVl13VOjr8gAAAABJRU5ErkJggg=="},{"id":"e1116299-a29b-44d1-a378-946afa6f6985","height":22.44,"width":13.85,"perimeter":72.13,"area":214.02,"image":"data:image/png;base64,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"},{"id":"c1c53600-7190-407b-b775-47b0d89d46a5","height":22.44,"width":13.85,"perimeter":71.98,"area":212.71,"image":"data:image/png;base64,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"},{"id":"ca66d818-acbc-4b4e-a7ec-5b72336bfa0c","height":22.05,"width":20.51,"perimeter":84.66,"area":178.2,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-03 05:14:05"} 
[2026-04-03 05:14:05] local.INFO: Number of letters detected {"data":{"noOfLetters":7},"timestamp":"2026-04-03 05:14:05"} 
[2026-04-03 05:14:05] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":530.0600000000001,"perimeter_in_feet":44.17},"timestamp":"2026-04-03 05:14:05"} 
[2026-04-03 05:14:05] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[89.89,151.01,68.01,96.77,214.02,212.71,178.2],"actualFilledAreaSum":1010.6099999999999},"timestamp":"2026-04-03 05:14:05"} 
[2026-04-03 05:14:05] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":7.02},"timestamp":"2026-04-03 05:14:05"} 
[2026-04-03 05:14:05] local.INFO: Average character height calculated {"data":{"avgCharHeight":20.46},"timestamp":"2026-04-03 05:14:05"} 
[2026-04-03 05:14:05] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":180.0,"ratio":5.2},"timestamp":"2026-04-03 05:14:05"} 
[2026-04-03 05:14:05] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":23.08},"timestamp":"2026-04-03 05:14:05"} 
[2026-04-03 05:14:05] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"2215.3846153846157\" viewBox=\"0 0 936 180\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":14.62,"scaled_height":16.67,"actual_filled_area":151.01,"bounding_box_area":243,"exact_perimeter":79.4,"approximate_perimeter":73.31,"convex_hull_perimeter":50.47,"perimeter_pixels":619.3452377915615,"original_contour_points":223,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.301,"perimeter_to_area_ratio":0.5258},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":7.82,"scaled_height":21.67,"actual_filled_area":68.01,"bounding_box_area":169,"exact_perimeter":60.9,"approximate_perimeter":58.03,"convex_hull_perimeter":50.07,"perimeter_pixels":475.05382386916267,"original_contour_points":77,"approximation_points":14,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2304,"perimeter_to_area_ratio":0.8955},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":13.85,"scaled_height":22.44,"actual_filled_area":212.71,"bounding_box_area":310,"exact_perimeter":71.98,"approximate_perimeter":67.8,"convex_hull_perimeter":62.06,"perimeter_pixels":561.42135623731,"original_contour_points":122,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5159,"perimeter_to_area_ratio":0.3384},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":20.51,"scaled_height":22.05,"actual_filled_area":178.2,"bounding_box_area":452,"exact_perimeter":84.66,"approximate_perimeter":79.49,"convex_hull_perimeter":70.55,"perimeter_pixels":660.3158005400394,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3124,"perimeter_to_area_ratio":0.4751},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"dataObjects":[{"id":"09529e5a-418f-44af-982c-b18d0e39dee6","height":15.9,"width":14.62,"perimeter":82.69,"area":89.89,"image":"data:image/png;base64,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"},{"id":"63b51fae-672e-4908-ae4d-6494fd7e1d00","height":16.67,"width":14.62,"perimeter":79.4,"area":151.01,"image":"data:image/png;base64,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"},{"id":"51929e72-e71f-4ad9-80d9-ae6c22395ede","height":22.05,"width":17.56,"perimeter":78.3,"area":96.77,"image":"data:image/png;base64,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"},{"id":"e1116299-a29b-44d1-a378-946afa6f6985","height":22.44,"width":13.85,"perimeter":72.13,"area":214.02,"image":"data:image/png;base64,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"},{"id":"c1c53600-7190-407b-b775-47b0d89d46a5","height":22.44,"width":13.85,"perimeter":71.98,"area":212.71,"image":"data:image/png;base64,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"},{"id":"ca66d818-acbc-4b4e-a7ec-5b72336bfa0c","height":22.05,"width":20.51,"perimeter":84.66,"area":178.2,"image":"data:image/png;base64,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"}],"no_of_letters":7,"perimeter_of_sign":44.17,"nested_area":14.63,"occupied_area":7.02,"avg_char_height":20.46,"widthOfSign":"120","otherDimensionOfSign":23.08,"width_of_smaller_line":20},"timestamp":"2026-04-03 05:14:05"} 
[2026-04-03 05:14:07] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Vinyl Banners","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1370,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":23.08,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":44.17,"nested_area":14.63,"occupied_area":7.02,"avg_char_height":"Less than 24 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\"}]","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":"2026-04-03 05:14:07"} 
[2026-04-03 05:14:07] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Vinyl Banners","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":23.08,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":44.17,"nested_area":14.63,"occupied_area":7.02,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":23.08,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1370}},"timestamp":"2026-04-03 05:14:07"} 
[2026-04-03 05:14:07] local.INFO: Looking up SignType {"data":{"sign_type":"Vinyl Banners"},"timestamp":"2026-04-03 05:14:07"} 
[2026-04-03 05:14:07] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":28,"formulas_count":0},"timestamp":"2026-04-03 05:14:07"} 
[2026-04-03 05:14:07] local.INFO: Retrieved Variables List {"data":{"sign_type_id":28,"variables_count":1},"timestamp":"2026-04-03 05:14:07"} 
[2026-04-03 05:14:07] local.INFO: Price Map Constructed {"data":{"price_map":[]},"timestamp":"2026-04-03 05:14:07"} 
[2026-04-03 05:14:07] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable220":0}},"timestamp":"2026-04-03 05:14:07"} 
[2026-04-03 05:14:07] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-03 05:14:07"} 
[2026-04-03 05:14:07] local.INFO: Merged material items {"data":{"formulas_count":0,"items_count_after_merge":0},"timestamp":"2026-04-03 05:14:07"} 
[2026-04-03 05:14:07] local.INFO: Merged variable items {"data":{"variables_count":1,"items_count_after_merge":1},"timestamp":"2026-04-03 05:14:07"} 
[2026-04-03 05:14:07] local.INFO: Sorted items collection {"data":{"items_count":1,"first_item":{"type":"variable","id":220,"expression":"max(width_of_sign * other_dimension_of_sign / 144 * 2.35, 75)","dense_weight_expression":null,"name":"Total Cost","var_name":"variable220","price":null,"description":null,"sequence_no":null},"last_item":{"type":"variable","id":220,"expression":"max(width_of_sign * other_dimension_of_sign / 144 * 2.35, 75)","dense_weight_expression":null,"name":"Total Cost","var_name":"variable220","price":null,"description":null,"sequence_no":null}},"timestamp":"2026-04-03 05:14:07"} 
[2026-04-03 05:14:07] local.INFO: Initializing MathExecutor {"data":{"variables_count":127},"timestamp":"2026-04-03 05:14:07"} 
[2026-04-03 05:14:07] local.INFO: MathExecutor variables set {"data":{"variables_count":127},"timestamp":"2026-04-03 05:14:07"} 
[2026-04-03 05:14:07] local.INFO: Total Cost formula detected {"data":{"item_id":220},"timestamp":"2026-04-03 05:14:07"} 
[2026-04-03 05:14:07] local.INFO: Formula calculations completed {"data":{"total_items":1,"successful_calculations":0,"errors_count":0},"timestamp":"2026-04-03 05:14:07"} 
[2026-04-03 05:14:07] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":0,"totalDenseWeight_before_formula":0},"timestamp":"2026-04-03 05:14:07"} 
[2026-04-03 05:14:07] local.INFO: Total Cost formula executed {"data":{"formula":"max(width_of_sign * other_dimension_of_sign / 144 * 2.35, 75)","computed_totalCost":"75"},"timestamp":"2026-04-03 05:14:07"} 
[2026-04-03 05:14:07] local.INFO: Yes Factor Founded {"data":{"sign_type":"Vinyl Banners","productCostFactor":"1.00"},"timestamp":"2026-04-03 05:14:07"} 
[2026-04-03 05:14:07] local.INFO: Product cost factor determined {"data":{"sign_type":"Vinyl Banners","productCostFactor":"1.00"},"timestamp":"2026-04-03 05:14:07"} 
[2026-04-03 05:14:07] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":23.08,"sign_depth":null,"sign_type":"Vinyl Banners","processed_sign_type":"Vinyl Banners","sideViewImage":null,"mounting_type":null,"combined_production_cost_usd":null,"total_production_cost":null,"totalDenseWeight":null,"totalVolumetricWeight":null,"bin_packing_result":null,"shipping_rates":null,"cheapest_shipping_cost_usd":null,"totalCost":80.0,"productionResults":null,"productionError":null,"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Vinyl Banners","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":23.08,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":44.17,"nested_area":14.63,"occupied_area":7.02,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":23.08,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1370},"TATDays":10,"testDenseWeight":null,"vendorName":"nPrint","quotationId":1370},"timestamp":"2026-04-03 05:14:07"} 
[2026-04-03 05:14:07] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 05:14:07"} 
[2026-04-03 05:14:08] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-03 05:14:08"} 
[2026-04-03 05:14:08] local.INFO: Incoming Request {"data":{"sign_type_name":"Vinyl Banners","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":23.08,"sign_width":"120","dimensions":[{"id":"09529e5a-418f-44af-982c-b18d0e39dee6","height":15.9,"width":14.62},{"id":"63b51fae-672e-4908-ae4d-6494fd7e1d00","height":16.67,"width":14.62},{"id":"4c00fcfd-ded2-44be-9ff1-ddeb8e194e19","height":21.67,"width":7.82},{"id":"51929e72-e71f-4ad9-80d9-ae6c22395ede","height":22.05,"width":17.56},{"id":"e1116299-a29b-44d1-a378-946afa6f6985","height":22.44,"width":13.85},{"id":"c1c53600-7190-407b-b775-47b0d89d46a5","height":22.44,"width":13.85},{"id":"ca66d818-acbc-4b4e-a7ec-5b72336bfa0c","height":22.05,"width":20.51}]},"timestamp":"2026-04-03 05:14:08"} 
[2026-04-03 05:14:08] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-03 05:14:08"} 
[2026-04-03 05:14:08] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Vinyl Banners","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":23.08,"sign_width":"120","dimensions":[{"id":"09529e5a-418f-44af-982c-b18d0e39dee6","height":15.9,"width":14.62},{"id":"63b51fae-672e-4908-ae4d-6494fd7e1d00","height":16.67,"width":14.62},{"id":"4c00fcfd-ded2-44be-9ff1-ddeb8e194e19","height":21.67,"width":7.82},{"id":"51929e72-e71f-4ad9-80d9-ae6c22395ede","height":22.05,"width":17.56},{"id":"e1116299-a29b-44d1-a378-946afa6f6985","height":22.44,"width":13.85},{"id":"c1c53600-7190-407b-b775-47b0d89d46a5","height":22.44,"width":13.85},{"id":"ca66d818-acbc-4b4e-a7ec-5b72336bfa0c","height":22.05,"width":20.51}]}},"timestamp":"2026-04-03 05:14:08"} 
[2026-04-03 05:14:08] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Vinyl Banners"},"timestamp":"2026-04-03 05:14:08"} 
[2026-04-03 05:14:08] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":28},"timestamp":"2026-04-03 05:14:08"} 
[2026-04-03 05:14:08] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":28},"timestamp":"2026-04-03 05:14:08"} 
[2026-04-03 05:14:08] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-04-03 05:14:08"} 
[2026-04-03 05:14:08] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":28},"timestamp":"2026-04-03 05:14:08"} 
[2026-04-03 05:14:09] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Vinyl Banners","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":23.08,"sign_width":"120","shipping_weight":null,"shape":"rectangular","dimensions":[{"id":"09529e5a-418f-44af-982c-b18d0e39dee6","height":15.9,"width":14.62},{"id":"63b51fae-672e-4908-ae4d-6494fd7e1d00","height":16.67,"width":14.62},{"id":"4c00fcfd-ded2-44be-9ff1-ddeb8e194e19","height":21.67,"width":7.82},{"id":"51929e72-e71f-4ad9-80d9-ae6c22395ede","height":22.05,"width":17.56},{"id":"e1116299-a29b-44d1-a378-946afa6f6985","height":22.44,"width":13.85},{"id":"c1c53600-7190-407b-b775-47b0d89d46a5","height":22.44,"width":13.85},{"id":"ca66d818-acbc-4b4e-a7ec-5b72336bfa0c","height":22.05,"width":20.51}]}},"timestamp":"2026-04-03 05:14:09"} 
[2026-04-03 05:14:09] local.ERROR: Validation Failed {"data":{"errors":{"Illuminate\\Support\\MessageBag":{"shipping_weight":["The shipping weight field is required."]}}},"timestamp":"2026-04-03 05:14:09"} 
[2026-04-03 05:46:33] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"164","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php85A2.tmp"}},"file_present":true},"timestamp":"2026-04-03 05:46:33"} 
[2026-04-03 05:46:33] local.INFO: Validation Passed {"data":{"sign_width_or_height":"164","user_input_dimension":"width"},"timestamp":"2026-04-03 05:46:33"} 
[2026-04-03 05:46:34] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":7},"timestamp":"2026-04-03 05:46:34"} 
[2026-04-03 05:46:34] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":7},"timestamp":"2026-04-03 05:46:34"} 
[2026-04-03 05:46:34] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":7},"timestamp":"2026-04-03 05:46:34"} 
[2026-04-03 05:46:34] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":7},"timestamp":"2026-04-03 05:46:34"} 
[2026-04-03 05:46:34] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"164"},"timestamp":"2026-04-03 05:46:34"} 
[2026-04-03 05:46:34] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"164","file_size":23430},"timestamp":"2026-04-03 05:46:34"} 
[2026-04-03 05:46:34] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":7,"objects":[{"index":0,"position":{"x":752,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.74,"bounding_box_area":441,"exact_perimeter":113.64,"approximate_perimeter":107.74,"convex_hull_perimeter":82.13,"perimeter_pixels":648.607214462437,"original_contour_points":275,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1632,"perimeter_to_area_ratio":0.6775},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.61,"bounding_box_ar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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.78,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-03 05:46:34"} 
[2026-04-03 05:46:34] local.INFO: Nested area calculated {"data":{"nestedArea":3941.0911},"timestamp":"2026-04-03 05:46:34"} 
[2026-04-03 05:46:34] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"4b570077-e6cf-4f04-9d83-eade210f5929","height":22.78,"width":19.97,"perimeter":108,"area":283.61,"image":"data:image/png;base64,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"},{"id":"dcd2ceca-6177-4362-9a46-dcf880f86254","height":30.66,"width":18.92,"perimeter":98.57,"area":397.78,"image":"data:image/png;base64,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"},{"id":"8f54f3b3-89be-4e05-9d2b-38e97bed6017","height":30.14,"width":28.03,"perimeter":115.8,"area":334.14,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-03 05:46:34"} 
[2026-04-03 05:46:34] local.INFO: Number of letters detected {"data":{"noOfLetters":7},"timestamp":"2026-04-03 05:46:34"} 
[2026-04-03 05:46:34] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":725.03,"perimeter_in_feet":60.42},"timestamp":"2026-04-03 05:46:34"} 
[2026-04-03 05:46:34] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[167.74,283.61,127.01,177.37,399.34,397.78,334.14],"actualFilledAreaSum":1886.9899999999998},"timestamp":"2026-04-03 05:46:34"} 
[2026-04-03 05:46:34] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":13.1},"timestamp":"2026-04-03 05:46:34"} 
[2026-04-03 05:46:34] local.INFO: Average character height calculated {"data":{"avgCharHeight":27.98428571428571},"timestamp":"2026-04-03 05:46:34"} 
[2026-04-03 05:46:34] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":179.0,"ratio":5.229050279329609},"timestamp":"2026-04-03 05:46:34"} 
[2026-04-03 05:46:34] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"164","otherDimensionOfSign":31.36},"timestamp":"2026-04-03 05:46:34"} 
[2026-04-03 05:46:34] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"15744\" height=\"3010.871794871795\" viewBox=\"0 0 936 179\">
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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.78,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.14,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3131,"perimeter_to_area_ratio":0.3466},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"dataObjects":[{"id":"51c45ec8-e571-4f81-8a06-06f3c323a3b5","height":21.9,"width":20.15,"perimeter":113.64,"area":167.74,"image":"data:image/png;base64,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"},{"id":"4b570077-e6cf-4f04-9d83-eade210f5929","height":22.78,"width":19.97,"perimeter":108,"area":283.61,"image":"data:image/png;base64,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"},{"id":"e65c2e19-1ec3-4922-a7ff-e90590c56080","height":29.61,"width":10.69,"perimeter":83.59,"area":127.01,"image":"data:image/png;base64,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"},{"id":"37027e99-357c-4cb4-b5bc-fd661ad079cc","height":30.66,"width":18.92,"perimeter":98.57,"area":399.34,"image":"data:image/png;base64,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"},{"id":"dcd2ceca-6177-4362-9a46-dcf880f86254","height":30.66,"width":18.92,"perimeter":98.57,"area":397.78,"image":"data:image/png;base64,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"},{"id":"8f54f3b3-89be-4e05-9d2b-38e97bed6017","height":30.14,"width":28.03,"perimeter":115.8,"area":334.14,"image":"data:image/png;base64,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"}],"no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":27.98428571428571,"widthOfSign":"164","otherDimensionOfSign":31.36,"width_of_smaller_line":20},"timestamp":"2026-04-03 05:46:34"} 
[2026-04-03 05:46:35] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1371,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"164","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.36,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 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\\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FmEA2nIiIXn\\/9dWpubg4t+rL24DSNSoNzMAisKhZKRLRy5Urs27dP+GvsH\\/UF9smCIICiKCIWyO93d3fDNE2MGjUKL774IlpbW5HJZAZl6edUoGka8vk8TNOEYRjI5\\/O47LLLsHr1akycOBG2baOxsVH0B2eIa5pW1RHjpwVHjhyhCy64QKhJ1v2c2lBNygJbmDw6S1MqXnvttTL11Zc7cDoQBAHl83nRliAIhOW6du1aYUFDWi7iUNrpUKF9SqDv+\\/T0009j27ZtQFFyOLrCIbDewAupnKIgr0wEQQDLsnD\\/\\/ffj8ssvh67rIrrBUY+hhuu6iMfjKBQKyGazoTSMK664Ag888ABGjx4NFI9btSxLhNKGxaItz326rpfp9L6kj+dAlkIONMv3+P73v09ERCdOnCCSTHrZRRhKyC4HW6Q8PxdXYmjFihUi\\/ZGfS45SDZkRQ0T06quvhowQvtjirCZtjx+Os7n4HvPmzaMDBw6IzuIOIiLKZrOnl6lewC4Lw7Zt4egHQUCu69K3vvUt0UdRkjcgFXrixAk88cQTgBRF54XS\\/kzQnucJdcL5IC0tLVi2bBkmTZoEFFciLMsSv5NMJqs2lAYbTU1N8DwPJ0+eFElMsjFGRLjvvvvQ0NAAFHc\\/GYaBZDI5dI3u7OykDz\\/8kCzLKnMBUHTcqzFiSt0GFKMvF198MVHRWGGnmYqhrUo+3FCBXQc5+uN5npBA2fB67LHHQuueQ6pCiYjuuusuofrkRKT+JhDJ6lfTNJoyZQrt2LFj2JA0EPB8mMlkyPM8+sY3viEs0mqnmEFToe+8886AJVlVVbGex\\/kiS5cuxYQJE4aHlTZAyPmemqbh9ttvx9ixYyPJ+awGFQkkItq+fTs2bdo04B\\/gRV4UHzCdTuOmm25CY2PjgO89HMBuEs93l112Gb7yla8Ap8mNqEhgoVDA3\\/72N2QymQH\\/gJzElM1msWTJEixYsAAo+k21DvaFFUVBNpsFEeE73\\/nOadMuParQVatWVeWo9wXf9xGPx4VTfssttwgLNor7DwfwFnDLsqCqKubOnYvZs2eflqyzigSeOHECn3zySWSxSE79O\\/fcc3HJJZcgn8+H8kZrGb7vC\\/XJLpBhGLjjjjtOy++X9SB96ryLxkUBDu7eeOONSCQSYrPHSIA8yLPZrEjq+trXvoapU6cO+u9XFIH\\/\\/Oc\\/ME0zklgkJ\\/Y2NDTghhtuQKFQECp0OKw2DBS6riOTycDzPKTTaRiGAVVV0dDQgJkzZw7675cRuHPnTmzatAmO44iAM1\\/y\\/oNqM5xZTba2tmL27NkwTRPZbBaJRCK0765WQUSiMhSkZbZCoYBbb70VKLpP3F9RD94yAg8cOIDjx48DEeXusxqeN2+emAtjsRgg7ZOrZXDSsPw3inmks2fPxnnnnRdaWeHSX1HN\\/6G7uK5LW7duRVtbGzRNi4RAz\\/Og6zoWL14s3uM5cCQ48ij6e9xX8uaV6dOnY9GiRXBdVzyr7\\/siyTgKKQwRqOs6Nm\\/eHFkVJMbkyZOxcOHCT3+wKIXDYa0vCjAZLFG8iZPJufLKK0FEYkMriiRGZcSFCPR9Hzt27BCvo8KcOXMwYcIEMTDkfQW1DjlQUWnn0Zw5c8T\\/6bouJHFQ5sC9e\\/fi4MGDiMfjkdycsXDhQjGRQxocUUv6UECey2Sp4u1148ePl6sghr4bhQ0QIvC9995DV1dXxcYNBNOnT4dhGOIB+OEGc4Pn6YL8DKw+ZaTTaZx33nmAVPmCvxPpHEhEtHPnTlEWIyqoqooxY8ZA07TQ9izbtkfMPMgaRd5UKhebnTp1KizLEp9jNRrFPCgIdF0Xu3btgm3bwuytRsWVksBmtaqq4h4zZ84U++sY7OCPBJRa02zU6LoO27Zx4403CqnTNC1S\\/zekI48cOSI6v9I+u2rADitbYpMnT0ZTU5PQ99x43sg50hGPxzFhwgRR3AHSoI\\/i+QWBnudh165doUpE1ejoSp+R3xs9enTo75Ew7\\/UXkydPRjKZLKsuHOkc6Ps+Dhw4IG7cX\\/XWU1WICRMmhO4VdZWGWkBLS0vFBexICXQcB77vh6zFKKzQuXPnIplMinu5riuc2pGwnNQX+FnHjRsnpiWeTiKtE3P06FHxgywZ1Y6QStLH+yBaWlrgeV7FUNOZANY+Y8aMKevXKDSQIHDv3r0wTXNAOlr+vKZp0HUd6XRaSB1KyB4pVmhvUBQFhUIBo0aNEglQUU4dgsDjx4+LVQI2g6sV8UpzH1uZ55xzjrDAuCSHnOQ00qHrOnzfD82BckBjoBAMxWIxsZYlV1aqBvLnmHTHcdDS0oLp06cD+P\\/jAkzTjDweONxhmiamTp0qBIRrhkahgVQU63ty2jh6kKg6Th2lMWC5BOZAoaKYVXXw4MEyAutERgNecirdXxIZgbZtY\\/\\/+\\/Z++cQaY9kMBVp+oohR0f6Ci6JsdOXIk9B916YsOiqKInUtRQ4gb74yVQ2hnipExmGD1OWrUKJimWbE85kCgomjOy2nudeKig+d5UFUVTU1NiMfjofyZyCIxfFPZL6ur0GjAZCWTSZEzWlqQfSCQF3T77cCjpIwIioOBrSxeeUfJxC0n94x0sPGSy+WQTqdDh1RGVnKZ97LJtT5PFaVzaG+ljs8UKeeEJtkPdF03kudXUezcVCpVlu7XH0ksLXDOqERilCpkuEMuycIERhnQV\\/mGY8eOLVtVqCZWyaTz92SVKV+cYnEmgp+dHXkmMLI50DRNTJw4sSxSXm3SjUxg6VpiJYk+E63cbDZblgsTWSQmlUph6tSpAxJtWS1y2ri8jIQK64ZnApEsFEePHhUbQdnmiGw90LIsZeLEiUJlapomrMm+UKo65cXKfD4vKsCXPtSZAnYb2traxD7JKPdGCiWcTCZDGdPVLjyWuhHyaz5qjlfkq02UGkng+Z8r+3M6RVQ7s0JJTZwPw8m31aB03ZDLSmqahu7ubrz55pvCF+KSI7J\\/ONLBa3+s3XgxO6ot5uIOY8aMCfmBAxFzWZ3yxM3SzSOPQ0wjHWxXcH9G\\/cziblOmTAnl7Q8U7O\\/Jqxzy4RsjZY98tejs7BSvo3SnBIHjxo2r6Lv1hUoZabLDvn379tAhWIPxEMMZPMXw0T7cL1E9v2BI13UkEgmhRuXirL2hp9V7buiWLVuEGpUNI\\/lcpJEMtim4CKw8vUSaVqhpGs4++2zxur+oRIaiKPjkk09ExSf5LKWotnAPd7Am6+joGJT7hyRw9uzZoZ1F1ajQnqSIJdK2bWQyGbFcJe96OlPUqOu6gkA51BgFQgy1trYK9VmtCkUFEmW1qqoq8vm8WDCWt1afCVZooVCAbdti46ysgaJAyA+cPHmyWBOs9gd62p0kbzHbsGGDOJcPI1jy+JnlgIWu69iyZYswYvg8XUTUD7IKVS666CJMmjQJnucJx36gICJs27ZNFA6SMRLmQHkAl25u5f\\/fvHmzOACSHXkuNzJQhHTYZz\\/7WUycOFH8HcWKuaIoWL9+PQ4fPlzxUOSRDK4D8Prrr4cs8SgPaA4RaBgGxo8fL04diWTJX9exbds27N69W2w5HkmJw5WeQValKBaP4BAjbzHo6bv9RYhAIsKsWbMiO+McxUZ2dnaKo00rOfUjATJhrEo1TUNbWxv27dsX+hwbiJGrUMMw8PnPf14EnaOwlFjnv\\/vuuyCi0CQ+EuZAGZUk6r333hPVKkr3yEeBEIGKoijz5s3DjBkzgIg6mOOfGzZswIcffhh6b6RIYSXfjhe0ufYqg3fpRlXwruwOra2t+NznPgfLsqIR8aJV9vHHHwsCOTIzEuZAhvwsvJidyWTw7rvvAkVNJG\\/w7M\\/2vd5QRmAul8PNN98c2kljGEaZSyEbIr1dkA6Qevjhh4FiCgdXMURJ8Fu+akHFck0dTlpi9yCZTOLVV1\\/F66+\\/XlY3J0ojroxAy7KUWbNmwTAMmKYpVAE3lGvIVAvOibRtG9u3b8fevXtDy0q9SXktSKi8fsqltnh6+Oc\\/\\/znov19RCbe0tGDGjBkh3V5qNfWnczkG2tHRgZdfflkkto4UcJYBl5P2PA\\/d3d145ZVXBv23KxLoeR6uv\\/56uK4rDnqSnXBWr9VYqaZpolAoCOtz1apVYnGzFlRkX5A1Eg9yXdfx3HPPDdoKROj3K71pGIZy3XXXobW1VSQkle6ZkB3SasAq5s0338Q\\/\\/vEPoZ5Ls7VRMq8Od7C\\/l8lkkEgkYNs2PM\\/DAw88cFoGaI8MnHPOObj66qtDKxOyL1NtNSf+DMdCHcfBn\\/70J+Tz+RFTpcLzPFiWhSAIkEgk8MYbb+CDDz4YWgJVVcV1110Hy7LE5CwbMqhSBfq+L7LSOBNr8+bN+N3vfodCoVDzq\\/JyvziOg0OHDuH3v\\/\\/90B+9w6sTLS0tsCyrrLH92esgr2zwPX72s5+JXcG1TCLbCR0dHYjH43jqqafwzDPPRLoPvjf0OomNHj0a9957Lzo7O4UU8STN7kFPPlzpvMZWJ4fpGhsbcfvttwsLlY8el\\/cPDBdLtaurSxhuruuK1Hg5i4\\/jng899BA0TROFfQZ67saAcfjwYRo1ahQBEIcZp9Np8bqaSz43N5FIiNcNDQ20fPlyceAxHwjJZ9YOh4OQ5bNy5TN+C4UCOY5DruuK0z0XL15MyWRSPG\\/pucOnep3yIcgolmK+9dZbCdLhvoZhUCwWq\\/oESpk0wzBC5MdiMdq5cyd1d3eHiJSPNh1qZDKZUHt4oDF5nufRypUrRWczgXyK52AS2KcfEAQBfvCDHyCdTou8Ftd1hfNaLUpTy03TFGkWl19+ORzHESp5uCX\\/cuE+FKt58NxfKBSgqipefPFF\\/PSnP4Wu68I9YpdiWICI6Jvf\\/CaheKS4aZr9HkF8aLJ8QLBhGEKqb7rpJjp27JgY5dlsVpxPOxzgOI44EFk+hvx\\/\\/\\/sfLVy4UDyTaZqRH4Q8IBWK4pE8H3zwAc2dO1cc3lttA+XPlZ4jz1dTUxMBoOuuu47y+XxorhkO8H2fHMchx3HEe67rUltbG11\\/\\/fVl8zwP8KhIHDCBLIV\\/\\/vOfybIscdNqDJmepJXnUX5I0zQpkUjQ0qVL6fDhw8OGxJMnT4rX3d3d1NbWRkREH3\\/8MX37298WbVdVlRoaGsrm\\/GFDID5daqIZM2ZQLBbrdyNisViITD7WXNO00BnziqLQsmXL6OjRo6ERP5TwPC901v2uXbuEYVdJ05imWVHTDDmBRETPP\\/+8uCkTyXOcLFGlaqW3iz9nmiYlk0kCQNdccw1t3bpVWHzZbFZ0oGwRBkEgLEHP88j3\\/dDVFxzHEfewbTt0tj1rAb4vEdGGDRtoyZIlkUrYaSMQADo6OuhXv\\/pV6AdGjx5dphqr9RN1XReklZI+bdo0Wrt2LXV1dYXI6+zsLDNwfN8ve4\\/JCIJAkFTJMJJJo6La5AFTKBQon89TNpulxx9\\/nCZPnkwoulRRStlpIxAAdu\\/eTRdeeGFILeq6LnQ\\/S2G1JPIcwt+R55BkMkkrVqwQnStLYmdnZ5k02rZNuVyOCoVCmQTK0uq6LjmOQ7lcjlzXJdu2qbOzM6S2s9ks5XI5yufz9Mtf\\/lL4dfKAq6bzq\\/WXTxuBRESrVq0iwzDEw3BDE4nEKU3iuq6H5kKWZP57wYIF9Mwzzwgi5AhJb8jlcmTbNrmuW5Vb4rou5fN5QeTq1atpwYIFQup4cMZisaokkPtlICRGTiCT+KMf\\/YhQtLr4wdLptJCqahonS6n8WiZTjmgsXryY\\/v3vf9PJkyeFX+Z5niCJ4TgOdXZ29kkYDwTZULFtmx577DGaOXMmqapa1i7+W25jNQSeKpGDRqDv+3TDDTcQinHN0sb1x1plR5+\\/Z1lWqLPkAIKmaXTttdfSs88+S21tbSG1yg53qbSxmszn81QoFEIxzCAIyPM82r9\\/Py1fvpwWLVpEqVSKDMMIDcREIiFchWovVVWFxX2qJA4KgUzivn37aMGCBSF1MmHChH410DTNXuOGmqaJwaDrOjU3N4e+u2TJEnriiSfo4MGDwuFm61ImSgaTduDAAXr88cfp2muvFcFnTdPKOjmRSIQkjv3hagmsRGK1RPZG4IBzFoqTPM4\\/\\/3wcOnQIlmUhm82KcpN9LQmV7trlHBperjJNE7lcTnyO1yJ930c8HofjOKGtXOl0Gq2trTj33HPR0tIijj3lpaqOjg4cPnwYhw4dwsmTJ8WJNfJuIjmdg9sh5wHJdc\\/6QmnaSekSUjVLSqWlOoMgwMMPP4w777wzmpwT3\\/dp69atdMEFFxAqGCAsXTx64vH4gC2z4XLJvjBLrmzEjRo1itavX08\\/+clPQj5yf6aXAa1GVANN05RzzjkHL730EubNmxeqhSmnEOq6LnJHiCjys3qHAoVCAaZpIp1Ol+35i8ViuOeeezB37lzMmzcPkFZleFF4oIhsj7NlWYplWXj++ecxbtw42LaN5uZmsYLP+ZK80XFYLbcMAKZpIpVKifSQ5uZmcQLOsmXLcMsttyCZTCp8DB8nhsnLZgNBpJvUGxsblXQ6jZ07d2LGjBlob29HLBYT5yXx0Tu6rkc2AocaiUQC7e3tQHF3V3t7OxRFwaWXXoof\\/\\/jHGDt2LACIz0CaFwdlc8tAkUqlFNM08fTTT2P69OmwbVuMUjZscrlcZFu4hxqdnZ3QNA2WZcHzPDQ1NWHMmDFYs2YN155TUDxcjDPcOdUyipyfQSkTYVmWMnPmTLz99ttYunQpfN9HJpMBEYmamZZlDZukpYGAt4rxdDBt2jS89tprSKVSaGxsFFZioVBALBYLnaUYBQatzoemaUosFsOqVatwzTXX8HtIpVLAMEqXGCh4ijBNE9OnT8cjjzyC6dOnwzCMkIkvn17Nc1+kx88NBhKJhKJpGtasWYOHHnoIhUJBbADhEVnrYPLGjBmDF198ERdeeCE0TSvzz5LJpPAxuZTnoGwvixrxeFxRFEW588478c477+CLX\\/yiKKIgb3pByWaZSonDsVgsVMfUNM2q9if2Bvl+1WydSyQSZd+566678NZbb2HKlClizisFby0gImGlcsnN3i5Im2Tl8mRDcpQtr7v9+te\\/FikUcris0vKTpmlljr9pmuKzlcJT\\/Q1VlYbyTNOkVCol3ldVlRKJRCh8pus6jWqJvcwAAAKlSURBVBs3jp588knau3cvUR8hldWrV4cCG9UutRmGIZx3XddJ13VSFIWWL1\\/edwhnsEBEtHfvXrr55pspkUiIQDU3tJRcRVHIsixqbGwMBZc5A2wgBFqWJSIkvKbZ00pKMpkU\\/3fxxRfT22+\\/Ta7rVtWRf\\/nLX0KRFJTESXu65MhNKpUSz\\/S73\\/1u6AjEp2X4KQgCamtro+9+97uh0Sk3vHTxVCaFR+NAJbAnyWhsbBTSxxI6ZcoUevDBB0X2eLXPu2LFCtI0jdLptGhbNeuJlVY\\/kskk\\/eEPfxhaAhldXV0UBAF9\\/PHHdO+999KkSZOE6mCVFYvFRMq6qqohiY1CAnnpSB4YsVgslCXQ0tJCy5YtoyNHjvSLOMazzz4bak9\\/E8Pkpa10Oj18CGTYtk2O49DGjRvp7rvvpnPPPbdM5chSqChKJATyxXNtqfo8++yz6bbbbqPNmzeLZahTeb6NGzfSokWLqLm5mWKxGDU0NFAymSTLsnq9eG3UsizRtlmzZtHf\\/\\/53QhTLSVGDR\\/exY8dw4MABPPvss\\/jvf\\/+LDRs2iOO8XdcVllxflmZfwpJIJMS9+H6TJk3Cl770JXz5y1\\/GnDlzRDisJwuz2ufiQAZXsk8mk32GFJPJJGzbhuu6SCQSpUcZDe89zPl8nuLxOI4fP44dO3Zg06ZN2LRpE3bs2IHDhw8jm82GYoyV0BeBEyZMgGVZOOusszBnzhx84QtfwNy5c9Ha2grLsgZE2unAsG5cKVg6u7q6sGfPHuzZswcbN27EiRMnsHfvXuzbtw\\/Hjx8Xm0446s+R\\/1QqhXHjxmHy5Mk466yz0NzcjPnz5+O8887DZz7zGblMSM30S800tBLWrVtHvJGy0plMHPmQC8xBOlpIVVWcf\\/75Nd0HddQ4\\/g8Uyz6e3vK45AAAAABJRU5ErkJggg==\"},{\"id\":\"8f54f3b3-89be-4e05-9d2b-38e97bed6017\",\"height\":30.14,\"width\":28.03,\"perimeter\":115.8,\"area\":334.14,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"164","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.36,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":20,"other_dimension_of_sign":31.36,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1371}},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"8.2399"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"120.9348924"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.90323"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"13.4005518"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":11.4625},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":106.5098076},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"2.1896"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"104.58077"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0.945"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"4.8755"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.006009397851599999},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":6.009397851599999},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00047728599749999995},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.47728599749999995},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.00455257413},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":4.55257413},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.00935664444"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"9.35664444"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00454107654"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"4.54107654"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0060803028"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"6.0803028"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00048514752"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.48514752"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":6.300485855820001},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":20.5275},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"20.8012"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"5.2316345438113"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":460.27193693491995,"totalDenseWeight_before_formula":52.2825669730904},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":506.299130628412},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":7,"totalDenseWeight":57.51082367039944},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":7,"sign_depth":"1"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":10.69,"height":29.61,"depth":"1"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775195196_10e465c69ee09baf5e17ff7876a166ba","bins_packed":[{"bin_data":{"w":28.33,"h":30.96,"d":9.1,"id":"unique","used_space":65.8453,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":30.96,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/1616e6385bddcda7f012c9f47d212b79/1775195196-1266-3171154.svg","items":[{"id":"item-7","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/1616e6385bddcda7f012c9f47d212b79/1775195196-126-4783975.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":24.3,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/1616e6385bddcda7f012c9f47d212b79/1775195196-1262-5714377.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":10.99,"h":29.91,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/1616e6385bddcda7f012c9f47d212b79/1775195196-1263-1189878.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/1616e6385bddcda7f012c9f47d212b79/1775195196-1263-5349009.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":20.45,"h":22.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/1616e6385bddcda7f012c9f47d212b79/1775195196-1264-2184045.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/1616e6385bddcda7f012c9f47d212b79/1775195196-1265-3129461.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/1616e6385bddcda7f012c9f47d212b79/1775195196-1265-8187864.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:35] local.INFO: Box added from packed bin {"data":{"length":9.1,"width":28.33,"height":30.96,"denseWeight":57.51082367039944},"timestamp":"2026-04-03 05:46:35"} 
[2026-04-03 05:46:36] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":11.1,"width":30.33,"height":33.21},"quantity":1,"denseWeight":57.51082367039944}],"cheapestShippingCost":545.37,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":744.8077642125686,"tariffAndDS":744.8077642125686,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1200.9280390163456,"totalShipmentCostFormula":"((tariffAndDS (744.80776421257) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1200.93","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":421.0892292673239,"tariffAndDS":421.0892292673239,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":678.964273270633,"totalShipmentCostFormula":"((tariffAndDS (421.08922926732) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 678.96","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":"545.37","tariffAndDS":545.37,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":545.37,"totalShipmentCostFormula":"(((tariffAndDS (545.37) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 545.37","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":377,"tariffAndDS":377,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":607.8748,"totalShipmentCostFormula":"((tariffAndDS (377) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 607.87","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":585.4601849646663,"tariffAndDS":585.4601849646663,"fuelSurcharge":"0.475","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1001.722376474544,"totalShipmentCostFormula":"(( tariffAndDS (585.46018496467) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.475)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1001.7223764745","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":169.65692982767837,"rate":453.21999999999997,"tariffAndDS":622.8769298276784,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":962.1533488644524,"totalShipmentCostFormula":"(((tariffAndDS (622.87692982768) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 962.15334886445","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":1025.1082367039944,"tariffAndDS":1025.1082367039944,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1025.1082367039944,"totalShipmentCostFormula":"((tariffAndDS (1025.108236704) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1025.108236704","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":169.65692982767837,"rate":453.21999999999997,"tariffAndDS":622.8769298276784,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":962.1533488644524,"totalShipmentCostFormula":"(((tariffAndDS (622.87692982768) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 962.15334886445","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":85,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":169.65692982767837,"rate":514.4,"tariffAndDS":684.0569298276783,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1056.4317288644522,"totalShipmentCostFormula":"(((tariffAndDS (684.05692982768) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1056.4317288645","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":85,"career_name":"UPS Pakistan Small 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[2026-04-03 05:46:36] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-03 05:46:36"} 
[2026-04-03 05:46:36] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-03 05:46:36"} 
[2026-04-03 05:46:36] local.INFO: Final API Response {"data":{"sign_width":"164","sign_height":31.36,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":20.5275,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":20.8012,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":5.2316345438113,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":57.51082367039944,"result":506.299130628412,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"164","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"164","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.36,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":20,"other_dimension_of_sign":31.36,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1371},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1371},"timestamp":"2026-04-03 05:46:36"} 
[2026-04-03 05:46:36] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 05:46:36"} 
[2026-04-03 05:46:37] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","dimensions":[{"id":"51c45ec8-e571-4f81-8a06-06f3c323a3b5","height":21.9,"width":20.15},{"id":"4b570077-e6cf-4f04-9d83-eade210f5929","height":22.78,"width":19.97},{"id":"e65c2e19-1ec3-4922-a7ff-e90590c56080","height":29.61,"width":10.69},{"id":"f146e2ba-c09c-4c9f-9331-7320d303cebf","height":30.14,"width":24},{"id":"37027e99-357c-4cb4-b5bc-fd661ad079cc","height":30.66,"width":18.92},{"id":"dcd2ceca-6177-4362-9a46-dcf880f86254","height":30.66,"width":18.92},{"id":"8f54f3b3-89be-4e05-9d2b-38e97bed6017","height":30.14,"width":28.03}]},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","dimensions":[{"id":"51c45ec8-e571-4f81-8a06-06f3c323a3b5","height":21.9,"width":20.15},{"id":"4b570077-e6cf-4f04-9d83-eade210f5929","height":22.78,"width":19.97},{"id":"e65c2e19-1ec3-4922-a7ff-e90590c56080","height":29.61,"width":10.69},{"id":"f146e2ba-c09c-4c9f-9331-7320d303cebf","height":30.14,"width":24},{"id":"37027e99-357c-4cb4-b5bc-fd661ad079cc","height":30.66,"width":18.92},{"id":"dcd2ceca-6177-4362-9a46-dcf880f86254","height":30.66,"width":18.92},{"id":"8f54f3b3-89be-4e05-9d2b-38e97bed6017","height":30.14,"width":28.03}]}},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"51c45ec8-e571-4f81-8a06-06f3c323a3b5","height":21.9,"width":20.15},{"id":"4b570077-e6cf-4f04-9d83-eade210f5929","height":22.78,"width":19.97},{"id":"e65c2e19-1ec3-4922-a7ff-e90590c56080","height":29.61,"width":10.69},{"id":"f146e2ba-c09c-4c9f-9331-7320d303cebf","height":30.14,"width":24},{"id":"37027e99-357c-4cb4-b5bc-fd661ad079cc","height":30.66,"width":18.92},{"id":"dcd2ceca-6177-4362-9a46-dcf880f86254","height":30.66,"width":18.92},{"id":"8f54f3b3-89be-4e05-9d2b-38e97bed6017","height":30.14,"width":28.03}],"sign_height_raw":31.36,"sign_width_raw":"164"},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":32.0,"sign_width":164.0,"tax_factor":0.0887},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Dimension Calculation {"data":{"dim_id":"51c45ec8-e571-4f81-8a06-06f3c323a3b5","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Dimension Calculation {"data":{"dim_id":"4b570077-e6cf-4f04-9d83-eade210f5929","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Dimension Calculation {"data":{"dim_id":"e65c2e19-1ec3-4922-a7ff-e90590c56080","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":53,"sign_type_id":1,"heightOrWidth":"30.00","return":2,"price":361,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Dimension Calculation {"data":{"dim_id":"f146e2ba-c09c-4c9f-9331-7320d303cebf","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Dimension Calculation {"data":{"dim_id":"37027e99-357c-4cb4-b5bc-fd661ad079cc","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Dimension Calculation {"data":{"dim_id":"dcd2ceca-6177-4362-9a46-dcf880f86254","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Dimension Calculation {"data":{"dim_id":"8f54f3b3-89be-4e05-9d2b-38e97bed6017","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":7,"baseProductionCost":2415,"result":[{"id":"51c45ec8-e571-4f81-8a06-06f3c323a3b5","height":21.9,"width":20.15,"depth":2,"price":236},{"id":"4b570077-e6cf-4f04-9d83-eade210f5929","height":22.78,"width":19.97,"depth":2,"price":250},{"id":"e65c2e19-1ec3-4922-a7ff-e90590c56080","height":29.61,"width":10.69,"depth":2,"price":361},{"id":"f146e2ba-c09c-4c9f-9331-7320d303cebf","height":30.14,"width":24,"depth":2,"price":392},{"id":"37027e99-357c-4cb4-b5bc-fd661ad079cc","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"dcd2ceca-6177-4362-9a46-dcf880f86254","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"8f54f3b3-89be-4e05-9d2b-38e97bed6017","height":30.14,"width":28.03,"depth":2,"price":392}]},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2563.47,"taxFactor":0.0887,"tax":227.379789},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":30.0},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":398.04316546762584,"shippingWeightInKG":180.51844238894594},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":180.51844238894594,"shippingRateFound":false,"shippingRateRow":null},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2415,"PSUCost":148.47,"tax":227.379789,"shippingRate":null,"miscellaenous":0,"signPrice":2790.849789},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"164","sign_height":31.36,"sign_depth":2,"totalCost":2790.849789,"TATDays":7,"baseProductionCost":2415,"productionCost":2563.47,"PSUCost":148.47,"tax":227.379789,"shippingCost":null,"uniqueReturns_count":2,"objects_count":7},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"51c45ec8-e571-4f81-8a06-06f3c323a3b5","height":21.9,"width":20.15},{"id":"4b570077-e6cf-4f04-9d83-eade210f5929","height":22.78,"width":19.97},{"id":"e65c2e19-1ec3-4922-a7ff-e90590c56080","height":29.61,"width":10.69},{"id":"f146e2ba-c09c-4c9f-9331-7320d303cebf","height":30.14,"width":24},{"id":"37027e99-357c-4cb4-b5bc-fd661ad079cc","height":30.66,"width":18.92},{"id":"dcd2ceca-6177-4362-9a46-dcf880f86254","height":30.66,"width":18.92},{"id":"8f54f3b3-89be-4e05-9d2b-38e97bed6017","height":30.14,"width":28.03}],"sign_height_raw":31.36,"sign_width_raw":"164"},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":32.0,"sign_width":164.0,"tax_factor":0.0887},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Dimension Calculation {"data":{"dim_id":"51c45ec8-e571-4f81-8a06-06f3c323a3b5","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Dimension Calculation {"data":{"dim_id":"4b570077-e6cf-4f04-9d83-eade210f5929","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Dimension Calculation {"data":{"dim_id":"e65c2e19-1ec3-4922-a7ff-e90590c56080","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":54,"sign_type_id":1,"heightOrWidth":"30.00","return":3,"price":379,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Dimension Calculation {"data":{"dim_id":"f146e2ba-c09c-4c9f-9331-7320d303cebf","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Dimension Calculation {"data":{"dim_id":"37027e99-357c-4cb4-b5bc-fd661ad079cc","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Dimension Calculation {"data":{"dim_id":"dcd2ceca-6177-4362-9a46-dcf880f86254","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Dimension Calculation {"data":{"dim_id":"8f54f3b3-89be-4e05-9d2b-38e97bed6017","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":7,"baseProductionCost":2537,"result":[{"id":"51c45ec8-e571-4f81-8a06-06f3c323a3b5","height":21.9,"width":20.15,"depth":3,"price":248},{"id":"4b570077-e6cf-4f04-9d83-eade210f5929","height":22.78,"width":19.97,"depth":3,"price":262},{"id":"e65c2e19-1ec3-4922-a7ff-e90590c56080","height":29.61,"width":10.69,"depth":3,"price":379},{"id":"f146e2ba-c09c-4c9f-9331-7320d303cebf","height":30.14,"width":24,"depth":3,"price":412},{"id":"37027e99-357c-4cb4-b5bc-fd661ad079cc","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"dcd2ceca-6177-4362-9a46-dcf880f86254","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"8f54f3b3-89be-4e05-9d2b-38e97bed6017","height":30.14,"width":28.03,"depth":3,"price":412}]},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2685.47,"taxFactor":0.0887,"tax":238.20118899999997},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":30.0},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":398.04316546762584,"shippingWeightInKG":180.51844238894594},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":180.51844238894594,"shippingRateFound":false,"shippingRateRow":null},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2537,"PSUCost":148.47,"tax":238.20118899999997,"shippingRate":null,"miscellaenous":0,"signPrice":2923.6711889999997},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"164","sign_height":31.36,"sign_depth":3,"totalCost":2923.6711889999997,"TATDays":7,"baseProductionCost":2537,"productionCost":2685.47,"PSUCost":148.47,"tax":238.20118899999997,"shippingCost":null,"uniqueReturns_count":2,"objects_count":7},"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:37] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 05:46:37"} 
[2026-04-03 05:46:38] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","shipping_weight":57.51082367039944,"shape":"rectangular","dimensions":[{"id":"51c45ec8-e571-4f81-8a06-06f3c323a3b5","height":21.9,"width":20.15},{"id":"4b570077-e6cf-4f04-9d83-eade210f5929","height":22.78,"width":19.97},{"id":"e65c2e19-1ec3-4922-a7ff-e90590c56080","height":29.61,"width":10.69},{"id":"f146e2ba-c09c-4c9f-9331-7320d303cebf","height":30.14,"width":24},{"id":"37027e99-357c-4cb4-b5bc-fd661ad079cc","height":30.66,"width":18.92},{"id":"dcd2ceca-6177-4362-9a46-dcf880f86254","height":30.66,"width":18.92},{"id":"8f54f3b3-89be-4e05-9d2b-38e97bed6017","height":30.14,"width":28.03}]}},"timestamp":"2026-04-03 05:46:38"} 
[2026-04-03 05:46:38] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-03 05:46:38"} 
[2026-04-03 05:46:38] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-04-03 05:46:38"} 
[2026-04-03 05:46:38] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-03 05:46:38"} 
[2026-04-03 05:46:38] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-03 05:46:38"} 
[2026-04-03 05:46:38] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-03 05:46:38"} 
[2026-04-03 05:46:38] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-03 05:46:38"} 
[2026-04-03 05:46:38] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-03 05:46:38"} 
[2026-04-03 05:46:38] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-03 05:46:38"} 
[2026-04-03 05:46:38] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1371.23,"dimensions_count":7},"timestamp":"2026-04-03 05:46:38"} 
[2026-04-03 05:51:22] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"164","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Flat Cut Acrylic 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":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpEE1E.tmp"}},"file_present":true},"timestamp":"2026-04-03 05:51:22"} 
[2026-04-03 05:51:22] local.INFO: Validation Passed {"data":{"sign_width_or_height":"164","user_input_dimension":"width"},"timestamp":"2026-04-03 05:51:22"} 
[2026-04-03 05:51:24] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":14},"timestamp":"2026-04-03 05:51:24"} 
[2026-04-03 05:51:24] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":14},"timestamp":"2026-04-03 05:51:24"} 
[2026-04-03 05:51:24] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":14},"timestamp":"2026-04-03 05:51:24"} 
[2026-04-03 05:51:24] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":14},"timestamp":"2026-04-03 05:51:24"} 
[2026-04-03 05:51:24] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"164"},"timestamp":"2026-04-03 05:51:24"} 
[2026-04-03 05:51:24] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"164","file_size":46418},"timestamp":"2026-04-03 05:51:24"} 
[2026-04-03 05:51:24] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":14,"objects":[{"index":0,"position":{"x":752,"y":349,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.67,"bounding_box_area":441,"exact_perimeter":113.54,"approximate_perimeter":107.65,"convex_hull_perimeter":81.96,"perimeter_pixels":648.02142802481,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1634,"perimeter_to_area_ratio":0.6772},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":347,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.61,"bounding_box_area":454,"exact_perimeter":108.35,"approximate_perimeter":100.53,"convex_hull_perimeter":68.97,"perimeter_pixels":618.4163056034271,"original_contour_point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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":302,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.72,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.67,"convex_hull_perimeter":84.95,"perimeter_pixels":562.5929291125638,"original_contour_points":122,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5144,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":302,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.26,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":352,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3464},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.64,"bounding_box_area":454,"exact_perimeter":108,"approximate_perimeter":99.98,"convex_hull_perimeter":68.97,"perimeter_pixels":616.4163056034271,"original_contour_points":211,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3056,"perimeter_to_area_ratio":0.3808},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.81,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":13,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.17,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3465},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-03 05:51:24"} 
[2026-04-03 05:51:24] local.INFO: Nested area calculated {"data":{"nestedArea":7884.106399999999},"timestamp":"2026-04-03 05:51:24"} 
[2026-04-03 05:51:24] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"22da7a7f-ce35-45bb-996a-111220f68213","height":22.78,"width":19.97,"perimeter":108.35,"area":283.61,"image":"data:image/png;base64,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"},{"id":"342295e5-6b78-469d-bf54-a1313377f85d","height":30.66,"width":18.92,"perimeter":98.57,"area":397.72,"image":"data:image/png;base64,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"},{"id":"c4da7cdd-03ad-4e09-b633-2f573bbac8d1","height":30.14,"width":28.03,"perimeter":115.8,"area":334.26,"image":"data:image/png;base64,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"},{"id":"23a18438-8877-4f85-94ea-6c3c5c7731d9","height":21.9,"width":20.15,"perimeter":113.79,"area":167.81,"image":"data:image/png;base64,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"},{"id":"0fd148e2-10d1-452b-bbde-8d359b23e432","height":22.78,"width":19.97,"perimeter":108,"area":283.64,"image":"data:image/png;base64,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"},{"id":"03be414e-b764-4e92-a1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"},{"id":"bddafa8c-de44-4d8d-baed-cc61e96efbc9","height":30.66,"width":18.92,"perimeter":98.57,"area":399.37,"image":"data:image/png;base64,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"},{"id":"7a4216d8-0160-46dc-b321-98e70dee3740","height":30.66,"width":18.92,"perimeter":98.57,"area":397.81,"image":"data:image/png;base64,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"},{"id":"19d4bb16-cdf6-434a-8636-ea95e5bae7f8","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-03 05:51:24"} 
[2026-04-03 05:51:24] local.INFO: Number of letters detected {"data":{"noOfLetters":14},"timestamp":"2026-04-03 05:51:24"} 
[2026-04-03 05:51:24] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1451.2399999999996,"perimeter_in_feet":120.94},"timestamp":"2026-04-03 05:51:24"} 
[2026-04-03 05:51:24] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[167.67,283.61,127.16,177.37,399.47,397.72,334.26,167.81,283.64,127.07,177.37,399.37,397.81,334.17],"actualFilledAreaSum":3774.5},"timestamp":"2026-04-03 05:51:24"} 
[2026-04-03 05:51:24] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":26.21},"timestamp":"2026-04-03 05:51:24"} 
[2026-04-03 05:51:24] local.INFO: Average character height calculated {"data":{"avgCharHeight":27.997142857142858},"timestamp":"2026-04-03 05:51:24"} 
[2026-04-03 05:51:24] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":479.0,"ratio":1.9540709812108559},"timestamp":"2026-04-03 05:51:24"} 
[2026-04-03 05:51:24] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"164","otherDimensionOfSign":83.93},"timestamp":"2026-04-03 05:51:24"} 
[2026-04-03 05:51:24] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"15744\" height=\"8057.025641025642\" viewBox=\"0 0 936 479\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":347,"width":114,"height":1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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":302,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.72,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.67,"convex_hull_perimeter":84.95,"perimeter_pixels":562.5929291125638,"original_contour_points":122,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5144,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":302,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.26,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":352,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3464},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":752,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.81,"bounding_box_area":441,"exact_perimeter":113.79,"approximate_perimeter":107.8,"convex_hull_perimeter":82.13,"perimeter_pixels":649.4356415871832,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1629,"perimeter_to_area_ratio":0.6781},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.64,"bounding_box_area":454,"exact_perimeter":108,"approximate_perimeter":99.98,"convex_hull_perimeter":68.97,"perimeter_pixels":616.4163056034271,"original_contour_points":211,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3056,"perimeter_to_area_ratio":0.3808},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":9,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":10.69,"scaled_height":29.61,"actual_filled_area":127.07,"bounding_box_area":316,"exact_perimeter":83.73,"approximate_perimeter":77.47,"convex_hull_perimeter":68.35,"perimeter_pixels":477.8822509939089,"original_contour_points":78,"approximation_points":12,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2278,"perimeter_to_area_ratio":0.6589},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEEAAACtCAYAAADvcRK8AAAABmJLR0QA/wD/AP+gvaeTAAANZ0lEQVR4nO2dS2wbxR/HvzP7tBM7TpwSSFpHbREIyRT1gGiLAHHgIeCMOHBqQeLCCQkhVeLGpRJCQnCokKg4IyEkxB0uoZUgrUxbSh+0UOqINk4Tv/fh/f0P65n/OnHsbbtOH5qvtKrrrNczn/3NzG9mx78foAR2twsQFRHRf//9h2PHjsEwDLz55psoFAr3VBlHJiKiq1ev0hdffEF79uwhxhg999xz9Pfff9PdLtuWiIjohx9+oJdffpkAEADKZDJULBbp+PHjDzaEVqtF7XabPvnkE1l5y7JI0zQCQA899BAtLCw8mBA6nQ61Wi367LPPaGpqigDIiotD13UqFAq0uLj4YEGoVCpERLS4uEj79++XleecUzqdJs65/D8AYozRiRMnHgwI1FW5XKaDBw+SbdtkGAaZpkmmacq7zxgjwzAIANm2TTMzM3T69On7H4LjOFQul+nw4cOUSqV6zD6bzcp+wLIs+b6maZTJZCiVStHvv/9+/0IgIqrVavTNN9/QK6+80lN5xlhfK9B1XTYFwzDItu371xJc16VqtUqHDh2SFYx2ev0OcU60P5ienqbffvvt/oLgui6tra3RkSNHqFAoEICeu/3AQ2g0GvTLL79QsVjsGe/vFwh6EhdZWlrCW2+9hXK5DNu20W63AQCMMei6Dt/3k/iakYkncZGzZ8/i5s2b8DwP7XYbDz/8MADA9/17HgCSguD7PqrVKmZnZwEAKysrSKfTAIBsNpvEV4xUiUDIZDIAgOvXrwPdZtBsNmGaJqrVahJfMVIlAuHatWtgjIGxcOrvOA4QjhiwbTuJrxipEoFg2zYYY/A8D+hagp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","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.81,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":13,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.17,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3465},"image_base64":"data:image/png;base64,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"},{"id":"22da7a7f-ce35-45bb-996a-111220f68213","height":22.78,"width":19.97,"perimeter":108.35,"area":283.61,"image":"data:image/png;base64,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4/tOM4aGtrw8mTJ2HbNqZMmYIrrrgCV155Ja6++mosWrRowPl7tm3DcRxomgbDMERHksfD48ePY//+/Th8+DBefvllHDlyBF999RUymQw0TYOmaWLMHMrtqaoqTp06hcbGRkQiERARTNMUY3JVIZVK0TXXXEOqqnqsTr/fL9SarutkWdawrND8MZDV2FVXXUUvv/wyHT9+nGS4rku2bVMmkyGezriuS67rUj5c16VMJlPws97eXlq7di3NnTu34Ng4mArl78ltUm4PU1nGQCKi1atXi3GOKy6b07zQygUXMw6czaRvbGykGTNm0DvvvENHjx4VjR2NRoUjOZPJiPf5PRmZTIZSqZTnMyaQyc+FcpDjOBSPx2ndunU0e/ZsMTYORSByE3l+Fu505XTUj5hAIqIDBw6IHpY/5xvqkkMXZFLZ6ssnvrGxke677z46fvw4ZbPZIaWrVPB95CubzYp779mzh+655x7RcGyYMDnn2hExYgJPnDhBd955p+hxso+wmArkW5o+n48syxKksSmuKApdcskl9PrrrxMRUV9fnyCvUgQy0uk0JRIJ8fr48eO0detWmjdvHkFyAY6GB2lEBLquS6+++qonzOBsxBRLYr5nHwC1trbSsmXL6NChQ0REFI/HiXKqsZIEplKps37Ptm3q7u6mZcuWefy5LS0t5PP5ztmi9IgI7O3tpUWLFokbcaWLXU2QjZv8MVEe+G+88UZBWDQaJSKiZDJZcQIZjuMIdZ3JZDzjZiqVohtvvNEz1pWigUaNQCIiDs7hCDC+abGWlmzsQIoE48kzAPrJT35Ctm0LFeY4Dtm2XXCsyr/KQaBt25RMJj1GEcO2bYrFYuQ4Dt1zzz2exeiql8Bjx47R17/+dXETOZqr2IAkLpylj+NM+PPbb7+d+vv7PY1LOQuSDYtKEphMJimdTns+T6VSFIvFRIdyXVf8f8stt5Cqqp41z6ok0HVdevHFFz1qUO51g3n18y92tcmVMU2Tvvvd7xIRidjLSCRClGdQnAsJ5PdY8nl6QdIUg/8nIlq2bNk5XcscFoFdXV20dOlSYTrLUwdVVYv29bEK5SkDV2bp0qXU1dXlaRgiov7+ftFgLJlnI6/Q3K9UAvk+PMbK35ElMxKJUDKZJCKibDZL119/ffUSSET03HPPla0CsultmiYFAgHP5LzaweqcpM4WjUaFcQdpjig7wcsV91ryemAqlcJ7771XlKQOBb/fj2QyKdbXfD4f7r//flxwwQUeP2i1g32igUAA2WwWoVAIv/71rzF58mQoigLbttHc3Cw24vCOqNGoKG3ZsqUkf+Zgl3wPv99PCxYsENYe9+pagDxmynPHhx56iJDz1rCk8B6LSqrQQSXwxRdfRCKRKIs3naUsEAggEAjg0UcfFSv1o9JDSwS3gaIoYmnL5/OJpa277roLHR0dyGQycF0XoVAIKHFJqqzo6+srq5dBDoz9+c9/TiRZneWYlFcastOb8pzmbGS9//77A8b7cu77KFoCiYg++OADuK4r1tTKAU3ToCgKHn74YQCAZVlcXlnuX0koiiIWmAF41jgbGhpARLj22mvxgx/8AMjZD8g9cyVjYgoS6DgONm/eLAyOchGYSqVw7733oq2tDcitViNvMbeaYZrmgIVrVpFswDz88MNoamoCb+6ttAotSOCBAwewc+dOxONxqKoK27ZHXFAmk8H48eNx5513wnEcZDIZ+Hw+EXJQ7ejv7wckbeHz+US9uQMSEWbOnInLL79c/E7X9aIiEoaLAQTatk0ffPABDh06JCpXbAMXUhWqqgoJnjp1KhYtWgQigqZpIuygFhAOh4ECz6jrugjT4DielStXiu8NtXd/pBhwd8MwsHXrVkQiERGXWawa4O/xWAcpuUAgEMBNN90ESA+KnOqpupiRYULTNKiqipkzZ2LRokVQVRWu61aUxAF3TiaT2LFjB5BTE4ZhoNhkDRw1xtIFKeC1vb1dDPDy91FDY2Ax0DQNF110EW6++WYoinJux8BUKkWffPIJenp6RCggexSGgmzo8JgpR3YtWbIEU6dOFVHT3DuRI3ksgC1PXddx4403ijapZAf1EKhpGrZs2YJkMilUJxGVVAGZDA6rA4Cbb74ZyFm4RARFUcR9Kz1OnCvws6uqilmzZmHOnDkV75yeltN1HX//+9+RTqeFFBVrZMieCgYT5PP58K1vfQuO44hxVcZYkUC2qpF7phtuuOHcGjGJRAJ79+4FctIoW1jFgsc1XdfFw1xxxRVobGz0GDeyJToWwJqG28t1XSxfvly41CoFDztHjx7FsWPHgJzP0nEcodeHQr6+Z6L8fj+uvPJKxONxz+e2bUPTtDFlwBCRyNtmmibmzJmD1tbWipbpIfDjjz8W85doNCp6UzGeGN7Gxa63TCYj1OWyZctgWZawUnn+V0yOs1qBrE04lD8UCqGjowOQrHG+ygXReslkkg4dOgTXdQcUUsw8LZvNejwS/FCNjY2YPHly2SpcrWBfKXJq1DRNmKaJSy65pGyuyEIQBEYiEezYsaOglVgKdF33/K6lpQUXXXRR+WpcxSg0nk+fPr2ijgpB4KlTp7Bz505PZVinlwK5tzmOg9bWVgSDwXLVt6ohE8i7smbNmoWmpqaKlSkI7O3tRXd394AvFKuv5W1b8u/OF+nLd1jzHsfZs2fj0ksvrVi5gsCenh6xrw955nApcBwHiqIIL8ysWbPKXeeqhKIoHm3FGqyxsRHz58+vWLlqrjA6ePCgqIj8t1gC2fhhK5STCEyfPr1ila8myNMotiGQk8wpU6ZUrFwhgZw0PF8VyJUZCrIriVfzW1tbx8xkfTCwoSJvBedp1KRJkypWriAwlUoJC5K96Ow5KYYA0zRF2g7btmGaJsaNG4dwODxgDlToqnWwBJqmCVVVRZv5/X5885vf9MwR5WkWRugLZhWK06dPC+c1o5TVAnk/O6R97Zwv5nxBoc4uuw/L7XlSuYDe3l5RmFxgseCFS66g67q45JJLKmpCVzPkTs9+ZRTpFCkFQnZt2xbhD3J2o2JVKAqsXEyfPh0tLS1lrXAtQlVVEYEng9t1JDaCIJCDizgdlWyQlAr2C06YMKFgxc8XyCsz4XBYpA3Lb9MRE3js2DFEIhFhOcooxY/Ha4jyAC6r1fMBMhmysRIMBoU2K6cDXwWAzz//HL29vQOyJZWKfKLkQNjzGezczk8YVMoU7az3BoAvv/wSqVRKFMSijhIm8nLoIf9+rIVMDBdsGBYa88pCYDqdRiKREOMfEYkJfbFBvTyN4Lxg7E47X1DIZuD5oGVZYjolpyUbzmJBPkRpLN51lVcZtLe3iyhtWepGGnYoJvI8ySwmsVsdpWPatGlimNE0TUy5ZIt/ONBRIQ9BHV60tLR4iCqXkJzf1sU5Bo99nDqabYQRzwN5cjkWnMrVCt6RJaMc1rkgUE42Xiey/OAoPBSIXhgJRBdg4urkVQZyXFA5VCdDBYALLrgATU1Nnr2Ape5vk3ek8m/ltcXzAfJz5h+jcOjQIc+GUM79jbPsqywWKnImbkNDg/BbyvPBUiRS9t7IxJ1PUi2HpHAb2raNw4cPI5vNijZmZ0cp+y8LQUVu52w4HBaeGAzDTyd/n9cGE4nEmULOA1daIXXI7WnbNjjmSI6bVVXVs0I/HKjIiXAwGPSceDKctSruUexxP3Xq1ADPw1hFvv3AbcCSyHvsIbVpOebeKqRjApAXTsgT/GIkKD+aDQC6u7sRjUZHXMlaQaGJOlv2vFAuq0tZ4w0XKnJk8TaoQguOxUhQfig+EeHIkSM4ffr0iCpYSxgqFEXejVWuLFUqcnMUOfQhP2qqmELkSCzkOkVXV5c4DOp8BREhnU6jr6+v4DLSSFdshKg1NjYOyEZUCoH5vY+IEIlExL7AsY58cuRplW3b6O3tLei4LhuBPNHkyGrOPKTreklGiOu6wiBKp9M4cODAebG6IY9vvJWcp1OZTEZY5PJ3FUURZywNF4LAiy++2LMFmsFnBw0FeXCWF3ePHj163kzk2XaQXWW6rosDsSpSJs70CGXGjBlQVVV4CHi1uFjp4V238sRU0zTs37//vJhGQIrG4z0i3PEPHz5csTKFBE6YMGFAdtlS9XP+GEpEOHDgQE3kQisX5F3KLImfffZZxcoTBIbDYUyfPr3gXKZYAuTdvcip0u7u7jGTSmsw5LseeToWj8dF5o9KwEPgkiVLhBplNVBsZLasOmWX2qlTpyraA6sF3F5yYghFUdDV1YV9+/ZVrFxBoGVZuPrqq8X2KM44wX+LeQBIapQfJBqN4qOPPqrYA1QT5I09yEnl4cOHceDAgYqVKQg0DEOZMWOGiM5mIoo1QGR1y7/jPGny3vuxDB7/5NCJnp4enDhxomJlenxmkydPhq7r8Pl8JSei4++zBHMycMuysHHjRsRiMSCXDQo5wtlLM9bGSH5GTdOwefPmAXaFfI0UHgL9fj/mz58P27YH+OyGghySwXBdF6lUCvF4HKlUCq7rwufzIRKJQFEUsfVsLCw38YZY5Jwi7ELbv39/RR0ZnpYzTRPXXXddwU2eQ4F7VL4znD0yb731FtLpNDRNQygUEmVEo9ExMU+UkxyYpglFUbBnzx50dnZWtNwBXf+6667DuHHjznxY4mqxHJovQ1EUvPLKK4jH40gmk9A0TYTs8zJWrYOlTx4ONm/ejEgkcu6y1iuKoixcuBCzZ88eUYCTTCCvhe3duxf/+9//RPQ3Q47WqnXwGipns9+4cSNQ4cz1AyQwFArhsssuE/OaYg2MwcIRiQiJRALvvvsuLMtCOp2Gz+cbc3sxMpmMyE6xZ88e7N6925MfvBIYQKDruli6dCkaGhrKUoActv/ee++ht7dX7NTJZrNjMuTCdV28/fbbYsyvJAYQaJqm8o1vfAPjx48X41MxDZy/KUY2Zti4OXjwIN59910AQDweh2EYNXPsQDHgjhqLxbBp0yYoiiKS3lYKBe33pqYmfO973/NsmS6U24WnDXJQcKEsF4qUS/Tpp5+G4zjw+/1Ip9MFx4f83VLVME+UE99yu+TXizvjRx99hM8//7xkX/JwUJBA0zRxyy23QFVVNDQ0nNWKKkW3M9F79+7FX//6V2iaBp/PJxY8C92zUKDUaMHv9wuVLx9JxJthebNKOp3G6tWrEY/HxXrgqICIaN68eaQoSlku+ZzdBQsW0MGDB8VpYOl0uiJn5JYb8hGxtm17zj3kc3/XrVsnTu/kU7rP+elljLvuumuA+hwudF1HIBCAoijYu3cvVq9eLRaM5QQAhWJLqkECSTomSI4Z4kzF4XAYhw8fxvPPPz/AL1xJnJVARVGU2267DQsWLPA0YH5jFjsV4LGMiGDbNjZs2IAPP/wQtm0LFVrNUwp2zrMa5WFFPqLhD3/4A3bv3i2mE/39/aO7mE1EtGrVKkLuCFU+fZrPkpfFeygVyt+TjyS9/PLLxSHI2WyWstmsOEW6WtRmPuLxuDj8UT4Q8s0336RwOOw51ZvbqlyHaJasQhVFUZYvX4729nZ+PezOwAnQs9ksJkyYAAD473//i1deeQV9fX1VoyrPBlltqqrqkbzOzk489dRT6O/vh+u6IjtVc3Pz6OccSKVS9MMf/pA0TfNIYakSKB/LDemYbl3X6YEHHvCc4V5txgvljiAnyZCRX69YsYKQO/RYbo98jVMJCRwSvb291NnZOUAFWpY14krKFur777/vUUmUd247I51Oi8bLZDLi/+HCdV2hEh3HIdu2Pa+5jHQ6TZRToYxYLEZPPvmkh7hKXsMiEGcGanr22WdJVVWyLIsMwxDkydODkRCoqip9+OGH5LouJZNJorxjvmOxmIdMx3EonU5TOp0e0THmTGB+55EPOSZpvJPrtGHDBmptbT0n5I2IQJw5gpTmzp07QFWMREXkzxHnzJlD69ev96jOaDQqCJUbXSaNpWMkBObfL5FIUCaTIdd1KZPJUDQa9fxm9erVNGnSJELOwKt6ArPZLL3wwgviZqZpjli/5xOoqiq1t7fTG2+8QSSNMwy2VPMJHMlYKUugbAXLyGQy5DiOODZ9/fr1dPHFF4vnaGhoqH4CWQq///3vi5v5fL4RnZMuE8geC5/PR+PGjaNHH31UNGAymaRUKkWJRMKj2kaqPmUC86WQ7x+LxSgajYrO9Mgjj5BhGOT3+ykcDlMwGDwn5JWFQCKif/3rXzR58mRx05GoD5nAUCjkGU9DoRDdfffd1NXV5WlUlkJZOspBIIOJZKljnDhxghYvXkymaXrmeiizpVlRApnExx9/XEwDymXE8HtNTU0e/+F3vvMd6unpoWPHjokGlsejckkg+2OZPEZPTw/97W9/o2nTpnkMlsbGxhF34FEhEABOnz5NHR0dZFkWARi2w1YmkO8lN4jP5yNd18kwDFq1ahUdPHiQSJK6fONiJATKHYHHws7OTrrvvvsIOcc0pPmrXMeaMGLypXDnzp00bdo0QQQACgQCnjHRNE0KBAJlkVBd16m1tZUefPBBOnLkiBi3KM+lxXM32RDJl1KWsrN9Z/v27XTHHXcIKSv2CoVCnoYu5FZjdatpmmibYrVY2QjEmfgP+stf/iJu3tbWRsipQK7kSNVMIRXr9/tpzpw59Ktf/Yp27dpF6XSaotHogHkcS5dt2xSPxz3WJqtLmfRUKkVbtmyhn/70pzR//nxPmfljXqGLvxMOhwWR8ntMIL8nk3nOJVCWxN/+9rdCvfh8PqFiZCf2cMdJmcBgMEjhcFh8xp1i9uzZtGrVKtqxY4fH4OG5nEymjFQqRZ999hm9+eab9PTTT9Ps2bNFw3OdTdMsenhgYvge/Lt8knRdF2Tyd4otoxCBI1rrUBRFISLq6+vDCy+8IOI/LMsSe+Pl/0cCeYsyctHP0WgUe/fuxXPPPYfnn38eqqoiHA5j8uTJmDp1KsaPHw+cOZ0UDQ0N6O3txVdffYVjx46hv78fiUQC/f39IuwfucgBXddh23bR6aaRW1ZqbGxEJBIRmXlVVYXf70dDQwP6+/sRj8c9YRhV4cDnceixxx4TPYWtNb/fX1YrNRwOU1tbm+ixhZwJhmF4XH18H3bGD1WmaZoUCoWENvH7/QMMl0IX37u1tVWUbRgG3XHHHbRhwwaaOXOmMHj4eUodWsquQhmUCyn4xS9+Qc3NzaLAQpblcAmU1ZuscthK5XGG3/f7/WRZlqfxmUi+r2EYgqiWlpaCY1Ipjgq5jgDoa1/7GjmOQ8lkkjo6OoQLcriLABUjkEnMZrN0//33k2VZHvdYOcZAvlcgEBAEqqo6YCWg0FJXvjU4WJm6rpNlWeTz+cRVTF25k/LSWVtbG3V2doppzsKFCwdIHne+UbFCC4GtvoceeshTyeGQl08gS4z8mWmagiyZSLb2ZFUqq1G+r67r4rVs3ssao1jtIVuVLS0t9PrrrxPlVnKTyaSHQLlTlCLhFScQ+H91+rOf/WxA4/r9fvL7/aJR5LnQ2SLZRiLBI73kenCd5cb3+/2eDsId7MknnyTHcUQDnzx5kubOnSvuUXVjYCESiYhWr15NLS0tBGnc4t6u6zoFg0HSNI2CweCg4YjVQGC+lMvagMd6ALRmzRqKx+Oexu3r66sYgRUJmVJytjER0YUXXojbb78dmUxGmNmqqorsRYFAAIlEYtCNMdWAUCiEWCyGYDAosisFg0EkEglkMhmEQiGsXLkSt956KyzL8jxMKdORqkMymaQvvviCFixYQIqiFJxaNDc3e2JtBotqG00JlB0JfDU0NJBhGPTLX/5SuOTy24AXw2tGheaD/YzPPPOMZzyUVVF+yOJoEleIQNkA0TRNkDlx4kT6z3/+IxZ7Cz1/zRPIcByHdu3aRcuXLyfknN/sAB8q7nS0CYRk9vPnd955J3V3d5+VOMbx48fHBoE4s62MXNel9evX08yZM4UUDhW2WA0EssWs6zo988wzIsxiqGeupBEzamBL9U9/+hPNnz+/JghUFIVWrFhB//73vymZTBbdgGNGhRaCbdsUi8Vo7dq1dO2114rKyvMt2UyXL56II2/1I/+h8x0AhYKS8w0r2QkQCARo+fLl9Pbbb4t1w1KeMZvNUkdHh6hHOBwW/8uOhcEufs5wOEzz5s2jgwcPVgeBDF6Y3bhxIy1ZskQQJBNpGAYFAgGPM4AJkhd+2aE9WA9nP6j8HUVRxLjMjXvdddfRa6+9RpFIxDM5LwWu69Ldd99NM2bMEGVpmkaWZVFLSwv5fD4KhUKDXhMmTBD1XrlypehEVbcZIbd2h6NHj2Lr1q1466238NFHHyGZTJaUAZ/3pvPeBN7CdraMEX6/X+zCveyyy7BixQpcf/31mDZtGieuG3Zbua5LiqIgFovBcRyRJ4eXk2Kx2JCpSOQzB7PZLCckHO3FqMFBZ4KK0NPTg08++QT79u3Dp+neuy8AAADCSURBVJ9+iiNHjuDkyZM4ffo00um0OEAjf8u2nDmD878ZhiH29AWDQUycOBHjxo1De3s7Fi9ejKuuugrt7e0YN27ciEg7V6j6CjJYZbiuixMnTmDXrl3Ytm0bOjs7EY/HsX//fiQSCcTjcaTTac+ReryHsbW1FRdeeCEmTpyIyZMnY+bMmViwYAGmTp0qjh4yDKNm2gS1RGA+9u7dS7ZtwzAMWJYF27ZFgh1ONs7k8WFTnDRBPvpm4cKFNdsGdYwB/B96QeH9lhcT4AAAAABJRU5ErkJggg=="},{"id":"342295e5-6b78-469d-bf54-a1313377f85d","height":30.66,"width":18.92,"perimeter":98.57,"area":397.72,"image":"data:image/png;base64,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"},{"id":"c4da7cdd-03ad-4e09-b633-2f573bbac8d1","height":30.14,"width":28.03,"perimeter":115.8,"area":334.26,"image":"data:image/png;base64,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"},{"id":"23a18438-8877-4f85-94ea-6c3c5c7731d9","height":21.9,"width":20.15,"perimeter":113.79,"area":167.81,"image":"data:image/png;base64,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"},{"id":"0fd148e2-10d1-452b-bbde-8d359b23e432","height":22.78,"width":19.97,"perimeter":108,"area":283.64,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHYAAACGCAYAAAAINX4IAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO19e3CcVfn/8972lt1kc216yTcxTWsLba0ULCMdLLQWEBhGHC5VOiAOo6BjizqKI46XGUZx7AgOIyKDDjoDqKOgwkChtlhFSlugLYW0MiHQpheSkKS7m728t8/vD/Y5v/PubpI3zTbNpnlmzuzuu7vve875nOc5z+2cQzRD05KUM12BiVIul0MgEKDe3l7q7+8n0zTJNE0aGhqigYEBSqfTZFkWaZpGmqaRonzYZE3TKBAIkGEYNGvWLNI0jaLRKDU3N1M8HifTNKmqqqpi+6diKm7bNlRVJUVRyHEcOnz4MO3fv5+6urrozTffpM7OTurs7KREIkGaphERkWVZnnsoikIAPNd0XSdFUciyLAqFQrRo0SJavnw5dXR00NKlS2n58uX0f//3f/I9KqLPpnQlbduGpmnU29tLu3btomeffZZefvll6u7upkQiQZQHxjTN01qPhoYGWrx4Ma1du5Y+/elP05IlSygWixFNYaCnXKXS6TTC4TCdPHmSduzYQf/6179oy5YtNDAwQAMDA5TL5Yq47nQTc7qiKALkVatW0dq1a2n58uUUj8dJVdUp15dTgpCn119/HRs3bsT8+fOhqiqIyFM0TUMoFEIwGCz5/ekomqZBVVUoiiKuqaqK+vp6dHR04MEHH8SBAwe4CZM76qYqAcDg4CB+9rOfob29XXRaKBSCYRjQNA2GYUwaiKMVRVGK6hEMBkFEqKurwy233IKXXnoJtm3Dtu2zE2DXdXHixAk88sgjOO+88zBr1iwEAgEEg0EPZ4TDYQG2ruvQdR2apkHTNPF5MgBVFAWGYSAcDiMUCo040Orq6nD77bdjz549ME0Tw8PDZwfA/f39AICtW7di1apVRcCoqopwOIxwOAxN0zydK3+ezBKJRDyDTRbRoVAIoVAIgUAAkUgEgUAARIRYLIbvfve7+OCDD5DNZqc3uADwxhtv4IorrhAgGobh6RC5MHfquo5gMAjDMAT3BAIBMddOFsA8RRQOOnlwBgIB8TkcDmPOnDn4/e9/j//973/Tb/4FgN7eXvziF7/AggULRuw4XdcRjUY9YDGnMKByJ5fiotMNrK7rnufy58L6aJrm+fzVr34VnZ2dcBxneoALAAcPHsR1110nAKqqqhIN5jn0dBYeFHKZzAHB0mjOnDn43e9+B9d1K1s8W5aFp556CrNnzxaNZG13Mjt2KpRQKIRYLAYiwu233w7btisP3MHBQQDAQw895AFR1ngVRZnU+XE0Tp4MUPl9bW0tiAhLlizB4cOHK2fe/eCDDwAAmzZtAhHBMAyEQiEx56iqKmzTyeJcnv8K52uuy2QMoEgkgpqaGlEfVVXR0dGBvXv3Tn1wE4kEkskk1q1bByJCdXW1hyMURRGaLl+bDHAL59bJnm8VRUF1dbX4zHNudXU15s2bh+eff37qgptKpeC6Lq6++mohfhg0wzBQXV3tEUnMwZNpm54p5Ulud01NjWeAERGamprw7rvvwnXdqQUuAKTTaVx22WUIBoOoqakR4o/nUbkzo9EootHopHUsi1xd12EYBnRdn1QXJQ9wWafg9st9dOjQIZw8eXJqgOs4DtLpNNasWVOyQ7kTZcVJ7tTJANgwDASDQYTDYUQiESFNJhPcWCwmnic7NPh9PB5HVVUVXn755bKI5QmFmgYHB2HbNl1//fW0d+9eGhwcJMMwyLZtEVrTdZ1s2y5+cD6MqSgKGYZBuVyOiIhCoRC5ritirMFgkHK5HOm6Lu7F9+OMCNu2qampiTo6Omjx4sV0zjnnUHt7O4fTqL6+nkzTJNu2SdM0MgyDHMehRCJBqVSKjhw5Qr29vdTZ2Ul79+6lrq4u8XxN00jXdcrlchQIBMh1XaIPY8WkaRqpqkqaplE2my1qr6Zp5DgOjRWyBSDaOXfuXNq6dSstXLiQNE2b/FCg4zgwTRPr169HXV2dGIGyF2a0uUzWTCk/58rzLQcEVFVFLBYrye2zZ8/GRRddhJ/85Cd44YUXkEwmAQC2bSOZTMI0Tcjkuq7ns23byGQy4nMqlcKBAwfw6KOP4tZbb0VHR0dRvdm5UltbK95z3djNWdjGsQqLavY5L1u2DMePH0cqlZp8sQwAd911l+ho2XTguWw00SQDGwgExH9ZbJfyHXM577zz8POf/xzvvfceACCXy8GyLDiOUwSeaZqwbdtz3XVdz+fCAQAAlmXh6NGj2LdvH2644QbhXDAMwzN9FJowhYDK/u2RSjgc9gxYTdOwcuVK2LYNy7ImD1wAeOqpp8Qo5ZHM71lR8QssSaaQ3EBd1wVXRCIRfOpTn8LDDz+MEydOlATFsixYllUEkAys67qwLAumacJxHPE7x3GQzWaRyWSKBgcA/POf/8Rdd92FSCQiAOY2FjpbNE0r8nePBSz/Vn5/9913I5fLTQ6w6XQae/bsER4UmUvlhjFAI3mXSoliwzAQCASEksPfLVy4EPfffz+GhoYECEz9/f3IZDKwbdvDkaZpwrKskiCV4k4Ojsucb1kW0uk0AGB4eBiO42DHjh1YtGiRqGc8Hoeqqp7QHkei/AIrSyoW5VVVVVAUBY8++ihwum1cbnRHR4cAstDhwKOXKzySnSoDy1xQOHrnzJmDK6+80sOVjuMglUohmUwWgZbL5UqKVebEbDYrOJV1BAZOpsL78udsNgsASCaTuOeee4R45sJhSBlUjv6MBawcCozH4+L/7e3t6O3tPb3gAsA3vvGNIkVJFsHBYNCX06GQYwu5vqWlBffddx+QD/mxiJW5FQD6+vqQSqWQy+U8QDCIfkjmeNd1Bedms1kkk0nkcjlx/3Q6LQDu7+/H6tWrPV4lOVznd46V87eYY2VJd/fdd+PIkSOnB1gA6OrqQnNzswCOOU1uVKFm6xfY6upqAeyaNWvw3HPPCbEIaQ5kbsvlckUKUal5s5Qodl13xO8KBw7y2jMPInkwuK6Lvr4+rFmzBg0NDUVtLKVMjcSx3Jeypi1r2E8++WT5uTadTsOyLKxdu1aMJhZDfnKO5AEga5TM7dw4wzDQ2toqoh6yKTKVyXEcbNq0yTOlFLpPWe8olSDgB/iLL74YfX195QUWAL7//e+joaHBU6nxOvC54YFAQJgJ3LB4PI5zzz0X77zzDtibVSnEA/9rX/uax+zjQcyAyvZ9YXBktMKSb/PmzUC5uDabzeLEiRNobm4u4j45E2K0wiJJ/q+sQRIR5s+fj+7ubriuKzoql8uVFI1TmdavX+/Je/KjPPl1YmiaVr7cKdu28YMf/MCT/ikD6kdRksW1LIpZXHV0dCCRSODkyZOANJexkjLVKZvNeubtz372s2LAhkKhEcEqxcUjgcrSccOGDchkMhMHdmhoCLW1tR6xKytFoylIpcDlQcGvzc3NOHLkiACT7UemQofDVCSWKqw5JxIJLFq0CA0NDcL0mwiwLN2qq6thGAZef/31ibkbs9ks7r//fg93lTK8/Ypi+fc8Ch944AEgD6BpmsLfOzw8jIGBgTMI1/iINWzW1nfv3o3W1lZfc6gfUFkn0XUdt912GzARcbxv3z60t7eL9BaZ02T7dawia4iy3Xr77bcDeee7TJlMRtigskdpqlIulxMafDqdFu83b94s3KQTUZ7klFdehcDPGDeoyWQSDzzwQEmgNE3zmCnjAZdF8vz588WcijyHMsnitxLmWcdxxABkjxYAHD16FOvWrZuwuVPoriUifO973wNOFdgVK1b4Bs6PKGbbNxqN4plnngFKuO8qkXiOLYwaDQ4OorOz0yPpZDekX3ORFTB5ULS0tIx/XZBlWfjrX//q8QZNtHDDGhsbcemllwqunG7AFk4dmUxGOHaowIo4lSxJ/n0oFMKWLVtgmmZJcNVSF3Vdp8cff5wSicSY0X8/FAwGaXh4mILBIDU0NNA999wjthNIp9MTvv+ZJjkbBIBni4RQKEQbN26kWCwmtlkIh8OkaRq5rutrEbe8bwb3WzabpWeffVZkdPgix3Ewe/bscc2hoxXZMXHvvfcC+ThqJZgyfkh2orC5xlp+JpOBZVm49tprRR/IkRw/eVdsE8vhUMonHHR3d/sTxwDw4osvQlXVsiaa8SA5fvy4EL+ywlTJVJihUeq7xx9/XCy7LAXaaKVwIRhf03UdDz/8cMmFXkWi2HVd+u1vf0uu64oEs3IQALr22muptraWFEWhbDZLkUikZKJbpREn1TmOQ47jFH2XyWRoxYoVVF1dTdlsViTUqarqq49t2y6aEjlp8G9/+1vJ6bII2Lfffpu2bt0qtshhmT5RisVidMstt1AwGKRUKkWhUIhs2y7qiEom7mDXdcl1XXIch2zbFrrFJZdcQkQk9pcaT9+q6odQhUIhz/V9+/ZRf39/8e/lDwDw1ltvUX9/v3ioruun0saiSrmuS1deeSVRfrRRXgEIBoMTvv+ZJgAEQKSiqqoqCis8kUiEbrjhBtI0jWzbFhuLcV/4eQZJAFuWRcFgkE6ePElHjx4t+n0Rx27dulXkwmqadsriWFEUUhRFgLp+/XqhwQWDQXIch6qqqk7p3lONuK0jXXcch3Rdp+uvv54cxyHDMATDFG4yNhKxZGMrwrZtyuVylEgk6OmnnyYUqNceYHO5HB09epR0XSfLssTomCjFYjFatGiRuC9J89JUXYtUTpK3+vvIRz4imKVc/bt9+3aRsM7kuXNXVxcdOnRIPLBcD25tbaULL7yQKD9CefQBGJ8dNg3owgsvJMdxyHXdETl9vPTyyy8X+QMEcrZtY9euXXTkyBHR8eXq9I9+9KN07rnnEhWILdd1yzZ4pjpxX1588cXiM8/NE6VMJkODg4Oea6JXNU2jnTt3UiaTEcCWyxRZvHgxxeNxorwyxmDyqJ3uxNv1ERGtXLmSGhsbyzqgDcOgt99+m+RlmJ67v/HGG2LeCwQCZZv/zjnnHKL8QGGlgbXIs4FYESUiWrBgAbW1tZW17bZt0yuvvOJhEnF3x3Gou7ubHMcRmmy5aMGCBR8+TOJUAGWzkSuFXNelaDRKc+fOFbZuOSQWAHr11VdpeHhYXBPAptNp+uCDDz68qKpimWA5HtzU1CTmU8dxyDRNcd/p5KAYi3hpZnV1dVkZJxgMUk9PD508eVJcE8C+9tprZJqm2P93PNEH+QGUl/mqqhIAam9vp3A47NlTuHCn7+lOmUyGSHLM1NfXi74qx3Tnui51d3fTW2+9Ja4Jt1Jvb6/gqPE+sHBBsrzwecGCBRQMBkWjWBqwGHIcp+LBHauvwuEwkSSdzj33XMrlchSNRimXy/l2UoxElmVROp2m48ePi2tqvmLo7OwUXEaSm8wPjSRWw+Ew1dfXi/gj5YFljmalgk2gSi2yC7FU4c7n9s6dO5co7xCaKKhMpmnS4cOHhQdK5wfs27evKGDsl2RA5e0D2JOVTCYpGAwK8c4Kmrxz93QmtjKGh4cpHo/TsWPHqKGhoaTz/lSI+1H2GetERAMDA3Tw4EEBEGvFfsGVFQFZ23Vdl958801at24d6bpOmqYJSVAur8tUoLHakc1mKRwOk6IoFI/HadeuXUJRDYfDYg4+VWKc5IEigH3//fcFQOPtcBZH7CpjjdpxHOrt7aXe3t4ij1Ph/yuZxqo/K6SRSES4/kKhEGWz2bLEvLn/U6nU/38mEdHw8LDQWnme5VHgRywXilNWjJjzC43xwntO90AA9y0rl5FIxNM/EyWe1jgUSAwsz3kkiWH5T35sTf6PLMaZS+X7FY7uSudWv2QYBpmmKV4Z5EAgMOHjZRif4eFhIRF0+nB9jpDzzGHjHUn8e/l/pe5RyJ3TnVuZmJMKteBynBnEEjCdTgtGUSk/uY8kGs+2sNp0IZXyLMycKsdIZbt2hiqLioClEvk1M1R5pJLkApQVmelkZ56NpFJBOI2pXNH9GTozpJIUdWC1mTl1BtjKJZVK5A7LwM6I48okncbgzJG+kwMGcr6wYRiUTqfJdV3PXr9UwhkxIxH8kZ/9jvmV/RETT/PPZwSkUinK5XIe32fhWpaRgJzRvkensXwJvEl3VVUV1dXVfXitHA/m05cNwxAxR13XyXEcz0G+I3HsjBNkdBorEYGTHN5//33hySoLsIqiUDAYJNu2TylwXOkZFKebxvLVx2IxAkDV1dUUCASIygmsaZqC86LRKFmWRblcTsRgaRSOPZsS2k6Fxhr4lmVRNpulY8eOiYS2sgHLSpSiKDQ8PEwAKBaL0QUXXCDCSlTClOLsghkamcZK3O/t7aWWlhY6//zzqbq6mqhcwMphP8qD19jYSF/+8pfpxz/+sSd/thSwM9rx6DQWx5qmKU4Y4ZM/ygKsrusCHMMwyLIsGhoaoqGhIa7YjDE8yaQSEc2aNUuMCgDCYTHaoinmNE6F4XWfpYLJMzT5pFLeDlVVteTq9fFsV1P4297e3hlT5gyRSnktVnYfygD5cSkWrp7j13ye6+mr/QyNSMJXLK82n8hKOM4pVlWV3n///Rkb9QyRSvlUyObmZnFRBtaPKOXfFK5QT6fTMxx7hkglIqqtraVly5Z5MigmGtUBQNlslnp6espT0xkaF6lERPF4nJYuXUqKopCu66ek8Mi5wpzlmMlkaO/eveWv9QyNSSrlDeA5c+YUZVCQz8iL7FmigsD9oUOHqNSWcDM0SbRz506xTx/v91d4YNJIRd64Ud7zr6amBitWrMDQ0NAMsJNMgh1nz55NgUCAlPw+hzSOzaVklyHvRkYfbmZNPT09E150NEMTIN7Klne95le/x13LGyrLm1crioLdu3fPcOwkk+BYVVWpra1NzLOyW3Es4gVGTGzH8nd79uwp2hJuhk4veTSjZcuWiX3/xuPnHSlCw27K7du3l6e2M+SbPMCuXLlSbGDJW9r69UAVhuZ4uxvLsmjPnj2ejS/OdkL+0CX5lalczxBef0VRlLfeegttbW106NAhory54teulX/DW7fmG0E9PT305JNPkuu6UFX1rA7hJZNJPPbYY7Rp0yZqaWmhpqYmam5upqamJlqwYAHt2LEDra2tYu8O3qw6v7+x777z/NC2bVx11VX0wgsvjGsDy8Ktg3j3a86OME2TLrnkEtq2bRspZ3mismmaWL16Ne3cuVNIOe63YDBIsViM6uvrqbGxkerr66mqqopmz55NDQ0NNG/ePGpsbKSamhqqqamhuro6isVivJB65H7N5XL40Y9+JDRhvydhjVXYHu7q6iqruKk0ymQy2L59uzgHoNThSmOdqcC4tLW1Yd26dbj11luxefNmPPnkk0gkEiP37TPPPDOhM2JHA3bjxo1nNbAAcM0114DyJ3n4NSUVRYGmaTAMo+g/fL2trQ3PP//8yH3b09ODpqamcduxfuxcXdfR09NzVgJrWRbefPNNxONxAVbhiR5+ADYMA8FgEIFAwINNe3s7Dh06JPq2SOWtqamhyy67bEIBgVLEecfPPfcc5XK5sw5cXdfpkUceoeHhYbGzLKfn+vmvIh3WZFmWSFvSNI2i0Shdfvnl1NLSMvJNMpkMtm3bVuRNmkjhOSUSiWDFihXo7OyEZVlnDbiDg4M4ceIE5s2bB8r74sdztBwfdsgHKpWalx966CEMDAyM3qeu62LWrFkeUCZaZEVsw4YNZ9VcCwCbNm3yTG3yKc7jnc50XRdHv0YiEWia5hHDo1bkzjvvFBUoB7B8xjufO/vf//73rAAXAF577TUxsBsaGkSf+D3jns+gHQnsK664wl9fAsCBAwcEGBMtcgP4YNuLLrrorAH2pptu8vQDn797KozDWrB8LNof//hH/31pmiauu+46hMNhIUpL2bd+jqLmygcCATG3zJo1C7/85S+nNbgA8O9//3vEE5/9HoXOv2FQ5QjcihUrIJ8F4KtSTzzxBHRdRygU8pxbyg9j0P2cWMy/JSLMmTMHRISmpiY8/vjj0xJc5E98Xr169YSBZSDZHxAMBsUp0j/96U/HByx9uE0QVq9e7bk5c5yqquJBfg+PZ06Xj7VuaWnB4ODgtMuy6O3txW233SYk3USAlaUk4xAMBtHW1obDhw+Pv98A4OmnnxaAsoZceG643zPGA4GAOMraMAxhrK9duxZDQ0NIp9PTAlwA+MMf/iAGfjmA5b6SJd+3v/3tU5d2AATX8uTPChBz31jAyiaTpmmeyvFIvPTSS5FMJiuec4eGhrBr1y60t7d7pNtEgZVFMZs8Bw4cKHl2rC8CgD//+c9ijpVBkufbsURxfX29R+mSweUBs2rVKuRyOWSz2YoEN5PJwHEcfPzjHxdti0ajEwaW+1zuszvuuAOZTGZi/ZRIJHDjjTcWcZ8smkcrPCgURfGAGwgEPEdaK4qCCy64AMePH684z5Rt2zh27Bg2bNgg2lddXV0WjpVNIsMwsHDhQhw8eHDiUxcAbN++HbNmzRKKDysFfswdeaQVinF+Ze5XVRXXXHMN3nnnnYrRlm3bhmma+MxnPuMZwOUSxfw/vt+3vvWt8vWNaZp48MEHQUSora0VDyQprCR7R3RdH9XXzI3i/xSeB/+xj30Mf/nLX8qeMlJusiwLL730Es455xyPzsDRGz8Dn//Hg0GWZMwMLB0/8YlPYGBgYOJiWCYAWLJkiZD38sN5RJIUXjIMY8QRKQMrJ6bH43EhelpbW3HnnXeir69vyoELAO+88w5+9atfoampqWh6kvtmLGBH8z5x/7E1sWPHjvHbrWORaZp49dVX0dHRIRrB4MmiRlVVGIbhm2P5942NjZ75lwfM5Zdfji1btgBA+Rs1TsrlcsjlcnjppZdw4403ehw3suuUr3P/jFZk+56dD6qqCh8xg7thw4bT1372SMlaMXtB5LlkrAC9DCzPHfJACIfDHsVL0zSsX78er7322hkRzydPngQAJJNJfOc73xEgclvljIhwODwut6s8GEol3quqiiVLluDdd989veagbdvYuHGjmBvZluVG+MnlkYGVRVEkEvHMt7quC+2Sv7/kkkvw2GOPIZlMnnYOTiaTcBwHb7zxBr7yla+Iwcwhs8KwZjAYLFKa/FgNhTqKHCioq6vDn/70p9M/mG3bRiqVwtq1a4s4TdbiZI4bS3liO5ejFoqioKamxiOaeQCwpr1u3To88sgjOHDgAPr6+uA4TlkaDwDDw8N499138eqrr+LrX/862tvbPVOEzFGxWAzhcLho+uEB6WeOZRFsGAYikYgnbnvvvfdOnoTi0F5TUxMikYgApFCJGilTQAZ2NAUrEAgIDZOvV1VVeexfXdexfPlyfPOb38Tf//53dHV1IZFICKAtyxLvZXIcB5Zlic+JRAIHDx7EY489hptvvlkEK7jDS3FWXV1d0aBmxdFvkKSw3dxntbW1uOmmm2Ca5rhBnVCOLwDs3LmTrrrqKspms2SapshHlk/dKjXY5FUDgUCAstksBQIBse5H13XKZrOkqiqFQiFxnox8ZBifNiVTKBTi5GpqbGykefPmUUdHh9hng9ck8caStm3T7t27aWhoiAYHBz2HElH+8CN5ayNe/iKf4UdEVFVVRcPDw6TrOhmG4TladKzlMgA8beE++8IXvkC/+c1vOHF8cvOxAeCVV14RHCVnCMiaLXOd3zW3lVT8cCTrIiSZg1QQa2XbPxwOY+nSpeju7j6zZh4A7N+/Xzgu+FVWigq15FAo5PFIVXIZC1i57WyPyv3DDMBOilgshp6eHvT39585UGVwd+zYITiWKx2NRqEoCqqqqjzzpJzaUellLGBlzxHlNedYLFa0FpmI0NbWhs7OTqRSqTMPKhMA/Oc//0FdXR2CwWCRYsFF1hzLlSw3lYGlgqiY/F72Wq1Zswb79u07406YkgQA2WwWl156qagwmwL8ORQKeYIBlV7G44CQkw7YHIpEIrj55pvx3nvvTTnXqYfYS/PDH/7Q42wIh8PCQ8PzyZkGZTKAZaWo0AHBIHMmxJQGlYkrum3bNpx//vke12ApkVTJZTx2quxubG1txebNmysHVJkAoK+vD5/73OeE2GFteDzLHKZyGQtY5lrZ1fj5z38eO3furDxAZQKAVCqFJ554AitXrhSdIZs7pRzg3BEjeWhGKqU8RH7AkX3eVCICJRd5uUWh2VYYi5bvuWjRItx3330YGhqqbFBlAoD+/n5s3rwZLS0tIJ/LHJSC9brRaNRjLhQCXwiGX44b6Xs/plnh93LYjfLTzrp160T48UxjcVrIdV3s3r0bX/ziF8WIL7UCTVVVT2iwlOjmgH+plWijBSEKOdwPYMyhzLGhUMij2cqDlBdOUT699h//+EdlzqXjJW5kOp3GHXfcgdbWVlDeFCp0S8rBal5lVmj/jhRQ8MOxhb8pJW4LxbRc5LpwhKqhoQFf+tKXsG3bNgDAWbcmOJVKAQCOHTuG++67D0uXLoWqqohGo0V5UKUAkX3PY0WL/BQGVL5nVVWVB3zOlpAlSHV1NRobG9HS0oL169djy5YtSKfT059D/RBz8LPPPovbbrsNCxYsQDAY9GQnyCJuJNHpd24dCdiRBkY4HBbrUeXrgUAAq1atwq9//Wv09/dPCZE7Jbfm4U5JpVLU19dHTz/9NL344ou0detWcY5eKBQSG41FIhGxhJ+kbXblLYpGo1J7LTNVVVWJcBqf6KVpGp1//vl09dVX00UXXUSf/OQnxbYBU2UfqylRibEIAIaGhuj48ePU3d1N+/fvp3379lFPTw+ZpkldXV2UyWREzJYPTpTjwn5J0zQBYDgcpng8Tm1tbTR79mxavHgxLV26lBYu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29k+3ikjApAomItm7dig0bNiAWiyGZTE65IdlsFqqqwnEc4QDNmjULw8PDyOVygjhFUTB//nycccYZWLt2LdauXYtly5bBdd1AASnf94WnONY8cGBgALt27cKePXvwl7/8Ba+99hoOHjwI13UF6UxGPB6H4zii6BQPtKpwUgpBRHTJJZcI0S5c+pmojVJVVdzDNM2Ak8CqKxwO05lnnkn3338/HT58mIiIfN8nXgz2PI9c16VcLke2bZPjOOS6Lvm+T0REw8PDlMvlqBC+79Pw8DC5rktERJs2baL29nayLEsE2eX3LFz2ktVlpa+y2EAionvuuYfC4TDpuj6lMFlhMLm5uVn8nEgkxPfOPPNM+sMf/kAHDhwgIiLXdWlgYECQkM1mRxEjw/M8sSBLRJTJZGh4eJjyCVICTHBvby/de++9dOqppwqbKi8uQ4rfTmUATzuBRES7du2ieDxOiqJQPB6f0jRBJlAeyYqiUDQapcbGRvrOd74jlm5kuK5L2WyWHMcZ9Xkul6NcLkeO4wSI831f/B9Lpu/7lM1mhSSzJBIRdXR00De+8Q1BkExgLBYLrJRUBYGu69K6devEC/G/k50mFEoge6zsQT7//POiM0dGRsjzPPJ9f5TkDA0Nkeu6gUsmjqXwaBgaGir688svv0yLFy8W7ZanR01NTdNC3pQJdByHHnzwQTJNk3RdFzcrtFmTJZDnkIlEgtauXUt0JIohbBkRkeM4NDIyQr7vk+u6NDg4SOl0ekxCXNcNqEtZ6tLpNI2MjIh7y4Tlcjmhdjn9o6+vjy699FICEJjXlWuOV3ECM5kMLV26NCBtnDsy2QYVS2lYv349pdNp0dlslwYHBwPqTQZ/x3Vdsm07oCKZMP7XcZxR/yerYcdxxP0Kpb2rq4u+/vWvC+ljSZyuaNOkCfQ8j+6//37hWDBpmqYJyRkv6sE2DQV2hD9jR+hHP/oR9ff3F+3YmYDv++KSB8+NN94YcN6KOTP83uVcC500gUNDQyIdggnUNC3QuKMRyOQZhkGapgkXnf/v29/+NnV1dRERUTKZFFKSyWSOCQIp752yLb3iiiuoubk5IIGGYYhK1XLflIvESRGYy+Xo0UcfFZ3No4zDVtzwoxHI6RQyeZqmUSgUossuuywwLWBPsdD9n2kCebrCbbrqqqsC8d9inV2odaadwMOHD9PKlStJURRKJBIB13mspNtil+z4MHmmadKqVauE5HGSLxWxPzOBQgJt2xZOE9vayy+/PKBJ5KswRjztBDqOQ5s2bRKN4OQiOWA8VtbYWGqU1YyiKHTCCSfQ+++/T5TPXGPwnKzw8+mGTCCrcm6b4zjCuz3jjDOEX2CapnjXcjs3E86J0XUdDz/8MJBfyORFzVAoBMdxYNv2UQvYM4gIDQ0NICK4rgsiwoYNG7B06VK4rotQKCS+G4lE4Ps+bNuGaZol3b/S4PeMRCIiuB6LxeC6LjZu3Ch2N3meB8MwgHw8drxYbDkw5p2JiF588UXs2LEDuq5D0zSEw+FRVZk5YHw0WJYlgt6RSATLly/HTTfdBByZokDTNPT19YlUDNu24bqu6IyZhq7rGBoaguu6gRUSy7KwZs0aXHvttQiFQmJlhlGupKoJY2RkhD73uc8FspJlgy2v+ZXqhbJNME2T/vGPfxBJE2g5nlk4OZ8pT1RWobIqdxwnYA+JiLq7u2nlypUBp2UqQY4p28DBwUFBVLkawXbirrvuEg4Kxy6rHZ7n0XvvvSfsPK+wlNMOlmwDiYj+/e9/A3n1Vo68TtM04bouYrEYLrvsMpimCcdxoKrqMaMmpwJVVdHW1ob169cDeZvvum4gO68izy32YTqdxrPPPgvDMMqWksdboK+88kosXboUvu/DMAyRO1oLaGpqwve+9z00NTWJfuNF6EqhKIF79+7FSy+9JB5ersxmy7Jwyy23wHEcMTLlJNlawGmnnYbVq1cDAMLhcMUdmFF3JyJ6/fXXsXv3briuG5g+TAVEhBUrVmDlypXwfV/kwPAzagVEhKuuugqWZYm0jmmdRriui9dff12otXI9nIjwla98BSjI1GbbWAswDAOu62LdunU4/fTTYds2UOH0+lHsfPLJJ3jnnXcCjkU5SFyyZAkuu+wyka3NyUsoyGKrVrCWMgwDs2bNwpVXXin+r5J7Q0Yx8/HHH+O///2vSEvn1Lyp4pJLLsGJJ54IIhKp9yx5iURiyvefaTiOI7RWJpPBRRddhFAoBFVVK+qkBQgkInr++edh2/akwlgsUbLEcohs3bp1SKfT4tAdJlLOoaxmWJYlclHD4TCWL1+O9vZ2NDY2AkW2vxVek8UoCXzllVeExPExVaVKII80eUNLLpdDIpHAggULEI/HAcm1riXvkyGbnosvvrjiAzRAYDqdxmuvvSYkjxNcS4GiKAFvVdM08dmyZcuwYMECQdh0bPicbhBR4L0cx8E111xT8WlSgMBDhw4hm80GCJyohyhvfGQpO/fcc4UqLRyRtSiFTNqZZ56JxsbG6SHQ933auXMnFEUR7q+qqiWrT/6evAnS930kEgmcd955ICKxW1debqkVcMDDdV34vg9d1xEOh3HKKadU9LmCQEVR8Oabb4pNHsjP0SayOZMn/ZqmCXJaWlqwYsUKsVPWMAxBMkvpdGzBni7Itj2Xy+Gss86anon8wMAA3n777YDKnGgcjyVWNuSNjY1oa2sL7JiV7z1T268rBbb9jJUrV06PCj148CA6OztBRIjFYkB+UXUiJPL3ZFLC4XBgOsKSKIfQasEOyv6Coihi4be9vb2izxUE9vb2oqOjA4qiiL1xqqqWPI3g+R1P/vnvTz311EBYjlVMLSwhyZBTS7gfMpkMTj75ZKxduxaQBi+klfqpmhBB4MjIiCBM13Vx41KjCDw5l93pSCSChQsX1pyaHAtMhGEYIgWlsbERixYtAgo0TdlOzsjfjD788EOhBthbnMhDZPsmT+jb29trykkZD4WmgPOFPv3pTxc1E+U4AkVI4P79+4s2qFRXX1a13FjHcTBr1qyaWbCdCIhImBImUHbgyiqBOJI+L9Qn26eJECh/j/8+FovhhBNOKDn1sBYgD2Luh8WLF48pgVOFIPDw4cNi/jbWoTalNFz+ua2tDdFodMqNrBaMNVAbGhpGxX7LLoG9vb2BtTpInlIpTgivsiM/gUVedcRisUAeaa2DnTg5v1X2D8qNgIhxvJIfxhPzUtWoLLGGYYgjP46V7OpKggmTi49omgbDMMY8sbCsKlTTtMD8T25MKaNHVVVks1mhRlzXxfz5848L8iCpT13XAxLn+z5UVcXcuXMDhMlbCaYCFQB6enpGkSfjeJkGVAocMpTtIHvmU1WtKgDs27cPAwMDRz6QViBkt7eOyYFJkyUUksoty4r8gQMHBIFyaKdO3MRRSAYvM5mmGUgxLKsXmkqlkEqlxI2nK6v4eAAT2NDQABQ5unmqJxoLg8cBWDlqMl3HJdcCxusnVVUxe/ZsQOpn2deYsgrlm8n2Tw6N1VLm9HRB9iMURRFB/WJhtKn0ryCw0JiO9XMdE4eiKGhraxs1pSqHgKiQVGXhjQpd3qOB1wRDoVDFTow/ViHbNlkY5KhMJpMJ5M7yd6aytSCgQuVGTLTj+Zh/FMxxjhfpHSvOyX1QWFW08HuTRSASI998Mhlj3CAeURxLPd6Wk2TNIxchkZO9yqWdVORVH6s9fmDhKJroC8gB8FpKHxwLhWt9hf0nhxlR7nlga2urSHuXyZpM0hETJ0ve8e7FEhE++eSTwGflGtQqACxcuDCwCUP85wSiBpwTKh9kzudLHy85MSjYxAJpeemjjz4SpHF/lMM/UAFg7ty5YouXfFN+UKkEyt/1fR/pdLpmNm8eDYUDX/ZCfd9HZ2dnoK594d9MFiryqQ/yfu7CYPZEIBvpXC533BA4Ftge9vX1iaUl2TRN1byokI7o54RbnnB6nldyPgsHapl8Xdexe/du9Pf3T6mB1QJZS3meFzjEgZ3DaDQKz/OEaZEH+2Qh6I9Go0XV4EQ3t7D+dxwHvb29orHHA+RcosLlI9u2KzKdEgQ2NTWNWv+byIo8g1ekfd/HwYMHMTQ0VPZGH4vgDL7C/uI0+5GRkcD8GOWeyLe0tIxaB2T9XSqBha5xX18fent7j5twmmxCWI0SETKZTMChK2d0Shi4tra2ojp5op3PnhbyauPAgQPHTThNJlBWp5lMRuy5RJkJVHFkuqDMnTs3MG2Q526lkCi7zbI93LdvX9kaeyyjUPvIib39/f1jCkVZcmIAYN68eeJYDHZ3J/KQYo3SNA0ffPDBlBpYLShcuWEB8H0f+/fvD/RhOUOLgqXW1laYplmUuFJHSbHDTXt6esrW2GMZY2WbZTIZdHV1Bfql0GOfCgISyGXcuAwcu8CljBiusydncvu+j66ursDBBrlcTqQw1uIUQ9ZE6XQa0WgUW7duFakUhaE22WeYDASBsVgMK1euDFRm5hMGJ6JCCzO50+k09uzZI0Ymn9IEaY5US6sVsuRFIhG899576OjoqNjzBIG6ruOcc84ZldSEEp0Ynm5wVIcxODiIV199VUR5IM2DdF2vmcw32fbJB593dXWhs7OzYs8VBBqGoSxbtgwo2KhSavSAVyIK0xLT6TRefvll6Lo+5uCoBQJ5A49cytVxHHz88cdlqXA6FgIeR1tbG2KxWGAElYrCnBp5TrR161Ygrz4LjXytqE85YYk1i67reOONNwJzwHJj1O6k5cuXA5KDUTgnLBXy5tADBw5g7969gTRzmeBaiNRomiaOzdR1XdT9fe211yr63ACBmqZh3bp1gKTieM9gKSiMAbJU2raNp59+GrlcLhAH5BONailnhgejaZro6OhAd3d3RU/kCBAYDoeVc889F83NzYC0VXqiKxIyWLX87W9/w/DwsPhczvquBQn0PE/sA3QcB4qi4I9//GOgEnYlMGo1cdWqVZg3b57YLz8RyIu3/DOr4ldeeQVvv/02iAipVAq6rkPX9UCuZDWDM87kk4ifeuop4dzIyU7FrsliFIGRSAQXXHABNE1DJpMBCs7AnCxc18VTTz0FRVEQi8XQ19cHIkI4HK6okZ9OZDIZoXH27t2LXbt2Vdw8FF3Pv/jii0etME8VjuPgpZdeQjabRSaTQUtLiyCuFiQQ+WPFkO+vzZs3T4uHPYpARVGU5cuXY968eVBVFaFQqGwNOXjwILZs2SJ+N00TqVSqZtIOeSFgcHAQmzdvRlNTE1DhrLyiPdfW1oarr746cHTyVMH27oEHHkAoFEIymRSpB7UyF+TB+Morr2Dfvn0YHBwExjl+pGIgIuro6CCUucg9F4vcsmVLoFJnrYALen3+858XpWrl6m9TvUoufqUoirJkyRJ89rOfLauLz7bu7rvvxv79+4W7XQvgWodbtmzBiy++KD6v9CkdYxof3/fxhS98AaZplqWT5UjFtm3b8MgjjwSOM6l26LqO/v5+/PjHPxbxXUVR0NfXV7YjRSaM3t5eUX6cixqyGFuWRaqqiutoBSBZfRqGQaZpUiQSoTfeeEPUiufK0LZtjyp+PFPFkAuLIA8ODhJJdXS5ACT//6233ioqdEOq+i3Xl58WFcpoaWnBpZdeCuQTlJBfN1TyB6NzSdZSnBCORsgZ2zfffLOY6POB4ZqmCbXDTsCxcFiQ4zhoaGiAbduIRCJiIysv1G7ZsgWbN29GMpkUJx5zQHvGstOJiP7zn//Q7NmzKRwOixHAI4orcqKEEqyGYVA4HBYVLROJBAGgDRs2kOd5YnQnk0nKZDLkui4NDw8TzWAla1kC5bLorDW4+mhXVxedcsopoi80TQtI3oyVIceRUBh961vfIgDU3NwsGiTX09U07agEspqV/4YHwN13301ERJ2dnaLz5Lq53GHTDZk8LhMr1851HIccx6Gvfe1rwqzEYjExyOVaujNGIBHR1q1bhQ0LhULC7smNK6UIMv8r1+Tl+/7pT38SHcf2MJVKzWh93UIb6HkeeZ5H2WxWkHjnnXcGNIqsmXRdL+s0bFIEIl8U5O677xaEsWrgYr+lEGhZlpgTyaq0sbFRfPb2228HOofVquu6xwSB3B4iouHhYXr88cdJVVUyDEP0iTw4Lcs6NgjEkZQBWrVqVeCG3GgeaeNduq6LMuSqqgZKdLe1tZGiKBSPx+m5554THUQzPNGXCeRBNTQ0RLZt05NPPim0B0tfNBotKokzqkIZQ0ND9Jvf/EY0msngf0tRoZBq0XOJbrYZfJ/58+fT008/TSTZQXbbZ5JAjhx5nkdPP/00tba2UigUEu1uamoS/cDvJL/XjBOII8sldM4551A8Hg8QKTeS7aOmaaMcl8JLdnAAiDnUrFmzaNOmTcL+yXYwk8kE5o4sqcXgum5Agl3XJdu2R6lk/l12luS/5c+Hh4fprrvuEmqf+6CUAVzqAK8ogbZtU3d3d2BkRSKRgN6XJ/cTIZDVcTQaFT/feOON1NvbS0QkJIA7V55auK5LnudRJpOhkZERyuVy5Ps+eZ4nPMVCVew4TmAw8EAZHh4Wn+VyOfHcXbt20XXXXSfankgkRB/E4/HqIBB5VfrQQw8JAuQbMxmTIdA0TeHkKIpCc+bMIVVV6aKLLqKBgQFBoix9TNLQ0NBRlOH/5mzZbJYymQxls9mAJBbONeV7vvrqq7R69WoxsHhOLE+FqoZAHCmURWvWrKFoNCrsmUxGsdBaKSo0EokEQlHyvb///e9TT08PkRTCchyH+vr6BKGu6wqJc11XSOZ4jpBt22KA+L5PAwMDQuo6Ojroy1/+MkEKJeq6LlSo/HlVETgyMkLbt2+nOXPmkGVZYjoxXly0FAL5CoVCFIvFyLKsQESjoaGBbr/9dvroo48C8VH552w2WzSWKttR27aFqpUllKX7rbfeoi996UuUSCQoGo2SZVlisMpt506NRqPVRSDyDs3zzz8vbs7OTDG1WQqBuq5TOBwOeLXydy3LEqN94cKFdMcdd9Bbb71Fn3zyiSBOBqvLXC4n1Gcx+L5PqVSKstksvfnmm3TLLbfQnDlzirY5Ho8LIhVFoUgkIr5XdQQCR6I0999/v5AUJrAYUaVIoDxfikQigjD29nRdp1AoRKFQSHy2YsUKuuOOO2j79u3U3d0tpIhVqSxhhR5pd3c3vfDCC3TffffRkiVLxLNjsRhFIhERDlPyc1R5VSEcDk8oFlwpAqe01q8oiuK6Lg0NDeHnP//5lBZ/uYQ3g9cO5QxvLs7FuScAsH37duzYsQN33nknIpEIWlpaMG/ePJx00klobW2F53kYHh5Ga2srhoaGcODAAXR2dqK/vx+2bSOVSontblxdlI+fBv6Xs8o5rbw+yhl7Yx3iWjXgEX3zzTcH1ByPZFkF6rpe1Dst52R3pi7ZG5UjNOvXr6cXXniBli9fLjxXSFGsibx72VVoIYnXXXed8CJ5SQWSpyarG3ZOSlUf1XKxUwOAFixYQJQPPlSKwLLk8yn5nIuHHnoI11xzDcLhsDgTzLKsUeqFF4E1TauZlEIAmD17Nnzfx8jICObPn49XX30VPT09M5dSMVGwJP70pz8dNXpYtcgjTtf1QDiqmi/WJIZhUENDAz3yyCNE+ZHb09NzbKvQQhIzmQxt2LBBeJWsUmS1yi9dC/YPkpkIh8N03333UX9/v+jgdDpdPQQiP9HP5XL0xBNPBFxtbgTPGWvJ/vFgfeCBB2hoaCjQuZ2dndVFIMPzPNqyZQu1tLRQY2NjoNGGYdQUgQBo48aNlEwmR3VsKpWqTgKBIyp1586dtHTp0kAMUValtaBGf/GLX5Dv+0U7tbe3t3oJZBIdx6H77ruPTjjhBELeVshpCKxWi+VRyjmp7AhNJILBfzvW9ws7UVXVQPv47+REJV6Y/tSnPkUdHR2Uy+XG7NBkMknnnHNOIKd2MoOX59CLFi3irQ/TCw4UX3jhhaJRiUSiaOzUsiwRzoIUqir83kRtKf8NDxS+wuFwILYpX4ZhBILZ3KavfvWr1N3dTX19feN2ZjKZpJNOOkk8n4PfpmmWvJqBfCw2Ho/TwoULaceOHdNPIPIk+r5Pjz32mMil5JFlmuaY+SMca5WDxxMZvXJHyMtehd8zTZMMwwhEjuTUD04F+eEPfyiy5472zslkklatWkWRSCSQCMb3K9aOwisSiYifFyxYQAcOHJgZAhmsVh977DE67bTTxIswMfyzYRiBxsuElLJoLBMzHuFyJgAKsu/kBevLL7+ctm3bJlYxSnnXkZERWrx4cUCii02pjiaB0WiUWlpaaNmyZbRv376ZJZBBRNTT00O/+93v6IILLhAvI2d3sUq1LGsUEXLs8Wj2Qya6UJUWki3HcWOxGJ133nn0z3/+kwYGBop6muPBtm1au3atmFKxSp7Iar4spYsWLaJ333332CCQwWt4f/7zn+nss88m5A28TGQ5LnaYikltKBQKSLuu6/TFL36RHn30UbHeOJl38zyPrr/+elq8eLFQoWz/eIWfB+hYV0tLC0FqIoUAAAEwSURBVCG/qP2Tn/xEtOWY25xn2zaZpomenh4899xzeOKJJ7B161axt573FMol0uUlp/HAfycfSmsYBkzTFMeCAcBZZ52F66+/HpdccgnmzJkDXddFvHcy8H2fFEVBOp0W7TUMQ2y544OPjgbLsmDbttg1bRjGsb27ko4kF6Grqwvbtm3Dnj178M477+CDDz7A4cOHkUqlkMvlJr0eF41G0dzcjIaGBpxyyik499xzcfbZZ2PBggVobGyEaZrHdP/gWJTAseB5HrH0fPzxx9i5cye2b9+O3bt3o7e3FwcPHkQymcTAwICQpMIjpFtbWzF37lzMnj0bc+fOxcknn4zly5dj4cKFmDVrFiCtrFQLqqqxhXBdl+RDGORTkeTyB1yURD7OhCU3FApVdR/UUeX4f/+OAp0z4ytYAAAAAElFTkSuQmCC"},{"id":"7a4216d8-0160-46dc-b321-98e70dee3740","height":30.66,"width":18.92,"perimeter":98.57,"area":397.81,"image":"data:image/png;base64,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"},{"id":"19d4bb16-cdf6-434a-8636-ea95e5bae7f8","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"}],"no_of_letters":14,"perimeter_of_sign":120.94,"nested_area":54.75,"occupied_area":26.21,"avg_char_height":27.997142857142858,"widthOfSign":"164","otherDimensionOfSign":83.93,"width_of_smaller_line":20},"timestamp":"2026-04-03 05:51:24"} 
[2026-04-03 05:51:25] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"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":1372,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"164","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":83.93,"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":14,"perimeter_of_sign":120.94,"nested_area":54.75,"occupied_area":26.21,"avg_char_height":"Greater than 24 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xFIaAoHSKEWUtkgsqtoIRAWoiBRQhVpVbVVU0RZEJfpFKAr\\/QEQlpEZsKaQFscVtE0gLCQErSxM7IU5tZzy2Y8\\/63vt9fzDn9r7nsT1jj5Ox4yM9efzmzcy993fPfu69RDM0LUk53w2YKOVyOSiKQr29vZRIJCidTlM2m6X+\\/n7q6emhgYEBMgyDAIhLURTSdZ0syyJd16m+vp4CgQDV1dVRfX09hcNhAkCmaU7Z8ZkyDQcA+f\\/29nbav38\\/HTt2jPbv30\\/\\/+c9\\/qK2tjeLxuHhGURTSNI1s2y74naqqkq7rRERk2zaFw2FatGgRXXLJJbRq1Sq6\\/PLLafny5bRw4UJSFIXbQaqqVvy4VXQDbdtGLpejvr4+2rdvH7355pu0e\\/du6ujooFQqRZQHDwDlcjkiItI0jUzTJACUyWQEhzL55gepqkpERK7rEhFRKBQiIqJ0Ok1ERIFAgHK5HH3lK1+hDRs20IYNG2jNmjUUDAbJcRzSdb0ix7DiGsWc2dvbS++\\/\\/z7t2bOHXnnlFRoYGKBEIkGZTIZUVSVVVQUnqqoqgPETv6coCqmqKiaCDLimaWJi8PM8ARRFIcMwyLZtcl2XampqaPXq1bR27Vr6+te\\/TldddRWZpkmGYVTcWFYEIU8ff\\/wxHn74YSxatAiKokBVVViWBUVRQEQgIiiKAl3Xoeu6576maQgGgwgEAp778uW\\/P9JzRATLshAOh4c9Z5omLMtCLBbD0qVLsWXLFuzbtw+O48CvMi5YchwHiUQCzz77LNasWSMGzzAMaJo2IjiqqnoGWv5ffs40TfG8qqojAquqqvjNkZ5TFAWapnnaZVkWiAiRSAR33HEH9u7dy3P0wgQYADo7O7F9+3ZcfPHFiEajI3LNSBxVSRe3MxwO4wc\\/+AE+\\/vhjAEA6nb4wAGZx9cYbb2DdunUgIkSjUcFxLGZHE5GVeqmqimg0CkVRUFNTg8ceewzxeBy5XG56g+u6Lj755BPccMMNICIEAoGCg6Pr+ohiuBIvy7KGqQNN0xCLxdDU1IQtW7Ygl8tNP\\/EMAGfPnsUf\\/vAHXHzxxTBNE6ZpCg6lvE41DMMD8FQCV1VVVFVVoaqqapj6CAaDuPPOO3HkyJHpAy4AHDlyBLfffrvoKFu0uq6LQQkEAp4BYc6dCiKZLWfyGWyapiESiYj35syZg+effx4A0NfXN3UBPnv2LF5\\/\\/XVhkUYiEYRCIQ\\/AsugyDEMA6bc+K\\/0Kh8PDDEAWzbquIxgMCil12223AQCSyeTUApcNpO3bt0NVVY\\/oJcl1UFXVAzRPAAZ1KnArFbAVuL+GYXje0zRN9HfZsmVob2+fOqLZcRwMDQ1h8+bNopOy7gyFQh4LmAeGuZNBl8E\\/38AVcxmGMaJrpuu65z2WVKtWrUJbWxscx6lscAHg1KlTuOmmm2AYRtlAkb\\/HMAwP98vPFOJyOQAxkiSQ\\/2eAePD9ES9N00q22gtJHkVRYBgGgsEg\\/vnPf2JoaKgywR0cHMSxY8fwox\\/9CJSPxASDwbJxRCgU8ohty7IQiURgWRaCwaAHfF3XEQgEhBEzkkhnsMeagAym\\/7PFTtyR2sCcXF9fj46ODnR1dVUWuACQSqXw7W9\\/G+SzEgv5qhO5\\/IMki3m\\/LpdB8ceU\\/YDKcWb5XlVVlWdCcZx4NG4crd3y87Llb5omDh06hGw2WxngAkAikcA3vvENjwjjKEy5ADVNE4FAQIjiYDAoBikWiw0bbDnWzK5UIBBAOBxGJBLxAFhIsoyWRPBPiGKBLcTliqKIibNkyRK88847ZdG5E0o1AUBHRwc99thj9NJLL4n74XCYhoaGSFEUUhRlxJRasWSaJmWzWSIi0nXdkzivrq6m\\/v5+qq6uppaWFlq9ejU1NzdTY2MjxWIxCgQCVF1dLdJwnLrLZrOUTCYpnU7TgQMHKB6P07Fjx+jQoUPU3t5O\\/f395LquSOnV1NSQ67o0MDAg2kREol1jEY8FSblfmerq6igej9O8efPovffeo6VLl5IiJ5LPJfX19eGee+7xiFyZU8slhmVuZL1JRGhoaMDatWvx9NNP46233kJfXx8AwHVdDA4OIpPJiEyL67rI5XLI5XLIJ\\/CRyWSQTCZFuM9xHBw6dAjbtm3DHXfcgaampoKcJ\\/vbpVyFskayOmEVtmTJEnR3d+Ps2bPnXiwnk0k88cQTnoGPxWIgySEnXxBiIpcsLpcvX45nnnkGXV1dAADbtmHbNhzHgeu6GI1c1x3xmaGhIWSzWfF\\/d3c39u3bhxtvvBHz5s0ToleeaFVVVUX3YSTrmIhQU1PjGcsrrrgCiUTi3LpC2WwWO3fu9Ay2HDpjvVPOyJGqqli7di1efPFF0WHmNOY227aHgZXNZmHb9qiAy2C6riue59cAsGfPHjzwwAOor68XkqMcEkmOiftduQcffPDcBTAymQzee+89MVML+ZTFzt5CFRLM4bK129zcjD\\/+8Y9C1GYyGaRSqYJAlosYWNd1kUqlxL3W1lY0NTVBVVXPxGajiMeD3ytGZHOfeaIw1waDQRFbnnRgAWDFihVFN7oYYPmezAFsKd53333o6ekRA55Op5FOp4XYHUv0lgNY1tXxeFyI\\/SeffFJMbjmhwcBallV0kYDMsTwOLAGXLl2K06dPTy64APDb3\\/5WNCIcDo87uiQDywMkd3DWrFnYvn27B9RcLifqipAXofL\\/kwUsAAwMDAB5fc6S48SJE1i\\/fj3Ip2vnzJnj6Wcx4tg\\/sWWJ9cgjj8B13ckBFvlSFvYhCxV5TYRjuXKC8jHU9957TwxyMplEOp1GJpMRQGazWY\\/VO5nAuq6LdDoN13WRSCSAvE5HPv129913CzA46sXjUgqwuq57AOXonWVZeP7552HbdvnBdV0X3\\/zmN0VD\\/HphIsByIZlhGFi4cCGOHz8uAJVFrW3bHkPnXHFsb2+vaAf\\/HqsC27YRj8fx2GOPQVEUj27l2HIp4pizYXyPQb\\/sssuQyWTKC6zjOPj1r38Nyit0OStTDlHMgffm5mYcOHAAyFdcMIhnz571+J5M7JdONrBM6XQayIdP\\/W0BgEceeURwHpVYiCcbYqZpDpsQoVAIjz\\/+OFAuXes4Ds6cOYPGxkbx46PV7Y5XFF966aU4ePAgAKC3t1cM2pkzZzyDl06nkUqlkEqlJo1b\\/cBms1m4rit+L5lMDnu+t7cXALBp0yYRdy7FY\\/Cn9viSLeRIJIJPPvmkPOA6joOf\\/exnwkplHcDBCDlAPl5gly9fjkOHDgnuYCOJOZZ9VD+HsN6bbGDZrWKpwSS7Qci7YQBw0003ibEqBlw5asfjK6cbmaFUVcWmTZvKY0jF4\\/FhoTB\\/lsKfHPdfJEVWyGdBNjQ0oK+vD8lk0sOBkwXYZJAsonkSXHPNNZ7+c4LEn1sudvz4c7W1tfj73\\/+OVCo1fnAB4Omnn54wsFyaKc\\/eUCiESCSCrVu3eqxdJsdxigoRVgplMhkhYXp6erBnzx4sWrTII2rJZ\\/2XwhjV1dWCuzdt2gRMRBwfOnQILS0tEwbWH03izz766KMFxSkH7Dn+OxVIjlAxBz\\/55JMiaSCDKbs0xQIrh2xDoRB6e3vHB2wmk8ETTzwh9OBERTFfXPWwZMkSEVGRA\\/isT6cSqAxkNpsVrwcHBxGPx7FhwwZYluWpupSNRrnKY6SLn5WNq2eeeWZ8urazsxNXXnmlkO8TFcUsjjjA8dprrwFS0J2BnGqgIi+GZcOPRXIul0Nra6tIYxbiWq6gGO2SLWPK+7fNzc3o7u4uDVjbtrFz505EIpGycCyXp\\/DM47paSJbkVCcGU7ai2S1at26dGC\\/m2kLluKNJPH\\/NNRHh3XffHTGtpxa6qSgKvfDCC5RKpYatAB8POY4jKilaWlro0UcfFd87VnXFVCi7BSAWRwMgTdMokUiIVe\\/3338\\/NTU1EeUXWdM4+sULtuWKlJ07d5LjOCU1VCj9QutKx2s86bqO3\\/3ud2KW84xmC7iQFTwVRDJLHdntYWK\\/lxei+cOFXA5bjI5lPc0cu3z5cpw+fbq4GZLL5fDOO+8MW0U+kUt2dTo7O0Wnp5I7Uyr5Ewg7duwYVxGcrJtldcbrnbZu3VpwDe4wUZxOp2nHjh0FN+YYL6mqStlslu666y6qr68Xm4G4rluaKJmiZFkWLViwgGbNmkWUHw9N08TGJmORPEYshl3XpXQ6TX\\/729\\/Isqyxv6S9vV3U95Q6s0a6mFvffvttYJQylulE\\/iRCb28vbr31VmFMlioN\\/ckWtqrnzp1bMJ3nmTK2bePzzz+nzs5OCgaDpChKWThKVVWaM2cOXX311UIKjNeImIqUyWQoFovRHXfcQZZliV1rSDKmxiL\\/cwDIsiw6c+YMHThwYNjzHmA1TaPW1laiPPuXa9BzuRytW7eOwuEwZbNZId4zmcyEa46nAnF\\/N2zYIIDljcOKBdZPtm2T4ziUy+XojTfeGLbBmQfYdDpNH330EWmaJgqhDcMYd4eYHMeh66+\\/\\/ssfzOsVAOQ4zrg7NpWIi8tra2uptrZWuERcuF4M5XI50nWdVFUVmDiOQ6qq0q5du4ZJVg+wR48epWPHjgm\\/k6vmJ0qLFy+mK664gkgSvbyf4YVCvEHY5ZdfTpRfQVDq2PLmYjxReHOxzz77jBKJhPdZftHf34+DBw9Sb28vUX6ZBoCiZ9RodNVVV9Hy5cuJ8h2ULbsLQRQ7jiO47Oqrr6ZgMCi4thiSpRzlx5BBzmaz1NfXJ5aeiM\\/wi0gkQnv37qVEIkGKooioU7Gzin9c1\\/Vhn1m5cqUwyQOBgHhWfj2VSd5ZVTaMmBjA\\/v5++s53vkN1dXVCFBdDPPmZ67PZrLjH+vrDDz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\"},{\"id\":\"342295e5-6b78-469d-bf54-a1313377f85d\",\"height\":30.66,\"width\":18.92,\"perime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\"},{\"id\":\"c4da7cdd-03ad-4e09-b633-2f573bbac8d1\",\"height\":30.14,\"width\":28.03,\"perimeter\":115.8,\"area\":334.26,\"image\":\"data:image\\/png;base64,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y+Xi59V0Vn6yoWkaVqxY0atjRTQaxYwZM7j6pyNXT1USPWkV0ZvmcDhMrtTbbrstI82S1QQAq1ev5upUlGAZJ4Zs9uAzzzyTltozDAMPPvgg\\/xyfz2dK+5HVLMxSiTFq1CgO8rRp0\\/D3v\\/996KjjRBSLxXhwXwRXJrKSClySmC984Qs4ffq0FCNjsRi2bNkCTdN4QTiBY\\/WRyw5VVfmi0DQNLpcLO3fuHDJVjD0SAPzjH\\/9AYWFhwnTOTMCl\\/dzn8+HOO+9MCW4oFEJTUxMvCrd+jmiZi6WnyQYZYeLfP\\/zww0MfWCIqTSFJkwVYVi0Tk\\/fs2ZMUYAD4zne+Aya4F8VnOZ1OeDweaZVMcWhxi5k1a9bQVsWJCAAWLVrE9ym7wM3Ly+OL5tZbb+0xPqrrOg++i9JmldB0it1oHg6HA36\\/H2PHjsXx48cRDAaHF7iGYeDIkSP4zGc+Y9uem6gUY+fOnd0kBwA++OADXHzxxfy5zGI0aZpmqoOSlV5yL+bn5+PFF18c9PXGvSYAePPNN7mEMEsBFGUryKptAldUi5WVlfjoo484wNQ\\/Ys6cOSYgZRaPqGHEI4\\/SlWpDn6tpGh544IGsr3Pqc2ppacGjjz5q2nupDtXKfFnVSMkB9Ltly5bxs288HseqVatM+dQUsZJR+2Sw0fNVVeULktJtKIyXbVUSA0Ktra248MILTYaN1bkh47inEhQmJAewroS22tpatLe34+jRo7xKkeqcZKTWarDRdyRg6f+9Xm\\/2p8v0JwHASy+9hHHjxpkMGtGvK6OaRcbT+4j58+bNw7333ouvfe1rfH8WM0BkSizFdFZN00z7MBlyW7duHX7WcSqiRiHMktguGjayw+PxdLN6KfMhkaqX7VlBatfn8\\/Hnezwe\\/vt77703B2xPFAwGceutt3IwiKnpFFmJoCZyPPj9fi6x4plYBlyxyRctQlok1157Ldra2nJGVE\\/U0dGBw4cPo7y8nLvtiJEy0RmrZV1YWNgtuiPmGFN2SDollvn5+VzlX3DBBfyZBw8eHD5eqN6Sruv4wx\\/+YHIBpqOSae9NtBhIQkULVwzRybg3meVMHggEcMcdd+TUsSzpuo5ly5bB4XDw0CAZPmKmvsPhsDW\\/SWaIFrbT6cTChQthGEYOXFmixmaVlZWmeiO\\/328Ck8BPN+85kyE6ViZOnIhIJJIDNl0Kh8N49dVXeWmoqGZJYkUr2s7E8Z6GaGEXFxfj7bffzgHbWxKD+5Tryyy9J1gagfRMBxlnmqZh+fLlOWAzpePHj+PGG2\\/kxov1WOT1em1LYEs16Gi1ZMkSnDp1KmcdZ0rhcBh\\/\\/etfTY4NsW+zndmJMmP06NGor6\\/PSa1d1NnZiZdeeslUpyuC3ds02d7subt27Ro0bQsHDcXjcVRXV\\/PaWLGpdH\\/tuQ8++ODANyEZigQA77\\/\\/Pi677LJubkUlzer9ngY5KcR9nIyo2bNno62tLQdsXxEAPPXUU2CWkKCdey61mqfX1Kavvr4+J7V9Ta2trbjnnnt44provbJjiOdl2td37dqVM6D6g9B1\\/dynPvUpMMGhYecNKmI66w033DCojzzJ7xjLMlIUReno6GCrVq1iRUVFzDAMpus6i0QiGT\\/b5XKxWCzGnE4nY\\/8vMWGKoqS8hi1HNhIAnD17FrNmzUIgEOiWM9XbIXZLpSgRYwwffvhhTi33F7W3t+Puu+9O2CreTrXMutoSTZs2LZfs1h8EAO+99x5vpkKg2hH6E5upWDM1+uziiBz9nwAgEong0ksvNQXkrTW\\/vR2JnCFkkft8vr6\\/Y2A4UywWw8qVK029Ja3d5TIFNxHAVDN05ZVXSlcP5igNIgeG6GQQszLsOutac6aYpQnnj370o9z+ayfpuo4TJ05g6tSpJvUptv61K91G6aGjndJVue9yufD000\\/nALaLAGDJkiUmo4csWWu6aV+BywTf8+TJk3H48OFcdChTAoCXX36Zq2EmNBljlouZ7AI4WQjR5\\/PB6XRi8eLFg6dfYzZSJBLB0aNHUV5ebmqPLxaKEah2Bg96spqp5IR8zlu2bBnUrskBJQC46KKLTCE9a0WBHUcgWWm2tlhyOBx45ZVXctZzuqTrOh555JG0W+mLpZbW0k9r+yFr\\/a9scbd4xc4VV1zRL32fhwwBQFtbG3w+HzweT4938CQa1pRXZgm+i+k51gxKmXISq7bweDx45JFHctIrQwDw73\\/\\/G4sXL+4mcbJSKy4Eaxc40R8t9j9O95ZM0ZoeN24cdu3aldt\\/UxEA3HbbbVzt0R4ro5atl00plitvCBgRYLHgLBW4ia61o2dddNFFaG1tzWVr9ESGYeDpp582MZHSaWQKwkiaElnOJP3UnUasiBdv9Uo2xAucadGJ28B3v\\/vdnPQmIrpZrKKiwmS8pKOWmaV7G7PkWn32s5\\/F9773Pf7aupfLqmVrM1LxNq+HH344t\\/9a6cyZM1i2bFlSFZpqWFNdxQr48ePH49lnn0VDQwOuu+46kxTLVtbTohNLOsXzttvtxoQJE3Ds2LHBdWdBX1JbWxtvmZDoKhqxkYkMuNQ2SOxhsWbNGrS3twMA9uzZg6KiItOd8jLF1+LlxfRzoq6zM2fOHJBby7KOAODQoUO8gUgmg5httZZnz55t8gMDwKZNmxLew2c1wsSFlurzKTTo9\\/uxbt26XHChpaUF8+bN46mqmQzr1S4ulwslJSV48803u2VRhEIhzJo1i+dfieo1E3BJ3ZeXl+OVV14ZvuoZAG8wJrvnpdoPRWvZ6XRi7dq1CR38APDWW2+ZrGBqzGmVZBmVTeCSjeDz+TBz5ky0tLQMPwMLAHbv3o2xY8dKnzNl1DIT\\/M9VVVVJu8tEo1HenoH1kIkh\\/i7V51PjFDGva+XKlcMrNBiNRtHY2IjZs2eDWa5As2PPZYxhwoQJeO+995JKTTwex7lz5\\/CVr3ylm8tSBEtWs5Bqp2I1+j5\\/+tOfho\\/0UkMTZrnAItMhWtRr1qyRYigAvP322ygqKjJJrWJp1in7Ha0+bI\\/HgylTpqRcaEOCmpub8fzzz5vaxDNJ364suAsXLkRTU5M0I0OhEO666y5Ttzqr5MpqDvH9oiPmhhtuGNoNyADgyJEjmDJlCgdWvMnDDrU8ZsyYtK8+B4DGxkaMHDnS5N2yGksye26i1vnU3mj79u04ffr00AQYABYsWMDv3FHSbCImWrXWlkX087Zt23rVwNowDLz11ls8IEDaRHSMyH7PnsbEiRPxwQcfDD31DABr165FaWmpacKJHAk9DbHnlGiV0hUvc+fORUtLS68ZBwC\\/\\/OUvE5aFWq3o3o5FixYhHA4PjaveWFfTkv3796OsrKybtCWKjyYDV5R08ecJEyakrY4T0enTpzF16lRudYvBfbvGqlWrhob0hsNhBINBXHvttXxyeXl53RLcZMAV63dErxJjDD\\/\\/+c9tOU9S8ruoSWSvnUk1RC01JLxXhmHgvvvuM02SYqCic19GLZPRYt2rv\\/rVr9qax3T+\\/HmsXLmymxvSDoDJ933JJZeAFr5d37tfic6Qfr+f33OnCOUf6VzrwgSjRjzPFhcXY\\/\\/+\\/baqOcMwEAwG8aUvfcmW68xp0GKhZ65YsWJwqmcAaG1txcSJE\\/nljOLFD6L0ygJMxxH6++Li4j7bv8LhMGpra+F2u00WdCaD+MCEOPVf\\/vKXjIzAAaGOjg7cfvvtpntuRfUqAiqbUE7STpGbuXPn8hhtX8whFAphwYIFtkqvqK08Hg\\/Ky8tx9OjRwSPBAPDCCy8krMZLNhQhlmo1mMQ9S1VVjBo1qs\\/rZSn1p7CwkLsixaBAuvf8WW\\/RpkYtN9988+AAFwAOHjyIK664wgSQbFJ5orxjSkgTF8jGjRv7JRkcALZu3cq3BfFfUeOk07bBWpE4ZsyYwZH7bBgGbr75ZpP0KZbshmRqN5E0WyXk85\\/\\/fL8WYRmGgerqatN3sKpqWc0kLgrxPRUVFTh06FD2AgwAv\\/vd7\\/hKtt7tk2pYHRSJFsSkSZPw8ssv9ysTdF1HQ0MDKisru6nYdKx9km7xYitR+m+55Ra0tbVlH8AAsHPnTpSXl3MpJFBlz4iiJW19D0nKQN3dAwBPPPEEFEXh8WePx2PKh5YFV5RkCjRQuPAb3\\/hGdoELACdOnODRHrrSRUlQ3pGuBIvqb+HChfjPf\\/4zYJMPBoO8GsLj8aTdHsmaviPyRfRn79ixI3sAbm5uxt133w0m3NtDFe+Jgt6phnhUIMkoLy8f8CbWANDQ0IDx48eb2vKne6lVovM9ZU4yxvDpT38aR48eHfjsScMwsHfvXv7FRWmzXtMiywDrudfn8+H+++\\/PitWs6zqefPJJvoBp65Gt7BfnZgWXnqOqKpYvX97jxc79QhTkvuyyy9JSTzL7khi8nzNnDogGbLICdXZ2oqamptuCJV85tXVIp\\/RUVNckHE899dTAzRkAbrnlFu5YyBRYknxRAxQUFOBvf\\/tbVmXwo+vm7FGjRpk66qQCLR1eFBQUoKysDCdPnuz\\/3hsAsHnz5rRUUqohhvSIGbKJbv1NAPD444+DCXZGMgBlwCU+igblokWL+rdyEACampp4VkU6VXiphuj0mD59elYCSxSJRLBgwQKuZUgVi0ns6apkMeZLW9Svf\\/3r\\/uNDS0sL99iIVnGmwNIi8Xg8KCsrQ11dXVaDSwl\\/paWl3YrJaP9NR6uJ3jixe09ZWRneeeedvucF5RklUqmZgiv6XNevX5\\/VwBJFo1E888wzParZdI6BtBhokYvXuX7xi19Ec3Nz3\\/HDMAw8++yzuPjii03RGztvwszLy0NVVdWgugkEAL7+9a93c5lac59lBh0f6T15eXncKl+7di3O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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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","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":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"164","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":83.93,"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":14,"perimeter_of_sign":120.94,"nested_area":54.75,"occupied_area":26.21,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":20,"other_dimension_of_sign":83.93,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1372}},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Looking up SignType {"data":{"sign_type":"Flat Cut Acrylic Letters"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":10,"formulas_count":27},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Retrieved Variables List {"data":{"sign_type_id":10,"variables_count":10},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Merged material items {"data":{"formulas_count":27,"items_count_after_merge":27},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Merged variable items {"data":{"variables_count":10,"items_count_after_merge":37},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Initializing MathExecutor {"data":{"variables_count":184},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: MathExecutor variables set {"data":{"variables_count":184},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: NEAREST_INCH called {"data":{"input_value":"1","sign_type":"Flat Cut Acrylic Letters"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: NEAREST_INCH result {"data":{"input_value":"1","closest_inch":0.984},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Formula executed successfully {"data":{"name":"Sign Depth/Thickness","expression":"NEAREST_INCH(sign_depth_or_thickness, sign_type)","result":0.984},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"73.62389"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"752.96799"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.008685211893600003},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * material500611","result":8.685211893600002},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0006898078850000002},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * material500214","result":0.6898078850000002},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.006579705980000002},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * material501055","result":6.579705980000002},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.426 * weight_material502098 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.426 * material502098 , 0 )","result":"0"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.01352289224"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.41 * material502098 )","result":"13.52289224"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00656308884"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.21 * material502131)","result":"6.56308884"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0087876888"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"8.7876888"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00070116992"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.08 * material501680)","result":"0.70116992"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":9.10591311172},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable56 * nested_area","result":41.0625},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2 * 0.75, 0 )","itemDenseWeight":"31.2075"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), ( 4 * sqrt(nested_area) * 2 * weight_material502074 ) / 144, 0 )","itemDenseWeight":"0.41107357185969"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] 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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Total Cost formula detected {"data":{"item_id":63},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Formula calculations completed {"data":{"total_items":37,"successful_calculations":36,"errors_count":0},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":850.64996867032,"totalDenseWeight_before_formula":105.2879931374183},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable57","computed_totalCost":935.7149655373521},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Flat Cut Acrylic Letters","objects_count":14,"totalDenseWeight":0},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":14,"sign_depth":"1"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":10.69,"height":29.79,"depth":"1"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":10.69,"height":29.61,"depth":"1"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775195485_bc63a6d5b4623b604234c05d3b7f10d8","bins_packed":[{"bin_data":{"w":16.9,"h":30.96,"d":28.33,"id":"unique","used_space":70.9277,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":30.96,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/547829e6250095291ce661c0f3fd9b65/1775195485-9226-8860461.svg","items":[{"id":"item-3","w":10.99,"h":30.09,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/547829e6250095291ce661c0f3fd9b65/1775195485-9214-8732755.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":10.99,"h":29.91,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/547829e6250095291ce661c0f3fd9b65/1775195485-9216-8465665.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/547829e6250095291ce661c0f3fd9b65/1775195485-9216-1702767.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-9","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/547829e6250095291ce661c0f3fd9b65/1775195485-9217-4022227.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":20.45,"h":22.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/547829e6250095291ce661c0f3fd9b65/1775195485-9218-2172726.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels 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deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-14","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/547829e6250095291ce661c0f3fd9b65/1775195485-922-3412173.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":24.3,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/547829e6250095291ce661c0f3fd9b65/1775195485-9221-9844499.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-11","w":24.3,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/547829e6250095291ce661c0f3fd9b65/1775195485-9221-3692112.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/547829e6250095291ce661c0f3fd9b65/1775195485-9222-6162304.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/547829e6250095291ce661c0f3fd9b65/1775195485-9223-3862037.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/547829e6250095291ce661c0f3fd9b65/1775195485-9225-1692148.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-13","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/547829e6250095291ce661c0f3fd9b65/1775195485-9225-5398452.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:25] local.INFO: Box added from packed bin {"data":{"length":28.33,"width":16.9,"height":30.96,"denseWeight":0},"timestamp":"2026-04-03 05:51:25"} 
[2026-04-03 05:51:26] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":30.33,"width":18.9,"height":33.21},"quantity":1,"denseWeight":1}],"cheapestShippingCost":587.63,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":0,"rate":810.615,"tariffAndDS":810.615,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1307.0356259999999,"totalShipmentCostFormula":"((tariffAndDS (810.615) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1307.04","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":0,"rate":457.61,"tariffAndDS":457.61,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":737.8503640000001,"totalShipmentCostFormula":"((tariffAndDS (457.61) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 737.85","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":0,"rate":"587.63","tariffAndDS":587.63,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":587.63,"totalShipmentCostFormula":"(((tariffAndDS (587.63) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 587.63","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":0,"rate":406.25,"tariffAndDS":406.25,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":655.0374999999999,"totalShipmentCostFormula":"((tariffAndDS (406.25) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 655.04","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":0,"rate":636.25,"tariffAndDS":636.25,"fuelSurcharge":"0.475","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1088.62375,"totalShipmentCostFormula":"(( tariffAndDS (636.25) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.475)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1088.62375","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":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":184.375,"rate":483.45,"tariffAndDS":667.825,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1031.418325,"totalShipmentCostFormula":"(((tariffAndDS (667.825) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1031.418325","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":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":0,"rate":1075,"tariffAndDS":1075,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1075,"totalShipmentCostFormula":"((tariffAndDS (1075) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1075","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":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":184.375,"rate":483.45,"tariffAndDS":667.825,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1031.418325,"totalShipmentCostFormula":"(((tariffAndDS (667.825) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1031.418325","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":85,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":184.375,"rate":550.5,"tariffAndDS":734.875,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1134.742375,"totalShipmentCostFormula":"(((tariffAndDS (734.875) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1134.742375","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":85,"career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":184.375,"rate":619.26,"tariffAndDS":803.635,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1240.7015350000001,"totalShipmentCostFormula":"(((tariffAndDS (803.635) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1240.701535","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-04-03 05:51:26"} 
[2026-04-03 05:51:26] local.INFO: Yes Factor Founded {"data":{"sign_type":"Flat Cut Acrylic Letters","productCostFactor":"1.25"},"timestamp":"2026-04-03 05:51:26"} 
[2026-04-03 05:51:26] local.INFO: Product cost factor determined {"data":{"sign_type":"Flat Cut Acrylic Letters","productCostFactor":"1.25"},"timestamp":"2026-04-03 05:51:26"} 
[2026-04-03 05:51:26] local.INFO: Final API Response {"data":{"sign_width":"164","sign_height":83.93,"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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W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1372},"TATDays":14,"testDenseWeight":115.81679245116014,"vendorName":"EpicCraftings Pakistan","quotationId":1372},"timestamp":"2026-04-03 05:51:26"} 
[2026-04-03 05:51:26] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 05:51:26"} 
[2026-04-03 05:51:27] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-03 05:51:27"} 
[2026-04-03 05:51:27] local.INFO: Incoming Request {"data":{"sign_type_name":"Flat Cut Acrylic Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":83.93,"sign_width":"164","dimensions":[{"id":"eff675ec-a677-4d50-bb37-a3d64cb4dab9","height":21.9,"width":20.15},{"id":"22da7a7f-ce35-45bb-996a-111220f68213","height":22.78,"width":19.97},{"id":"2949cf23-ec3d-4038-bf7a-c6ad13cfaee2","height":29.79,"width":10.69},{"id":"5d82818b-5c68-4e1c-a72b-06af181bbe69","height":30.14,"width":24},{"id":"fa655fa2-2940-4d2a-bf12-35cb2bfa73fd","height":30.66,"width":18.92},{"id":"342295e5-6b78-469d-bf54-a1313377f85d","height":30.66,"width":18.92},{"id":"c4da7cdd-03ad-4e09-b633-2f573bbac8d1","height":30.14,"width":28.03},{"id":"23a18438-8877-4f85-94ea-6c3c5c7731d9","height":21.9,"width":20.15},{"id":"0fd148e2-10d1-452b-bbde-8d359b23e432","height":22.78,"width":19.97},{"id":"03be414e-b764-4e92-a143-5082c85f8dfc","height":29.61,"width":10.69},{"id":"6d1a734f-ffb5-43fc-b227-c2247d59f3d8","height":30.14,"width":24},{"id":"bddafa8c-de44-4d8d-baed-cc61e96efbc9","height":30.66,"width":18.92},{"id":"7a4216d8-0160-46dc-b321-98e70dee3740","height":30.66,"width":18.92},{"id":"19d4bb16-cdf6-434a-8636-ea95e5bae7f8","height":30.14,"width":28.03}]},"timestamp":"2026-04-03 05:51:27"} 
[2026-04-03 05:51:27] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-03 05:51:27"} 
[2026-04-03 05:51:27] 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":83.93,"sign_width":"164","dimensions":[{"id":"eff675ec-a677-4d50-bb37-a3d64cb4dab9","height":21.9,"width":20.15},{"id":"22da7a7f-ce35-45bb-996a-111220f68213","height":22.78,"width":19.97},{"id":"2949cf23-ec3d-4038-bf7a-c6ad13cfaee2","height":29.79,"width":10.69},{"id":"5d82818b-5c68-4e1c-a72b-06af181bbe69","height":30.14,"width":24},{"id":"fa655fa2-2940-4d2a-bf12-35cb2bfa73fd","height":30.66,"width":18.92},{"id":"342295e5-6b78-469d-bf54-a1313377f85d","height":30.66,"width":18.92},{"id":"c4da7cdd-03ad-4e09-b633-2f573bbac8d1","height":30.14,"width":28.03},{"id":"23a18438-8877-4f85-94ea-6c3c5c7731d9","height":21.9,"width":20.15},{"id":"0fd148e2-10d1-452b-bbde-8d359b23e432","height":22.78,"width":19.97},{"id":"03be414e-b764-4e92-a143-5082c85f8dfc","height":29.61,"width":10.69},{"id":"6d1a734f-ffb5-43fc-b227-c2247d59f3d8","height":30.14,"width":24},{"id":"bddafa8c-de44-4d8d-baed-cc61e96efbc9","height":30.66,"width":18.92},{"id":"7a4216d8-0160-46dc-b321-98e70dee3740","height":30.66,"width":18.92},{"id":"19d4bb16-cdf6-434a-8636-ea95e5bae7f8","height":30.14,"width":28.03}]}},"timestamp":"2026-04-03 05:51:27"} 
[2026-04-03 05:51:27] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Flat Cut Acrylic Letters"},"timestamp":"2026-04-03 05:51:27"} 
[2026-04-03 05:51:27] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":10},"timestamp":"2026-04-03 05:51:27"} 
[2026-04-03 05:51:27] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":10},"timestamp":"2026-04-03 05:51:27"} 
[2026-04-03 05:51:27] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-04-03 05:51:27"} 
[2026-04-03 05:51:27] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":10},"timestamp":"2026-04-03 05:51:27"} 
[2026-04-03 05:51:27] 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":83.93,"sign_width":"164","shipping_weight":62.5,"shape":"rectangular","dimensions":[{"id":"eff675ec-a677-4d50-bb37-a3d64cb4dab9","height":21.9,"width":20.15},{"id":"22da7a7f-ce35-45bb-996a-111220f68213","height":22.78,"width":19.97},{"id":"2949cf23-ec3d-4038-bf7a-c6ad13cfaee2","height":29.79,"width":10.69},{"id":"5d82818b-5c68-4e1c-a72b-06af181bbe69","height":30.14,"width":24},{"id":"fa655fa2-2940-4d2a-bf12-35cb2bfa73fd","height":30.66,"width":18.92},{"id":"342295e5-6b78-469d-bf54-a1313377f85d","height":30.66,"width":18.92},{"id":"c4da7cdd-03ad-4e09-b633-2f573bbac8d1","height":30.14,"width":28.03},{"id":"23a18438-8877-4f85-94ea-6c3c5c7731d9","height":21.9,"width":20.15},{"id":"0fd148e2-10d1-452b-bbde-8d359b23e432","height":22.78,"width":19.97},{"id":"03be414e-b764-4e92-a143-5082c85f8dfc","height":29.61,"width":10.69},{"id":"6d1a734f-ffb5-43fc-b227-c2247d59f3d8","height":30.14,"width":24},{"id":"bddafa8c-de44-4d8d-baed-cc61e96efbc9","height":30.66,"width":18.92},{"id":"7a4216d8-0160-46dc-b321-98e70dee3740","height":30.66,"width":18.92},{"id":"19d4bb16-cdf6-434a-8636-ea95e5bae7f8","height":30.14,"width":28.03}]}},"timestamp":"2026-04-03 05:51:27"} 
[2026-04-03 05:51:27] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-03 05:51:27"} 
[2026-04-03 05:51:27] local.INFO: Input Parameters {"data":{"dimensions_count":14,"shape":"rectangular"},"timestamp":"2026-04-03 05:51:27"} 
[2026-04-03 05:51:27] 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":"2026-04-03 05:51:27"} 
[2026-04-03 05:51:27] local.INFO: Sign Type Lookup {"data":{"sign_type":"Flat Cut Acrylic Letters","found":true,"sign_type_id":10},"timestamp":"2026-04-03 05:51:27"} 
[2026-04-03 05:51:27] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":10,"has_module":true},"timestamp":"2026-04-03 05:51:27"} 
[2026-04-03 05:51:27] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-03 05:51:27"} 
[2026-04-03 05:51:27] local.INFO: Flat Cut Acrylic Letters Detected {"data":[],"timestamp":"2026-04-03 05:51:27"} 
[2026-04-03 05:51:27] local.INFO: Resolved Depth Range {"data":{"input_depth":1,"matched_depth":1},"timestamp":"2026-04-03 05:51:27"} 
[2026-04-03 05:51:27] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":5.0},"timestamp":"2026-04-03 05:51:27"} 
[2026-04-03 05:51:27] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-03 05:51:27"} 
[2026-04-03 05:51:27] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1959.8,"dimensions_count":14},"timestamp":"2026-04-03 05:51:27"} 
[2026-04-03 05:51:43] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"164","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Flat Cut Acrylic 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":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php3DB7.tmp"}},"file_present":true},"timestamp":"2026-04-03 05:51:43"} 
[2026-04-03 05:51:43] local.INFO: Validation Passed {"data":{"sign_width_or_height":"164","user_input_dimension":"width"},"timestamp":"2026-04-03 05:51:43"} 
[2026-04-03 05:51:44] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":14},"timestamp":"2026-04-03 05:51:44"} 
[2026-04-03 05:51:44] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":14},"timestamp":"2026-04-03 05:51:44"} 
[2026-04-03 05:51:44] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":14},"timestamp":"2026-04-03 05:51:44"} 
[2026-04-03 05:51:44] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":14},"timestamp":"2026-04-03 05:51:44"} 
[2026-04-03 05:51:44] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"164"},"timestamp":"2026-04-03 05:51:44"} 
[2026-04-03 05:51:44] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"164","file_size":46403},"timestamp":"2026-04-03 05:51:44"} 
[2026-04-03 05:51:44] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":347,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.61,"bounding_box_area":454,"exact_perimeter":108.35,"approximate_perimeter":100.53,"convex_hull_perimeter":68.97,"perimeter_pixels":618.4163056034271,"original_contour_point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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":302,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.72,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.67,"convex_hull_perimeter":84.95,"perimeter_pixels":562.5929291125638,"original_contour_points":122,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5144,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":302,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.23,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":352,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3465},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":752,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.81,"bounding_box_area":441,"exact_perimeter":113.79,"approximate_perimeter":107.8,"convex_hull_perimeter":82.13,"perimeter_pixels":649.4356415871832,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1629,"perimeter_to_area_ratio":0.6781},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.64,"bounding_box_area":454,"exact_perimeter":108,"approximate_perimeter":99.98,"convex_hull_perimeter":68.97,"perimeter_pixels":616.4163056034271,"original_contour_points":211,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3056,"perimeter_to_area_ratio":0.3808},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":11,"position":{"x":304,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":399.37,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.82,"convex_hull_perimeter":85.01,"perimeter_pixels":562.5929291125638,"original_contour_points":116,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5165,"perimeter_to_area_ratio":0.2468},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.81,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":13,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.17,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3465},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-03 05:51:44"} 
[2026-04-03 05:51:44] local.INFO: Nested area calculated {"data":{"nestedArea":7884.106399999999},"timestamp":"2026-04-03 05:51:44"} 
[2026-04-03 05:51:44] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"af495ea4-f723-42f2-9c0d-c4566fbe157a","height":22.78,"width":19.97,"perimeter":108.35,"area":283.61,"image":"data:image/png;base64,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"},{"id":"88d3b5ba-e10a-4548-9a5e-22797c62186b","height":30.66,"width":18.92,"perimeter":98.57,"area":397.72,"image":"data:image/png;base64,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"},{"id":"f5408676-6093-42aa-8cd4-6d9a73d43f67","height":30.14,"width":28.03,"perimeter":115.8,"area":334.23,"image":"data:image/png;base64,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"},{"id":"a26cbd02-74ab-4450-b6fa-f4b14261c4de","height":21.9,"width":20.15,"perimeter":113.79,"area":167.81,"image":"data:image/png;base64,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"},{"id":"4ca69f8d-5de3-46cf-bde0-3202c5843e71","height":22.78,"width":19.97,"perimeter":108,"area":283.64,"image":"data:image/png;base64,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"},{"id":"f5b1c222-9e54-4497-b3d5-55f4237388e9","height":30.66,"width":18.92,"perimeter":98.57,"area":399.37,"image":"data:image/png;base64,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"},{"id":"af435855-dbf1-40b3-a0d7-ced428e70f81","height":30.66,"width":18.92,"perimeter":98.57,"area":397.81,"image":"data:image/png;base64,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"},{"id":"f2bac152-8537-44fa-a991-dca684bdee91","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-03 05:51:44"} 
[2026-04-03 05:51:44] local.INFO: Number of letters detected {"data":{"noOfLetters":14},"timestamp":"2026-04-03 05:51:44"} 
[2026-04-03 05:51:44] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1451.2399999999996,"perimeter_in_feet":120.94},"timestamp":"2026-04-03 05:51:44"} 
[2026-04-03 05:51:44] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[167.67,283.61,127.16,177.37,399.47,397.72,334.23,167.81,283.64,127.07,177.37,399.37,397.81,334.17],"actualFilledAreaSum":3774.47},"timestamp":"2026-04-03 05:51:44"} 
[2026-04-03 05:51:44] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":26.21},"timestamp":"2026-04-03 05:51:44"} 
[2026-04-03 05:51:44] local.INFO: Average character height calculated {"data":{"avgCharHeight":27.997142857142858},"timestamp":"2026-04-03 05:51:44"} 
[2026-04-03 05:51:44] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":479.0,"ratio":1.9540709812108559},"timestamp":"2026-04-03 05:51:44"} 
[2026-04-03 05:51:44] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"164","otherDimensionOfSign":83.93},"timestamp":"2026-04-03 05:51:44"} 
[2026-04-03 05:51:44] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"15744\" height=\"8057.025641025642\" viewBox=\"0 0 936 479\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":347,"width":114,"height":1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tP3Xo0CF0dnbi8ccfx4cffog9e/bg8OHDSCQSMAwD6XR60PsFg0EQEVpaWrBw4UJ0dHRg8+bNNHfuXLS3t8NxHBARDMOoGVKrjkAiokQige7ubvz1r3/F+vXrsWXLFhARbNuGoigIBAIAgGQyKfYeU9Vzjwau64KIkEwm0dXVhS1btmDTpk3IZrOwLAtjx47F1772NXznO9/B8ePHady4cTUhnVVDIBHRiRMnsG7dOvz973/H22+/je7ubqiqCr/fj0Qiwd9DKpUS/yNHjuu6g5aRyWTE/0woAKRSKRw+fBiffPIJNm7ciBkzZuC73/0u9u/fT5MnT4Zt2wiFQlVP5nkHEVEmk6G+vj569NFH6eqrrxbbMgYCAbG9IgDSdV1szShv3WgYBgUCAc8WjoUuwzBI13VSVdVzD76PZVnitWVZpKoqtba20v33309nzpyhvr4+omK2FMzD6tWrB5Q31IvrPnXqVNqzZ0/JdSkbiIhs26Z3332XfvSjH1EwGPQ0rkyUrusUDAbFA+i6TpqmkaZpBUktphEMwxB7cGqaNqBDFLrvihUr6IMPPiiZxFFHIBFRZ2cn3XfffTR+/PgBhFXTxSRzw40fP55+85vf0JkzZ4om8g9/+AMZhlH7BBIRRSIReuqpp2js2LGEnJqUJaDaLplAy7IoEAgQAPr6179O77zzTlEkPv/887Utga7rUjqdpjVr1lBHRwcBoGAw6FGXfr9/xMkqRgK50/Hf3//+9+Q4zjmJXLVqlWcsrykCiYg+/fRTuvvuu8myLDGWIWcohMPhESepWAINwxCqUFVVampqIgC0ePFi6u3tPSuJL7zwAum6XnsEEhHt3LmTFi1aJNSkLHVyr5aJraYrn8BCEtnW1kZz586lt99+uyCJa9asKVt9zhuBRER/+tOfqLW1VRTOJGqaRqFQSLzf0NAw4kQVQyAkK1jeaZ6/O3v2bHrnnXfItm1Pw77wwgsFXZeqJZCI6Pnnnxd63zAMsiyLfD4fNTY2eohjUstlpVWSQNM0PfVkt0dRFNEhm5ubadeuXRSNRkXjvvzyy7UxBmazWXIchx577DHxoLJzzA3i8/nEa03ThFFQjZdMIEubz+cTddY0Taj/YDAoOmtnZ6dQp1u2bClbfSpGIOVw7733etQjJNVZbOUG+45hGAOcb3bI2bnXNM2j5uSxV9M0T4SmUDnszMtlnI1cvvj9pqYmamxspHfffZeIiF577bWKEli2+cBHHnkEGzZsQCwWg2maIuDsOA50ffCQK8cyFUWBqqqeS1EUhEIhuK6LTCYDx3EQCARgGIYIZjuOA8dxkM1mxayCfL9cR4PjOCJ26rouDMMQ9Q0GgzAMA5lMBtlsVnxWDPhInb6+PgDArbfeiq6uLnz00UcwDGOozVp5ZLNZeuyxxzyqkHuvYRgelVlsLyskGfw+S5gsCWzSc9l+v58CgcCAsVXXdTJN0yOhfMm+qGEYnjoUcgPyJZBdItkou/nmm+mGG26oXhXa19dHa9eu9TyUZVmicUzTLNpFKMZXYjXJqjDfqOCLxyxd1ykQCFBDQ8MA1SvfTybOsiwyTVP89mwGSD6BXH9+zQZbqR24VAKHPJ0UiUTovffew49//GOoqopAIIB4PI54PA7DMOC6Lmzbhm3bQi2dC7ILpSgKdF33zPVlMhkQEXRdF+oyEAhg/vz5mDZtGtrb2zFhwgRMmTIFEyZMQCAQgOM4SKfTyGaz8Pl8SCaTOH36NLq7u/HJJ59g79692L17Nw4ePIjGxkb09/d76slnFRWDbDaL1tZWnD59GsjNVSJ36piu6yXdqxQMicB4PE5HjhzBihUrkEwmYRgGHMcRn3ODccMPRh6kMRCAOEuPH9pxHLS1teHUqVOwbRuXXnoprrzySlx11VW45pprsGDBggHn79m2DcdxoGkaDMMQHUkeD0+cOIEDBw7gyJEjePHFF3H06FF89tlnyGQy0DQNmqaJMXOwsKeqqjh9+jQaGxsRiURARDBNU4zJVYVUKkXf+MY3SFVVj9Xp9/uFWtN1nSzLGpIVmj8GshpbuHAhvfjii3TixAmS4bou2bZNmUyG2J1xXZdc16V8uK5LmUym4Ge9vb20evVqmj17dsGx8VwqlL8nt0m5I0xlGQOJiFatWiXGOa64bE7zvBoXXMw4cDaTvrGxkaZNm0avvfYaHTt2TDR2NBoVgeRMJiPe5/dkZDIZSqVSns+YQCY/l8pBjuNQPB6nNWvW0MyZM8XYOBiByDny/Czc6coZqB82gUREBw8eFD0s3+cb7GJp1HXdQypbffnENzY20j333EMnTpygbDY7qHSVCr6PfGWzWXHvvXv30l133SUajg0TJud8ByKGTeDJkydp+fLlosfJMcJiKpBvafp8PrIsS5DGpriiKDRp0iRau3YtERH19fUJ8ipFICOdTlMikRCvT5w4QTt27KA5c+YQpBDgSESQhkWg67r08ssvC/JkMkqZLsmPcOST39raSosXL6bDhw8TEVE8HifKqcZKEphKpc76Pdu2qbu7mxYvXuyJ57a0tJDP5ztvk9LDIrC3t5cWLFggbsSVLnY2QTZu8sdEeeBftmyZICwajRIRUTKZrDiBDMdxhLrOZDKecTOVStGyZcs8Y10pGmjECCQi4uQczgDjmxZracnGDv+VA8AA6Cc/+QnZti1UmOM4ZNt2wbEq/yoHgbZtUzKZ9BhFDNu2KRaLkeM4dNddd3kmo6teAo8fP05f/OIXxU3kbK5iE5K4cJY+zjPhz2+77Tbq7+/3NC7lLEg2LCpJYDKZpHQ67fk8lUpRLBYTHcp1XfH/TTfdJFIPzwd5QybQdV167rnnPGpQ7nXniurnX3L+Jf/GNE369re/TUREsViMKJf8RHkGxfmQQH6PJZ/dC5JcDP6fiGjx4sXndS5zSAR2dXXRtddeK0xn2XVQVbXoWB+rUHYZuDLXXnstdXV1eRqGiKi/v180GEvm2cgr5PuVSiDfh8dY+TuyZEYiEUomk0RElM1m6frrr69eAomInn766bJVQDa9TdOkQCDgcc6rHazOSeps0WhUGHeQfEQ5CF6uvNeS5wNTqRRef/31oiR1MPj9fiSTSTG/5vP5cO+99+Kiiy4qal1DtYBjooFAANlsFqFQCL/+9a8xceJEKIoC27bR3NwsFuLwiqiRqCht27atpHjmuS75Hn6/n+bNmyesPe7VtQB5zJR9xwceeICQi9awpPj9/rKlFA5JAp977jkkEomyRNNZygKBAAKBAB5++GExUz8iPbREcBsoiiKmtnw+n5jauuOOO9DR0YFMJgPXdREKhYASp6TKir6+vrJGGeTE2J///OdEktVZDqe80pCD3pQXNGcj64033hgw3pdz3UfREkhE9Oabb8J1XTGnVg5omgZFUfDggw8CACzL4vLKcv9KQlEUMcGMvLWGDQ0NICJcd911+MEPfgDk7AfknrmSOTEFCXQcB1u3bhUGR7kITKVSuPvuu9HW1gbkZquRN5lbzTBNc8DENatINmAefPBBNDU1gRf3VlqFFiTw4MGDeP/99xGPx6GqKmzbHnZBmUwGY8eOxfLly+E4DjKZDHw+n0g5qHb09/cDkrbw+Xyi3twBiQjTp0/HFVdcIX6n63pRGQlDxQACbdumN998E4cPHxaVK7aBC6kKVVWFBE+ePBkLFiwAEUHTNJF2UAsIh8NAgWfUdV2kaXAez4oVK8T3Blu7P1wMuLthGNixYwcikYjIyyxWDfD3eKyDtBY9EAjgW9/6FiA9KHKqp+pyRoYITdOgqiqmT5+OBQsWQFVVuK5bURIH3DmZTGLnzp1ATk0YhoFiN2vgrDGWLkgJr+3t7WKAl7+PGhoDi4Gmabjkkktw4403QlGU8zsGplIp2rVrF3p6ekQqIEcUBoNs6PCYKWd2LVq0CJMnTxZZ09w7kSN5NIAtT13XsWzZMtEmleygHgI1TcO2bduQTCaF6iSikiogk8FpdQBw4403AjkLl4igKIq4b6XHifMFfnZVVTFjxgzMmjWr4p3T03K6ruNf//oX0um0kKJijQw5UsFggnw+H7761a/CcRwxrsoYLRLIVjVyz3TDDTecXyMmkUhg3759QE4aZQurWPC4puu6eJgrr7wSjY2NHuNGtkRHA1jTcHu5roulS5eKkFql4GHn2LFjOH78OJCLWTqOI/T6YMjX90yU3+/HVVddhXg87vnctm1omjaqDJjcPmtIp9MwTROzZs1Ca2trRcv0EPjee+8J/yUajYreVEwkhpdxcegtk8kIdbl48WJYliWsVPb/itnjrFYgaxNO5Q+FQujo6AAka5yvckG0XjKZpMOHD8N13QGFFOOnZbNZT0SCH6qxsRETJ04sW4WrFRwrRU6NmqYJ0zQxadKksoUiC0EQGIlEsHPnzoJWYinQdd3zu5aWFlxyySXlq3EVo9B4PnXq1IoGKgSBp0+fxvvvv++pDOv0UiD3Nsdx0NraimAwWK76VjVkAnlV1owZM9DU1FSxMgWBvb296O7uHvCFYvW1vGxL/t2FIn35AWte4zhz5kx86Utfqli5gsCenh6xrg955nApcBwHiqKIKMyMGTPKXeeqhKIoHm3FGqyxsRFz586tWLlqrjA6dOiQqIj8t1gC2fhhK5Q3EZg6dWrFKl9NkN0otiGQk8xLL720YuUKCeRNw/NVgVyZwSCHkng2v7W1ddQ46+cCGyryUnB2oyZMmFCxcgWBqVRKWJAcRefISTEEmKYptu2wbRumaWLMmDEIh8MDfKBCV62DJdA0TaiqKtrM7/fjK1/5isdHlN0sDDMWzCoUZ86cEcFrRimzBfJ6dkjr2nm/mAsFhTq7HD4sd+RJ5QJ6e3tFYXKBxYInLrmCruti0qRJFTWhqxlyp+e4MooMipQCIbu2bYv0B3l3o2JVKArMXEydOhUtLS1lrXAtQlVVkYEng9t1ODaCIJCTi3g7KtkgKRUcFxw3blzBil8okGdmwuGw2DYsv02HTeDx48cRiUSE5SijlDgezyHKA7isVi8EyGTIxkowGBTarJwBfBUAPv74Y/T29g7YLalU5BMlJ8JeyODgdv6GQaW4aGe9NwB8+umnSKVSoiAWdZTgyMuph/z70ZYyMVSwYVhozCsLgel0GolEQox/RCQc+mKTetmN4H3BOJx2oaCQzcD+oGVZwp2StyUbymRBPkRpLN51lVcZtLe3iyxtWeqGm3YoHHl2MovZ2K2O0jFlyhQxzGiaJlwu2eIfCnRUKEJQhxctLS0eosolJBe2dXGewWMfbx3NNsKw/UB2LkdDULlawSuyZJTDOhcEypuN14ksPzgLDwWyF4YD0QWYuDp5lYGcF1QO1clQAeCiiy5CU1OTZy1gqevb5BWp/Ft5bvFCgPyc+ccoHD582LMglPf+xlnWVRYLFTkTt6GhQcQtZX+wFImUozcycReSVMspKdyGtm3jyJEjyGazoo052FHK+stCUJFbORsOh0UkBkOI08nf57lBPrj4QgilFVKH3J62bYNzjuS8WVVVPTP0Q4GKnAgHg0HPiSdDmaviHsUR99OnTw+IPIxW5NsP3AYsibzGHlKblsP3ViEdE4C8dEJ28IuRoPxsNgDo7u5GNBoddiVrBYUcdbbseaJcVpeyxhsqVOTI4mVQhSYci5Gg/FR8IsLRo0dx5syZYVWwljBYKoq8Gqtcu1SpyPkocupDftZUMYXImVjIdYquri5xGNSFCiJCOp1GX19fwWmk4c7YCFFrbGwcsBtRKQTm9z4iQiQSEesCRzvyyZHdKtu20dvbWzBwXTYC2dHkzGreeUjX9ZKMENd1hUGUTqdx8ODBC2J2Qx7feCk5u1OZTEZY5PJ3FUURZywNFYLAyy67zLMEmsFnBw0GeXCWJ3ePHTt2wTjybDvIoTJd18WBWBUpE5/3CGXatGlQVVVECHi2uFjp4VW3smOqaRoOHDhwQbgRkLLxeI0Id/wjR45UrEwhgePGjRuwu2yp+jl/DCUiHDx4sCb2QisX5FXKLIkfffRRxcoTBIbDYUydOrWgL1MsAfLqXuRUaXd396jZSutcyA89sjsWj8fFzh+VgIfARYsWCTXKaqDYzGxZdcohtdOnT1e0B1YLuL3kjSEURUFXVxf2799fsXIFgZZl4ZprrhHLo3jHCf5bzANAUqP8INFoFNu3b6/YA1QT5IU9yEnlkSNHcPDgwYqVKQg0DEOZNm2ayM5mIoo1QGR1y7/jfdLktfejGTz+yakTPT09OHnyZMXK9MTMJk6cCF3X4fP5St6Ijr/PEsybgVuWhU2bNiEWiwG53aCQI5yjNKNtjORn1DQNW7duHWBXyNdw4SHQ7/dj7ty5sG17QMxuMMgpGQzXdZFKpRCPx5FKpeC6Lnw+HyKRCBRFEUvPRsN0Ey+IRS4owiG0AwcOVDSQ4Wk50zSxZMmSgos8BwP3qPxgOEdkNm7ciHQ6DU3TEAqFRBnRaHRU+InyJgemaUJRFOzduxednZ0VLXdA11+yZAnGjBnz+YclzhbLqfkyFEXBSy+9hHg8jmQyCU3TRMo+T2PVOlj65OFg69atiEQi52/XekVRlPnz52PmzJnDSnCSCeS5sH379uF///ufyP5myNlatQ6eQ+Xd7Ddt2gRUeOf6ARIYCoVw+eWXC7+mWAPjXOmIRIREIoHNmzfDsiyk02n4fL5RtxYjk8mI3Sn27t2LPXv2ePYHrwQGEOi6Lq699lo0NDSUpQA5bf/1119Hb2+vWKmTzWZHZcqF67p49dVXxZhfSQwg0DRN5ctf/jLGjh0rxqdiGjh/UYxszLBxc+jQIWzevBkAEI/HYRhGzRw7UAy4o8ZiMWzZsgWKoohNbyuFgvZ7U1MTvve973mWTBfa24XdBjkpuNAuF4q0l+gTTzwBx3Hg9/uRTqcLjg/5q6WqwU+UN77ldsmvF3fG7du34+OPPy45ljwUFCTQNE3cdNNNUFUVDQ0NZ7WiStHtTPS+ffvwj3/8A5qmwefziQnPQvcslCg1UvD7/ULly0cS8WJYXqySTqexatUqxONxMR84IiAimjNnDimKUpZLPmd33rx5dOjQIXEaWDqdrsgZueWGfESsbduecw/53N81a9aI0zv5lO7zfnoZ44477higPocKXdcRCASgKAr27duHVatWiQljeQOAQrkl1SCBJB0TJOcM8U7F4XAYR44cwTPPPDMgLlxJnJVARVGUW2+9FfPmzfM0YH5jFusK8FhGRLBtG+vXr8dbb70F27aFCq1ml4KD86xGeViRj2j44x//iD179gh3or+/f2Qns4mIVq5cScgdocqnT/NZ8rJ4D6ZC+XvykaRXXHGFOAQ5m81SNpsVp0hXi9rMRzweF4c/ygdCbtiwgcLhsOdUb26rch2iWbIKVRRFWbp0Kdrb2/n1kDsDb4CezWYxbtw4AMB///tfvPTSS+jr66saVXk2yGpTVVWP5HV2duJ3v/sd+vv74bqu2J2qubl55PccSKVS9MMf/pA0TfNIYakSKB/LDemYbl3X6b777vOc4V5txgvljiAnyZCRX99yyy2E3KHHcnvka5xKSOCg6O3tpc7OzgEq0LKsYVdStlDfeOMNj0qivHPbGel0WjReJpMR/w8VrusKleg4Dtm27XnNZaTTaaKcCmXEYjF6/PHHPcRV8hoSgfh8oKannnqKVFUly7LIMAxBnuweDIdAVVXprbfeItd1KZlMEuUd8x2LxTxkOo5D6XSa0un0sI4xZwLzO498yDFJ451cp/Xr11Nra+t5IW9YBOLzI0hp9uzZA1TFcFREvo84a9YsWrdunUd1RqNRQajc6DJpLB3DITD/folEgjKZDLmuS5lMhqLRqOc3q1atogkTJhByBl7VE5jNZunZZ58VNzNNc9j6PZ9AVVWpvb2d/vKXvxBJ4wyDLdV8AoczVsoSKFvBMjKZDDmOI45NX7duHV122WXiORoaGqqfQJbC73//++JmPp9vWOekywRyxMLn89GYMWPo4YcfFg2YTCYplUpRIpHwqLbhqk+ZwHwp5PvHYjGKRqOiMz300ENkGAb5/X4Kh8MUDAbPC3llIZCI6N///jdNnDhR3HQ46kMmMBQKecbTUChEd955J3V1dXkalaVQlo5yEMhgIlnqGCdPnqSrr76aTNP0+Hoos6VZUQKZxEcffVS4AeUyYvi9pqYmT/zwm9/8JvX09NDx48dFA8vjUbkkkOOxTB6jp6eH/vnPf9KUKVM8BktjY+OwO/CIEAgAZ86coY6ODrIsiwAMOWArE8j3khvE5/ORrutkGAatXLmSDh06RCRJXb5xMRwC5Y7AY2FnZyfdc889hFxgGpL/KtexJoyYfCl8//33acqUKYIIABQIBDxjommaFAgEyiKhuq5Ta2sr/fKXv6SjR4+KcYvyQlrsu8mGSL6UspSd7Tvvvvsu3X777ULKir1CoZCnoQuF1Vjdapom2qZYLVY2AvF5/gf97W9/Ezdva2sj5FQgV3K4aqaQivX7/TRr1iy6//77affu3ZROpykajQ7w41i6bNumeDzusTZZXcqkp1Ip2rZtG/30pz+luXPnesrMH/MKXfydcDgsiJTfYwL5PZnM8y6BsiT+9re/FerF5/MJFSMHsYc6TsoEBoNBCofD4jPuFDNnzqSVK1fSzp07PQYP+3IymTJSqRR99NFHtGHDBnriiSdo5syZouG5zqZpFj08MDF8D/5dPkm6rgsy+TvFllGIwGHNdSiKohAR9fX14dlnnxX5H5ZlibXx8v/DgbxEGbns52g0in379uHpp5/GM888A1VVEQ6HMXHiREyePBljx44FPj+dFA0NDejt7cVnn32G48ePo7+/H4lEAv39/SLtH7nMAV3XYdt20dtNIzet1NjYiEgkInbmVVUVfr8fDQ0N6O/vRzwe96RhVEUAn8ehRx55RPQUttb8fn9ZrdRwOExtbW2ixxYKJhiG4Qn18X04GD9YmaZpUigUEtrE7/cPMFwKXXzv1tZWUbZhGHT77bfT+vXrafr06cLg4ecpdWgpuwplUC6l4Be/+AU1NzeLAgtZlkMlUFZvssphK5XHGX7f7/eTZVmexmci+b6GYQiiWlpaCo5JpQQq5DoCoC984QvkOA4lk0nq6OgQIcihTgJUjEAmMZvN0r333kuWZXnCY+UYA/legUBAEKiq6oCZgEJTXfnW4LnK1HWdLMsin88nrmLqyp2Up87a2tqos7NTuDnz588fIHnc+UbECi0EtvoeeOABTyWHQl4+gSwx8memaQqyZCLZ2pNVqaxG+b66rovXsnkva4xitYdsVba0tNDatWuJcjO5yWTSQ6DcKUqR8IoTCPy/Ov3Zz342oHH9fj/5/X7RKLIvdLZMtuFI8HAvuR5cZ7nx/X6/p4NwB3v88cfJcRzRwKdOnaLZs2eLe1TdGFiIRCKiVatWUUtLC0Eat7i367pOwWCQNE2jYDB4znTEaiAwX8plbcBjPQB6/vnnKR6Pexq3r6+vYgRWJGVKydnGREQXX3wxbrvtNmQyGWFmq6oqdi8KBAJIJBLnXBhTDQiFQojFYggGg2J3pWAwiEQigUwmg1AohBUrVuDmm2+GZVmehynFHak6JJNJ+uSTT2jevHmkKEpB16K5udmTa3OurLaRlEA5kMBXQ0MDGYZBv/rVr0RILr8NeDK8ZlRoPjjO+OSTT3rGQ1kV5acsjiRxhQiUDRBN0wSZ48ePpw8++EBM9hZ6/ponkOE4Du3evZuWLl1KyAW/OQA+WN7pSBMIyeznz5cvX07d3d1nJY5x4sSJ0UEgPl9WRq7r0rp162j69OlCCgdLW6wGAtli1nWdnnzySZFmMdgzV9KIGTGwpfrnP/+Z5s6dWxMEKopCt9xyC/3nP/+hZDJZdAOOGhVaCLZtUywWo9WrV9N1110nKiv7W7KZLl/siCNv9iP/ofMDAIWSkvMNKzkIEAgEaOnSpfTqq6+KecNSnjGbzVJHR4eoRzgcFv/LgYVzXfyc4XCY5syZQ4cOHaoOAhk8Mbtp0yZatGiRIEgm0jAMCgQCnmAAEyRP/HJA+1w9nOOg8ncURRHjMjfukiVL6JVXXqFIJOJxzkuB67p055130rRp00RZmqaRZVnU0tJCPp+PQqHQOa9x48aJeq9YsUJ0oqpbjJCbu8OxY8ewY8cObNy4Edu3b0cymSxpB3xem85rE3gJ29l2jPD7/WIV7uWXX45bbrkF119/PaZMmcIb1w25rVzXJUVREIvF4DiO2CeHp5NisdigW5HIZw5ms1nekHCkJw6t0aoAAADWSURBVKPODfo8qQg9PT3YtWsX9u/fjw8//BBHjx7FqVOncObMGaTTaXGARv6SbXnnDN7/zTAMsaYvGAxi/PjxGDNmDNrb23H11Vdj4cKFaG9vx5gxY4ZF2vlC1VeQwSrDdV2cPHkSu3fvxjvvvIPOzk7E43EcOHAAiUQC8Xgc6XTac6Qer2FsbW3FxRdfjPHjx2PixImYPn065s2bh8mTJ4ujhwzDqJk2QS0RmI99+/aRbdswDAOWZcG2bbHBDm82zuTxYVO8aYJ89M38+fNrtg3qGAX4P12TyhcTJIWeAAAAAElFTkSuQmCC","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":302,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.72,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.67,"convex_hull_perimeter":84.95,"perimeter_pixels":562.5929291125638,"original_contour_points":122,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5144,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":302,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.23,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":352,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3465},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":752,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.81,"bounding_box_area":441,"exact_perimeter":113.79,"approximate_perimeter":107.8,"convex_hull_perimeter":82.13,"perimeter_pixels":649.4356415871832,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1629,"perimeter_to_area_ratio":0.6781},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.64,"bounding_box_area":454,"exact_perimeter":108,"approximate_perimeter":99.98,"convex_hull_perimeter":68.97,"perimeter_pixels":616.4163056034271,"original_contour_points":211,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3056,"perimeter_to_area_ratio":0.3808},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":9,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":10.69,"scaled_height":29.61,"actual_filled_area":127.07,"bounding_box_area":316,"exact_perimeter":83.73,"approximate_perimeter":77.47,"convex_hull_perimeter":68.35,"perimeter_pixels":477.8822509939089,"original_contour_points":78,"approximation_points":12,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2278,"perimeter_to_area_ratio":0.6589},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.81,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":13,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.17,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3465},"image_base64":"data:image/png;base64,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"},{"id":"af495ea4-f723-42f2-9c0d-c4566fbe157a","height":22.78,"width":19.97,"perimeter":108.35,"area":283.61,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHYAAACGCAYAAAAINX4IAAAABmJLR0QA/wD/AP+gvaeTAAAftElEQVR4nO1deWxc1dU/b3+z2Rk7TpzEZCMkxlnYBKE0BAKCNI0opUgsqtoIRAWoiBRQhVpVbVVU0RZEJT4QiuAfiKiE1IgtJWlBbHHbBGghIRBlqWMnxKnt2GM79qzvvd/3B3Nu73se2zP2OBk7PtKTx2/ezNx7f2e755x7L9E0TUlSznYDxku5XA6KolBPTw8lEglKp9OUzWapr6+Purq6qL+/nwzDIADiUhSFdF0ny7JI13Wqq6sj27aptraW6urqKBKJEAAyTXPSjs+kaTgAyP+3trbS3r17qaWlhfbu3Uv/+c9/6MCBA9Td3S2eURSFNE0jx3EKfqeqqqTrOhEROY5DkUiEFi1aRBdeeCGtXLmSLrvsMlq2bBktXLiQFEWRv7fix62iG+g4DnK5HPX29tInn3xCO3bsoF27dlFbWxulUimiPHgAKJfLERGRpmlkmiYBoEwmIySUKcAfpKoqERF5nkdEROFwmIiI0uk0ERHZtk2O49All1xCN954I33rW9+iSy65hEKhELmuS7quV+QYVlyjWDJ7enrogw8+oN27d9Nrr71G/f39lEgkKJPJkKqqpKqqkERVVQUwQeL3FEUhVVUFI8iAa5omGIOfZwZQFIVM0yTHcch1XZoxYwZddNFFtGbNGrr++utp9erVZJomGYZRcWNZEYQ8ffrpp3jooYewaNEiKIoCVVVhWRYURQERgYigKAp0XYeu6777mqYhFArBtm3fffkK3h/uOSKCZVmIRCJQFEU8pygKLMuCbduoqanB0qVL8cwzz+Djjz+G67oImoxzllzXRSKRwHPPPYdLL71UDKphGNA0bVhwVFUV/5um6ftffs40TfG8qqrDAquqqvjNQs/x53Vd97XLsiwQESKRCG677Tbs2bOHefTcBBgA2tvbsXXrVpx//vmIxWLDSs1wElVJlwzwD3/4Q3z66acAgHQ6fW4AzOrqrbfewtq1a0FEiMViQuJYzY6kIiv1UlUVsVgMiqJgxowZePTRR9Hd3Y1cLje1wfU8D5999hmuu+46EBFs2y44OEF1V+mXZVlDzIGmaYjH45g/fz6effZZ5HK5qaeeAeD06dP44x//iPPPPx+macI0TSGhlLephmH4AJ5M4KqqiqqqKlRVVQ0xH6FQCHfccQcOHz48dcAFgMOHD+O2224THWWPVtd1MSi2bfsGhCV3MqjkSCQiXssOm6ZpiEaj4r3Zs2fjxRdfBAD09vZOXoBPnz6NN998U3iU0WgU4XDYB7CsugzDEEBqmjapJDYSiQxxAFk167qOUCgktNStt94KAEgmk5MLXHaQtm7dClVVfaqXuZqnIDLQzAAM6mSQVirgK3B/DcPwvadpmujv0qVL0draOnlUs+u6GBwcxObNm0UnZdsZDod9HjAPDEsngy6Df7aBK+YyDGPYqZmu6773WFOtXLkSBw4cgOu6lQ0uAJw4cQI33HADDMMoGyjy9xiG4ZN++ZlCUi4HIIbTBPL/DBAPfjDipWlayV57Ic2jKAoMw0AoFMI///lPDA4OVia4AwMDaGlpwY9//GMQEaLRKEKhUNkkIhwO+9S2ZVmIRqOwLAuhUMgHvq7rsG1bODHDqXQGezQGZDCDny2WcYdrA0tyXV0d2tra0NHRUVngAkAqlcJ3v/tdUMBLLDRXHc8VHCRZzQdtuQxKMKYcBFSOM8v3qqqqfAxlmqZPrRbrB8jmRWYObptpmjh48CCy2WxlgAsAiUQCN954o0+FcRSmXICapgnbtoUqDoVCYpDi8fiQwZZjzTyVsm0bkUgE0WjUB2AhzTJSEiHIEMUCW0jKFUURjLNkyRK8++67ZbG540o1AUBbWxs9+uij9Morr4j7kUiEBgcHSVEUUhRl2JRasWSaJmWzWSIi0nXdlzivrq6mvr4+qq6upqamJlq1ahU1NjZSQ0MDxeNxsm2bqqurRRqOU3fZbJaSySSl02nat28fdXd3U0tLCx08eJBaW1upr6+PPM8TKb0ZM2aQ53nU398v2kREol2jEY8FSblfmWpra6m7u5vmzp1L77//Pl1wwQVnL6Hf29uLu+++26dyZUktlxqWpZHtJhGhvr4ea9aswVNPPYW3334bvb29AADP8zAwMIBMJiMyLZ7nIZfLIZfLIZ/ARyaTQTKZFOE+13Vx8OBBPP/887j99tsxf/78gpInz7dLuQpljWRzwiZsyZIl6OzsxOnTp8+8Wk4mk3j88cd9Ax+Px0HShJwCQYjxXLK6XLZsGZ5++ml0dHQAABzHgeM4cF0XnudhJPI8b9hnBgcHkc1mxf+dnZ345JNPcP3112Pu3LlC9cqMVlVVVXQfhvOOiQgzZszwjeXll1+ORCJxZqdC2WwW27dv9w22HDpju1POyJGqqlizZg1efvll0WGWNJY2x3GGgJXNZuE4zoiAy2B6niee59cAsHv3btx///2oq6sTmqMcGkmOiQencg888MCZC2BkMhm8//77glMLzSmL5d5CFRIs4bK329jYiP/7v/8TqjaTySCVShUEslzEwHqeh1QqJe41Nzdj/vz5UFXVx9jsFPF48HvFqGzuMzMKS20oFBKx5QkHFgCWL19edKOLAZbvyRLAnuK9996Lrq4uMeDpdBrpdFqo3dFUbzmAZVvd3d0t1P4TTzwhmFtOaDCwlmUVXSQgSyyPA2vACy64ACdPnpxYcAHgd7/7nWhEJBIZc3RJBpYHSO7gzJkzsXXrVh+ouVxO1BUhr0Ll/ycKWADo7+8H8vacNcexY8ewbt06UMDWzp4929fPYtRxkLFljfXwww/D87yJARb5UhaeQ7IHN1apDUosV05QPob6/vvvi0FOJpNIp9PIZDICyGw26/N6JxJYz/OQTqfheR4SiQSQt+nIp9/uuusuAQZHveTit2KB1XXdByhH7yzLwosvvgjHccoPrud5+Pa3vy0aErQL4wGWC8kMw8DChQtx9OhRAaisah3H8Tk6Z0pie3p6RDv499gUOI6D7u5uPProo1AUxWdbObZcijrmbBjfY9AvvvhiZDKZ8gLrui5+85vfgPIGXc7KlEMVc+C9sbER+/btA/IVFwzi6dOnfXNPJp6XTjSwTOl0GsiHT4NtAYCHH35YSB6VWIgnO2KmaQ5hiHA4jMceewwol611XRenTp1CQ0OD+PGR6nbHqoovuugi7N+/HwDQ09MjBu3UqVO+wUun00ilUkilUhMmrUFgs9ksPM8Tv5dMJoc839PTAwDYtGmTiDuXMmMIpvb4kj3kaDSKzz77rDzguq6Ln//858JLZRvAwQg5QD5WYJctW4aDBw8K6WAniSWW56hBCWG7N9HA8rSKtQaTPA1CfhoGADfccIMYq2LAlaN2PL5yupEFSlVVbNq0qTyOVHd395BQWDBLEUyOBy+SIisU8CDr6+vR29uLZDLpk8CJAmwiSFbRzARXXXWVr/+cIAnmlosdP/5cTU0N/v73vyOVSo0dXAB46qmnxg0sl2bK3BsOhxGNRrFlyxaft8vkum5RIcJKoUwmIzRMV1cXdu/ejUWLFvlULQW8/1IEo7q6Wkj3pk2bgPGo44MHD6KpqWncwAajSfzZRx55pKA65YA9x38nA8kRKpbgJ554QiQNZDDlKU2xwMoh23A4jJ6enrEBm8lk8Pjjjws7OF5VzBdXPSxZskREVOQAPtvTyQQqA5nNZsXrgYEBdHd3Y/369bAsy1d1KTuNcpXHcBc/KztXTz/99NhsbXt7O6644gqh38erilkdcYDjjTfeAKSgOwM52UBFXg3Ljh+r5Fwuh+bmZpHGLCS1XEEx0iV7xpSf3zY2NqKzs7M0YB3Hwfbt2xGNRssisVyewpzHdbWQPMnJTgym7EXztGjt2rVivFhqC5XjjqTxgjXXRIT33ntv2LSeWuimoij00ksvUSqVGrICfCzkuq6opGhqaqJHHnlEfO9o1RWToewWABmGQY7jEADSNI0SiYRY9X7ffffR/PnzifKLrGkM/eIF23JFyvbt28l13ZIaKox+oXWlY3WedF3H73//e8HlzNHsARfygieDSmatI097mHjeywvRguFCLoctxsaynWaJXbZsGU6ePFkch+RyObz77rtDVpGP55KnOu3t7aLTk2k6UyoFEwjbtm0bUxGcbJtlc8brnbZs2VJwDe4QVZxOp2nbtm0FN+YYK6mqStlslu68806qq6sTm4F4nleaKpmkZFkWLViwgGbOnEmUHw9N08TGJqORPEashj3Po3Q6TX/729/IsqzRv6S1tVXU95TKWcNdLK3vvPMOMEIZy1SiYBKhp6cHN998s3AmS9WGwWQLe9Vz5swpmM7zsYzjOPjyyy+pvb2dQqEQKYpSFolSVZVmz55NV155pdACY3UiJiNlMhmKx+N0++23k2VZYtcakpyp0Sj4HACyLItOnTpF+/btG/K8D1hN06i5uZkoL/7lGvRcLkdr166lSCRC2WxWqPdMJjPumuPJQNzf9evXC2B547BigQ0Sb0+Uy+XorbfeGrLBmQ/YdDpNH3/8MWmaJgqhDcMYc4eYXNela6+99usfzNsVAOS67pg7NpmIi8tramqopqZGTIm4cL0YyuVypOs6qaoqMHFdl1RVpZ07dw7RrD5gjxw5Qi0tLWLeyVXz46XFixfT5ZdfTiSpXt7P8Fwh3iDssssuI8qvICh1bHlzMWYURVHIMAz64osvKJFI+J/lF319fdi/fz/19PQQ5ZdpACiao0ai1atX07Jly4jyHZQ9u3NBFbuuK6TsyiuvpFAoJKS2GJK1HOXHkEHOZrPU29srlp6Iz/CLaDRKe/bsoUQiQYqiiKhTsVzFP67r+pDPrFixQrjktm2LZ+XXk5nknVVlx4iJAezr66NbbrmFamtrhSouhpj5Weqz2ay4x/b6o48+8n1GjGoqlaLDhw9/fVNVfYuYRiN5wZG8YIrnawsWLBDAMqfJ12Qn7v9wF9u/aDRKtbW1NHv27BH3fyyVcrkcHTt2jORpj0DN8zw6cODA1zclMIud7shcyvaZgVu6dKnvPe5QuWx4pROPoaZpFIvFaM6cOeQ4DjmOU7b+B+2s8F4GBwepra3Nx2HFcpUs3bzTKH+HrutUX19PlOcswzB83jAHtyczjQaOruvCrAEQ0TfKj9l4YwWqqtKhQ4eos7Pzf7/JL06cOCF+AIDYpLlY54l1fVC9NjQ0UCgUokwmI5yIIJBTXWqD4DU0NIjX5WBqVVXp+PHjdOLEif/do3wxeGtrq28KwvPMYr+YJCPPjTUMg5YuXUrhcJgMwxBuOjtYU8G+lkKappGmabRw4UIyDKNsdtZ1Xerp6aHW1lYRqNApLzH79+8ny7LEKm7XdYsGliVbtp38uqamZtg5cTabJdu2pzzAvLE1m5/q6mqfwzle4qTKV199Je7p9PWOL/TZZ5+J7dLZDvJrdrNH+mL5r2malE6nxZw1mUyK7wRAjuOQZVmUTCbJsqxRv7/SaTSA2O/wPE/MGrLZbFmneoqiUF9fn/hf5x/55JNPxP4OHKqSGzISBYFhBtF1nV599VVqaWkhwzDEwQvsPHFnp8JcdiTK5XIUiUTIMAzq7e2lY8eOib6X03k8evSoeK3T13tJ0ODgoABRHuzx/DBP1j/++GMR5+TyEVZFAKa8KuZslnwmAccKyjkjcBxHjKVO+YgIS1mQiv3hQgwgN7wQePz+VI8Zsw/CgiNrq3IB63kepVIpoT11ykedmIuCABTzw2xjguDK3xWcBsnPFaPuJzNxUkXTNN9sg2ch5ei/67o0MDBAmUyGSHaeZLs31gkzAyyDxhV8wRClLM1TvTyG+xr0JcqtitPp9P8CQ5RXxZzvkz3cYu3raMmCye71jpdM0xQaiwM/7JiWg6kZJ9YMJKtipmDMt1iOCjpEMsk1t+xEua5bdq+wUkmO3nGcQD56rRwUnGHoJNnCoA0olYLgMvfIZTb8Wg5fTnWS865cmVlO8yM7qPxal9/IZDK+zEypkZGgzQgGLqjEUOVUoTPVX5mBpnZk4BymaWCnKE0DO0VpGtgpStPATlGaBnaK0jSwU5RUkuaZHFL0PK/kpR2maVIoFCLKR5ps2xb3p2liice9u7vbn7YrRKUGqLPZrKgdzuVylMvlqKqqilauXEnV1dXjb/00DUtdXV00c+ZMampqEiCLmqcglQJsVVUVDQ4OimB/OBymWCxGP/3pT+nhhx8+5yJNZ5oK5bN1ktSlHN+VF0+NBnA2m/WBl0wmKZlMUnd3Ny8cmtr1pRVIOuUXYMmlGnLesBhg5SI40zRJURQaGBig/v7+sizqmqbSSad8OaRhGAKEUlNp7ChlMhlf7rWjo+OcWP9aiaRT3kaapinKKqjE6ny5XooXYum6Tu3t7dPAniXSKe8uD1dQVozk8vJ7rpXN5XLkOA599dVX50S+tRJJpTwwVVVVQ94sViVnMhkBKq8gM02TTp8+PeUL1SqVVMofmNfY2CjUppzhL0Uly4VqXM/T1dU1MS2fphFJpfyC3EsvvfTrG9Iam0KVdSORzASu61Imk6EvvvhiyI4m0zTxpFIehAsvvNC3QJdtbjHBhUJlp5RX0bt27ZqIdk/TKKTS19MVZfHixURSYfdYJFVmDL63a9eu6bns2aTjx4/7TuQo5XjQ4HZw8kFAdXV1OHbs2LQqPsMkxHLmzJliSwGSSlKLkdxglb+8T9SpU6foyJEjE9H2aRqBBGqGYVBtba2IIpXi77CTJTMB7/UHgI4fP065XG5aas8gCSQymQx94xvfoHQ6TbFYjBRFKWm1eXAtLa/+IiLasWPHdKDiDJMANhwOU1NTE8XjcTp9+rTYD7ccIcGPPvqIWltbx/09U4UgHVsqUzabLRv3iziioijK559/jlmzZg3Zl2+81NraSq+++iql02nYtn1Op/AA4IUXXqAnn3yScrkcLV68mObPn0+zZ8+mCy64gJqbm3HeeedRdXW1qGiJRqNEeYyK/R3fg67r4vrrr6fdu3dTLpcjRVHKFhK84ooraM+ePSU1bioSAFx00UV0+PBhSqVSZJqm2DDTMAyKxWJUV1dHc+fOpTlz5lB1dTUBoDlz5tDChQupvr6eqqqqqLq6murq6igej/Nit+HHFQAefPDBko6hLvaqrq7Gl19+WXD/+nOFAGD79u0gIsRisaLHmA/MkA9kqq+vxzXXXIMf/OAHePbZZ/Hiiy8Of3qW53l49dVXffPQsR78W6hxP/rRj3AuhxdTqRQ2btwozqkj6chWRTokmU9+Nk1THLohv8+nqsgHVjU2NmLHjh3Dj+2JEyewdOlS8cOlnIE63MWcFovFcOTIkXMW2NbWVkSjUXE4Eo/tcMfFyRgEjzyX7xERli9fjs8//1yM7ZDoQ319vdgsORQKlSUc6LouRaNRGhwcpDfffPOcTAokEgm89NJLooLTtm2R4gxuh8v7Vei67tscjZ91HMe3YZplWbRixQpavnz58A3wPA8ffvjhkIN/CqmAkbis0GFAqqpi1apV6OrqOqdUMgAcPHgQCxYsABEhEomIc+qKDd2yeubx5vAvf/7ll19Gf3//yGPa1dUlGsGx4PECyw3RNA0bN27EuRSJchwHDz74oDBJPCayQzTSxSeWUeBQZT6iJRKJYN++faOPJwBs3rwZlD/acrzA1tTUiPvhcBi2baO5uXnYA/emEuVyOfzjH/9AXV2dT1BK8V/kY8/4CHWSDgvesGFDccENAPjiiy8wc+ZMhEKhskisfNSmbdu49tprzwl1DADf//73hQc8VodUPpaUvyMUCsEwDLz22mvFjyUA3HnnnWVRxfxXPrWYiPD8889PaXBTqZTPX5Ht6VhOypI9Y54DX3XVVQVPyhqWkskkXn/99RHnT8UCO2PGDMGxtm1DVVVYloW6ujps27ZtSoILAG1tbbj66qt9QMrMHYlEigI1GMgIhULi+/7whz+UPn69vb249dZby6KK58yZI8DluZht2wiHwzh16tSUA7ezsxO/+MUvBBCshuVihmJVsvycruvC6br44otx4MCB0scNAN54441xA8v2VTb8rJY0TcM3v/lNHD16dMqACwBbtmyBpmkC0EgkIhwgObJX7KGQfNAhj1ssFsP9998/9jEDgNWrV4vGBQ8JHutplTLwmqbh5ptvRltb29gOlK8g6uvrQ0tLC2pra8t2/m5Q/VJ+2vPBBx+MD9ht27b55lw8WQ46Q2MFlu+tW7cO2WwW3d3dkxLcXC6HVCqFBQsWCC+2HODK8XrTNGEYBu65557x5289z8N3vvMdyIbcMAzR+HIAa9s2TNPEunXr0N7eXtak85kgABgYGMAtt9wiVKVsT8dzmaYpGETXdcybNw/79+8fv+kCgHfeeQerVq0awolj5UgZWP5OZpprrrkGJ0+enDQpPq6AWL16NSzL8nm75UiiUH66w1Gnhx56qHz+SCaTwZYtW4S+pwJu+FiBldWxZVmoqqrCeeedh927d6Ojo6Oiw48A8OWXXyIWi/nScUFJG8/F3xGLxXDZZZehra2tvI7mwMCAmJcxF5VDYokIM2bMEDacudwwDPz6179GX19fxUkvALS2tuLZZ58dMh8Nh8NiJjAecyWPM7/euXNn+WcPALBz506sXLmy5HjnaMCyFuCLgxrxeBzr16/H66+/Loq+ytqpMYzBwMAAPvjgA9x1110+xyYcDot281VK4f1IYxWPx3HHHXdMXP/lOdp47IcMLHvX/D8PBtsUVVURCoVw00034d133z0rALuuCwA4efIkfvnLX4o5Oc8WZKkyTRO6rpfVeZo3bx66uromVnNlMhn85Cc/EVzKDbBtW6hTlsBi5rmFgh7yZRiGkAxd17Fu3Tr86U9/QiKRmHCAM5kMAOCjjz7CfffdJzJVmqYN0TJj7Z+qqkJIbNsWapwTMPF4HG+++ebEM7PjOMjlcli7du0QcCkQVSpHx2VbU1VVJTzP6667Dr/97W9x6NAhdHR0IJvNlqXzAOB5Htra2tDc3Ix7770XK1asKKhei9FaxTAuEaGhoUF8Rmaa5557bvhCtXJTMpnE559/jsWLF/s6UFNTIzor5yDH03HZOTEMw8cw0WgUiqJg+fLl2Lx5M7Zv347jx48jnU4Lle04DjzPG1Kg7XkeHMdBf3+/eP/o0aN4/vnncdNNN2H27NniN+W2lmo3R+ufnK2RQY3H47jnnnuQSqVKBnVcNb4A8Pbbb9P3vvc9AiCOB1FVVZxvV1QjRik15nVAlF+KQvnF2nxunnx2Df92OBym2tpaqq2tpaamJtJ1nSzL8h2ykMlkyHEcamtro9bWVl5jRJZl+fbSAEC2bZNpmuIsdNM0SVXVovo4Wv94tYXjOGSapthva/369fTKK6/wkednth4bAD788EPoui7sj67rIyYIxqqK+Xvlz8llI6qqwrZtUbLJ/8vPcupQrh+Sr+D9cDg8xJayg8eB+XL0T54ihcNhNDY24siRI2d3FsDFWqxGZLvDjR1Px8Ph8JAks+yoFfouGczhAFAUBZqmwTAMkQ6zLGtIaafcB9M0fVOc4Nrg8dhYZt4FCxbgwIED6O3tPXugyuA2Nzdj1qxZoECaqhwczcl5eUAZNC6uDto+DqDIUh18f7gAQiGNE9QYmqYVZW9H65+cq12+fDn27NmDTCZz9kFlSiaT+Ne//oX6+vqiHYtiOi5rgKDzIkunzEiFKgAVKYRZCDQu3CMpg8UMJX+XEshKlYNxQ6EQrrjiivGl4iaSAKCzsxMbNmwQUiHXKAdVqCyFwTVDpQze2bxY8uX2smonyXwUkm7u7wMPPIBDhw5VJqhMAJBIJPDkk08KR4YCAQzbtkVkqZAdZsks1gGrhIvX2gyn9kmqLpQDEb/61a/Q3t5e2aDKlEqlsGvXLjQ2NvrKYmTnIxaL+cCTGUEOL1byVSgCpWkaLMvyFSPI9cGUn+c/88wzGBwcnDygMgFAe3s7brvtNtE5Bkv2dCk/1eAqxqDNrORLttnD2d9Zs2b5zMxNN92Effv2VVzWqiQCgMHBQWzduhVXX321LwRpWRZCodAQtcvzzbMNWingcj9IcsaCjteCBQvwwgsvIJPJYGBgYPKCKhMAJJNJPPbYYyLcKHu8wSxJOXKZZ+IKqliSqgpZisPhMDZs2IB///vfk0/tFkuu62Lv3r249957RQ6TvciglE4GdSwzoGVZvv/D4TDWrFmDv/zlLwAwuVVv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"},{"id":"88d3b5ba-e10a-4548-9a5e-22797c62186b","height":30.66,"width":18.92,"perimeter":98.57,"area":397.72,"image":"data:image/png;base64,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"},{"id":"f5408676-6093-42aa-8cd4-6d9a73d43f67","height":30.14,"width":28.03,"perimeter":115.8,"area":334.23,"image":"data:image/png;base64,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"},{"id":"a26cbd02-74ab-4450-b6fa-f4b14261c4de","height":21.9,"width":20.15,"perimeter":113.79,"area":167.81,"image":"data:image/png;base64,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"},{"id":"4ca69f8d-5de3-46cf-bde0-3202c5843e71","height":22.78,"width":19.97,"perimeter":108,"area":283.64,"image":"data:image/png;base64,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"},{"id":"af435855-dbf1-40b3-a0d7-ced428e70f81","height":30.66,"width":18.92,"perimeter":98.57,"area":397.81,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHAAAACzCAYAAABRnJhRAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO19eWxc1fX/562zvLHHdhZnMUlYszSQhIS2rIGWVKBIaSmlLaiipUiliBZFLbT0j4JUFalqBQp8qQRpWrU0IoHSFghFQCkRW8IaElKyliV7YjtxbM/y1jm/P5hzf/fNjO1x/Bx7nPlITxlP5r133/vcc+4595x7LlBHTUMZ6QacCti8eTOlUin09PRA13WoqgrDMJDP56FpWr/n+r6PZDIJAHAcB/l8HolEAslkEmeddZain6RnOGVBRLRixQo899xz2LJlCxzHgWVZaGxsRD6fh64PTEEymYRt2zh69Cg0TcNll12GO+6446S0/5RHPp+nL3/5ywSAAFA6naZ0Ok2pVEp8V81hmiaZpkkAKJVK0YoVKwgA6hI4zDAMA5lMRvzd3d0NAFAUBbqug4j6Pb+5uRlHjx6F67owDAOqqsLzPBiGAdQJHH709PRA0zSkUikQEXK5HBRFgaZp8DxvwPM7OzvFZ0X5zGRxHAe+7wN1Aocfuq7Ddd2QFBqGgUKhAABQVbXf8wuFAgzDgKZp8H1fnJdIJD67/rC2vg7EYjEEQQAA0DQNmqYhCAIEQQDDMAaUQpZU/h2fw0TWCRxm2LYtLM0gCFAoFMS4V40KDYIAiqKIc7gzuK4LAOhffusY9agTWOOoE1jjqBNY46gTWOOoE1jjqBNY46gTWOOoE1jjqBNY46gTWOOoE1jjqBNY46gTWOOoE1jjqBNY46gTWOOoE1jjqBNY46gTWOOoE1jjqBNY46gTWOOoE1jjqBNY46gTWOOoE1jjqBNY46gTWOOoE1jjqBNY46gTWOOoE1jjqBNY46gTWOOoE1jjqBNY46i5KhW+75Pnechms+jt7UVHRwdc10VXVxc6OjqQy+Wg6zp0XUehUEAQBNA0DY2NjWhpaYFlWUgkEmhtbcWkSZOAz0p51GzRv1FNIBFRoVCAqqro7e3Fxx9/jLVr12Lz5s14//338dFHH2Hfvn0wDANEBMdxgGItFRTLeJTWYlEUBY2NjZg7dy7OO+88LFq0CK+//jrNmTMHzc3N/JuaIXTUEej7Pmmahlwuh3fffRfr1q3D+vXr8eabb5YRoqqqkDIZMmG+76OUj56eHmzYsAEbNmxAIpEQUnvhhRfiG9/4BrZt20YzZsxAPB6HqqqjmsxRQ2ChUCBFUfD+++/jiSeewIsvvoiPPvoInuchl8uJ3xGRIC4K5HI5xGIx6LqO1157Da+99homTZqEZcuWYcmSJejq6qKmpqaaksqTilwuR47j0Ntvv00333wzNTU1ka7rZFmWKLVoGAalUimKxWKkKMqgyjQqitLvwb/TdZ3i8Tjpuk4ASFVVSiQSdNFFF9FDDz1Etm0TDVRasAK6u7vpggsuCLVnMO0vPUdVVQJADz744KDbEimOHTtGRER/+MMf6NJLL+2z4aZpUjweJ03TQg9hGEZVL2MgAtPptHgp3FlM0wxdu7m5mRYuXEirV6+mfD5PrutW/fLGHIFUxAsvvBAizjAMisfjFIvFKJVKUTKZrPgwTJ780qOQQO4opd8ZhhG63rJly2jDhg2UyWSqeoFjhkAm7vXXX6elS5cSAIrFYiEiZClTFEVIg6qqpGkaJRIJisVikapQuQ2KopCmaeJ+TB7fkyvmNjQ00K9+9Svq6OigIAj6fZFjgkAiom3bttFPfvITGj9+vJA4+eUAoHg8LlRjNQ9aKh1DkUBVVSkejwuS+OD2JZNJMgyDNE0T4+W5555LW7ZsIc/z+nyZNU0gEVEQBPTPf/6TrrjiijJ1KUsfGw+Qxr5SEmQpqfZFDERgX51A0zSKx+NlnUxVVVJVlXRdJ8MwKJ1O08qVK/uUxOEmcNjcCH6gO++8E2vXrsXBgwcRi8XgOI7w52RXgEsIF4kX9TD5b/lzqd/XF+Q6m339f181O7koK4oljhncZv63t7cXP/zhD5HNZtHT00MNDQ0hl8N1XXieJwq/sl/KR7XP0heGhcB8Pk8AcOWVV+Kjjz7CwYMHgWL1Wtd1QUQhwoYD/A5l962UzBPwCspQKBQQi8Vw11134cMPP8T9998PIiImsaGhAbquw/d9cT+eKZI76YkicgIzmQy5rovFixfjnXfeEY02TVOQh+KDR+WQV/Kx+T5ck5qIBpTIE0FTUxOOHz8OAFi1ahXS6TTuueceFAoFUlVVYbKCIBDzs4VCYcANP0YE2WyWDh06ROecc44Y03Rdp1gsVubHVWuoDGaciPqag7m3vA/ELbfcQkeOHCEiIt/3xRgouynymD+UMTCycFJnZyfZto2rrroKu3btgqZpQsI8zxO6PpFIQNM0EFGk0sDXi1rCqkUmkxHS/pe//AX33nsvjh07BkgV5guFQqh+9kAV66tBJARmMhkKggCXX345tm7dKjan4AaymlQUBb7vC8Ohmm1nThRsJAw3kskkiEiMa/F4HEEQ4OGHH8bDDz+M3bt3i9+6rht65iiGjyG/we7ubiIifOlLX8L27duFZcW7khiGIaq1szQyeC+EoUBV1TLJU1VVHCz5/P9RS2kulxPjoGmasG0bKHag3/3udzhy5AgOHDggthuQ94sYqgU6ZBARua5L559/PqHo7LKuTiQSZXqcx0F2hqMYf3jmRL4Pj7vJZFJMz5mmSbqui/E3yvGvdMptwoQJYpzj+/HkPD93abtPdAw8YQnkmfnFixfj448/Boq9kf077onS70WPK+15pmkCRRWjqqrY7IIDtSjxExmapqGhoQELFizAggULMGXKFEyZMgXTp09HY2OjkHZFUcR4nMlksH//fuHevPnmm9i/fz/a29uBokp0HEeMUbFYDIVCAY7jCCuWLWqWqlJ3oKOjo6zN2Ww29F1U0nfCBPb29uL+++/H7t270dvbCxSJ8DwvZMJXo+flfYRaWlrQ2dmJiRMnor29XTj/KPpUvb29iMfjOP/88zFv3jx861vfwmmnnYZJkybBMAzoul429vFmG6WmexAE6OnpwZYtW/DSSy/hmWeewdatWwEAlmXBtm3k83lA2oFFURS4rhtyH2oORETr1q2jxsbGkCornf6qRkU0NTURAHEty7JC56mqKkx00zTppptuotdff51c1yUiEnE6RqFQoCAIyPM8yufz4nvf98n3fQqCIHTYtk2ZTEb8dseOHXTjjTcKdT9u3DiCNJ2mqqpoa0NDQ6TuyImo0EEjCAI6duwYXXLJJYQ+JpTlmfxqDn4h8jmJREK8vHg8Trfddhvt27ePiIgcxyHbtsm2bSoUChXJ6Q+FQoFc1y0j3/M8ymQyVCgURIAZFeZCNU0L+bU1RaDv+3TnnXeKCycSiTJJ4zBQtQ2cOHFiSIplY+j888+nxx9/nLLZLDmOE3rZvu8TT5i7ritIdF2XPM8L/c73fXJdlxzHEf9HRNTT0yM+53I5cT2WyLVr11JbWxu1tLSINkZlgJ10Ah3HoTfeeIMgxcZk0mQJqraHsrXKM/98DV3X6frrr6eenh5BFBFRV1eXkDCZ0EKhUKZGKyEIAkE0ozj9J/5fJpTvfcstt4i2pdPp2pTAbDZLF198cdlFIeWUyDet1lznzsCSl06nafXq1eJFuq5L3d3d4iXncjnq6uoiKo6Btm2T4zghNcqfOQWiEqFyxygUCmTbNvm+T7lcjjKZDBER9fb2EhHRkSNH6LnnnqN0Oi1e5GCGiREnkIjo8ccfJxTHBO6B8vhQab5zMI1jEp977jkhYbKqZDJlFShLXqkEyuf1JaWe5wmC+e9SaWX09vbS+vXrB50VMCoI7OjooLlz54rGs2M6UMCUb8iWJDeGv5ctuWQySVu3bqUgCCoSMxJgAtlwIiJ69dVXqaWlJRT0Ze3BaRqVOudwEFjVXCgR0erVq7F3717hr7F/NBDYJysUCmLjX/n73t5emKaJ5uZmPP/882hra0MmkxmW0M+JQNM05PN5mKYp9n6/9NJLsXbtWkyZMgW2bYstxfHZu4LjONA0TcyPjjgOHz5M5513nlCTrPs5taGalAW2MLl3lqZUvPLKK2XqayB34GSgUChQPp8XbSkUCsJyXb9+vbCgIYWLeCrtZKjQASUwCAJ68sknsW3bNqAoOTy7wlNg/YEDqZyiIEcmCoUCLMvCvffei8suuwy6rovZDZ71GGl4nod4PA7HcZDNZkNpGJdffjnuu+8+jBs3Dihut2pZlphKGxVBWx77dF0v0+kDSR+PgSyFPNEsX+NHP/oREREdPXqUSDLpZRdhJCG7HGyR8vhcjMTQqlWrRPojP5c8SzViRgwR0csvvxwyQvhgi7OatD1+OM7m4mssWLCA9u/fL14WvyAiomw2e3KZ6gfssjBs2xaOfqFQIM/z6Lvf/a54R1GSNyQVevToUTz22GOANIvOgdLBDNC+7wt1wvkgra2tWL58OaZOnQoUIxGWZYn7JJPJqg2l4UZTUxN838fx48dFEpNsjBER7rnnHjQ0NADF1U+GYSCZTI5co7u7u+nDDz8ky7LKXAAUHfdqjJhStwHF2ZeLLrqIqGissNNMxamtSj7cSIFdB3n2x/d9IYGy4fXII4+E4p4jqkKJiO644w6h+uREpMEmEMnqV9M0mj59Ou3YsWPUkDQU8HiYyWTI93369re/LSzSaoeYYVOhb7/99pAlWVVVEc/jfJFly5Zh8uTJo8NKGyLkfE9N03DrrbdiwoQJkeR8VoOKBBIRbd++HZs2bRryDTjIi+IDptNp3HDDDWhsbBzytUcD2E3i8e7SSy/F17/+deAkuREVCXQcB3/961+RyWSGfAM5iSmbzWLp0qVYuHAhUPSbah3sCyuKgmw2CyLC97///ZOmXfpUoWvWrKnKUR8IQRAgHo8Lp/ymm24SFmwU1x8N4CXglmVBVVXMnz8fc+fOPSlZZxUJPHr0KD799NPI5iI59e/MM8/ExRdfjHw+H8obrWUEQSDUJ7tAhmHgtttuOyn3L3uD9JnzLhoXBXhy9/rrr0cikRCLPcYC5E6ezWZFUtc3v/lNzJgxY9jvX1EE/v3vf8M0zUjmIjmxt6GhAddddx0cxxEqdDREG4YKXdeRyWTg+z7S6TQMw4CqqmhoaMDs2bOH/f5lBO7cuRObNm2C67piwpkPef1BtRnOrCbb2towd+5cmKaJbDaLRCIRWndXqyAiURkKUpjNcRzcfPPNQNF94vcVdectI3D//v3o7OwEIsrdZzW8YMECMRbGYjFAWidXy+CkYflvFPNI586di7PPPjsUWeHSX1GN/6GreJ5HW7duRXt7OzRNi4RA3/eh6zqWLFkivuMxcCw48ij6e/yu5MUrM2fOxOLFi+F5nnjWIAhEknEUUhgiUNd1bN68ObIqSIxp06Zh0aJFn92wKIWjIdYXBZgMlihexMnkXHHFFSAisaAVRRKjMuJCBAZBgB07dojPUWHevHmYPHmy6BjyuoJahzxRUWnl0bx588T/6bouJHFYxsA9e/bgwIEDiMfjkVycsWjRIjGQQ+ocUUv6SEAey2Sp4uV1kyZNkqsghs6NwgYIEfjee++hp6enYuOGgpkzZ8IwDPEA/HDDucDzZEF+BlafMtLpNM4++2xAqnzB50Q6BhIR7dy5U5TFiAqqqmL8+PHQNC20PMu27TEzDrJGkReVysVmZ8yYAcuyxO9YjUYxDgoCPc/Drl27YNu2MHurUXGlJLBZraqquMbs2bPF+joGO/hjAaXWNBs1uq7Dtm1cf/31Quo0TYvU/w3pyMOHD4uXX2mdXTVgh5UtsWnTpqGpqUnoe248L+Qc64jH45g8ebIo7gCp00fx/IJA3/exa9euUCWianR0pd/I340bNy7091gY9waLadOmIZlMllUXjnQMDIIA+/fvFxcerHrrqyrE5MmTQ9eKukpDLaC1tbViADtSAl3XRRAEIWsxCit0/vz5SCaT4lqe5wmndiyEkwYCP+vEiRPFsMTDSaR1Yo4cOSJuyJJRbQ+pJH28DqK1tRW+71ecajoVwNpn/PjxZe81Cg0kCNyzZw9M0xySjpZ/r2kadF1HOp0WUocSsseKFdofFEWB4zhobm4WCVBRDh2CwM7OThElYDO4WhGvNPaxlXnGGWcIC4xLcshJTmMduq4jCILQGChPaAwVgqFYLCZiWXJlpWog/45Jd10Xra2tmDlzJoD/v12AaZqRzweOdpimiRkzZggB4ZqhUWggFcX6npw2jj4kqo4TR+kcsFwCc6hQUcyqOnDgQBmBdSKjAYecSteXREagbdvYt2/fZ1+cAqb9SIDVJ6ooBT0YqCj6ZocPHw79R136ooOiKGLlUtQQ4sYrY+UptFPFyBhOsPpsbm6GaZoVy2MOBSqK5ryc5l4nLjr4vg9VVdHU1IR4PB7Kn4lsJoYvKvtldRUaDZisZDIpckZLC7IPBXJAd9AOPErKiKDYGdjK4sg7SgZuOblnrIONl1wuh3Q6HdqkMrKSy7yWTa71eaIoHUP7K3V8qkg5JzTJfqDneZE8v4riy02lUmXpfoORxNIC54xKJEapQkY75JIsTGCUE/oqX3DChAllUYVq5iqZdD5PVpnywSkWpyL42dmRZwIjGwNN08SUKVPKZsqrTbqRCSyNJVaS6FPRys1ms2W5MJHNxKRSKcyYMWNIoi2rRU4bl8NIqBA3PBWIZKE4cuSIWAjKNkdk8UDLspQpU6YIlalpmrAmB0Kp6pSDlfl8XlSAL32oUwXsNrS3t4t1klGujRRKOJlMhjKmqw08lroR8mfeao4j8tUmSo0l8PjPlf05nSKqlVmhpCbOh+Hk22pQGjfkspKapqG3txdvvPGG8IW45IjsH451cOyPtRsHs6NaYi6uMH78+JAfOBQxl9UpD9ws3dzzeIpprIPtCn6fUT+zuNr06dNDeftDBft7cpRD3nxjrKyRrxbd3d3ic5TulCBw4sSJFX23gVApI0122Ldv3x7aBGs4HmI0g4cY3tqH30tUzy8Y0nUdiURCqFG5OGt/6Ct6zw3dsmWLUKOyYSTvizSWwTYFF4GVh5dI0wo1TcPpp58uPg8WlchQFAWffvqpqPgk76UU1RLu0Q7WZF1dXcNy/ZAEzp07N7SyqBoV2pcUsUTato1MJiPCVfKqp1NFjXqeJwiUpxqjQIihtrY2oT6rVaGoQKKsVlVVRT6fFwFjeWn1qWCFOo4D27bFwllZA0WBkB84bdo0EROs9gZ9rU6Sl5ht3LhR7MuHMSx5/MzyhIWu69iyZYswYng/XUT0HmQVqlx44YWYOnUqfN8Xjv1QQUTYtm2bKBwkYyyMgXIHLl3cyv+/efNmsQEkO/JcbmSoCOmwz33uc5gyZYr4O4qIuaIo2LBhAw4dOlRxU+SxDK4D8Oqrr4Ys8Sg3aA4RaBgGJk2aJHYdiSTkr+vYtm0bdu/eLZYcj6XE4UrPIKtSFItH8BQjLzHo69zBIkQgEWHOnDmR7XGOYiO7u7vF1qaVnPqxAJkwVqWapqG9vR179+4N/Y4NxMhVqGEY+MIXviAmnaOwlFjnv/vuuyCi0CA+FsZAGZUk6r333hPVKkrXyEeBEIGKoigLFizArFmzgIheMM9/bty4ER9++GHou7EihZV8Ow5oc+1VBq/SjargXdkV2tra8PnPfx6WZUUj4kWr7JNPPhEE8szMWBgDGfKzcDA7k8ng3XffBYqaSF7gOZjle/2hjMBcLocbb7wxtJLGMIwyl0I2RPo7IG0g9eCDDwLFFA6uYoiSyW/5qAUVyzV1OGmJ3YNkMomXX34Zr776alndnCiNuDICLctS5syZA8MwYJqmUAXcUK4hUy04J9K2bWzfvh179uwJhZX6k/JakFA5fsqltnh4+Mc//jHs96+ohFtbWzFr1qyQbi+1mgbzcnkOtKurCy+++KJIbB0r4CwDLift+z56e3vx0ksvDfu9KxLo+z6uvfZaeJ4nNnqSnXBWr9VYqaZpwnEcYX2uWbNGBDdrQUUOBFkjcSfXdR3PPPPMsEUgQvev9KVhGMo111yDtrY2kZBUumZCdkirAauYN954A3//+9+Fei7N1kbJuDrawf5eJpNBIpGAbdvwfR/33XffSemgfTJwxhln4MorrwxFJmRfptpqTvwbngt1XRd//OMfkc/nx0yVCt/3YVkWCoUCEokEXnvtNXzwwQcjS6CqqrjmmmtgWZYYnGVDBlWqwCAIRFYaZ2Jt3rwZK1asgOM4NR+Vl9+L67o4ePAg/u///m/kt97h6ERrayssyypr7GDWOsiRDb7GL3/5S7EquJZJZDuhq6sL8XgcTzzxBJ566qlI18H3h34HsXHjxuHuu+9Gd3e3kCIepNk96MuHKx3X2OrkabrGxkbceuutwkLlrcfl9QOjxVLt6ekRhpvneSI1Xs7i43nPBx54AJqmicI+Q913Y8g4dOgQNTc3EwCxmXE6nRafqznkfXMTiYT43NDQQCtXrhQbHvOGkLxn7WjYCFneK1fe49dxHHJdlzzPE7t7LlmyhJLJpHje0n2HT/Q44U2QUSzFfPPNNxOkzX0Nw6BYLFb1DpQyaYZhhMiPxWK0c+dO6u3tDREpb2060shkMqH2cEdj8nzfp9WrV4uXzQTyLp7DSeCAfkChUMCPf/xjpNNpkdfieZ5wXqtFaWq5aZoizeKyyy6D67pCJY+25F8u3IdiNQ8e+x3HgaqqeP755/GLX/wCuq4L94hdilEBIqLvfOc7hOKW4qZpDroH8abJ8gbBhmEIqb7hhhuoo6ND9PJsNiv2px0NcF1XbIgsb0P+3//+lxYtWiSeyTTNyDdCHpIKRXFLng8++IDmz58vNu+ttoHy70r3keejqamJANA111xD+Xw+NNaMBgRBQK7rkuu64jvP86i9vZ2uvfbasnGeO3hUJA6ZQJbCP/3pT2RZlrhoNYZMX9LK4yg/pGmalEgkaNmyZXTo0KFRQ+Lx48fF597eXmpvbyciok8++YS+973vibarqkoNDQ1lY/6oIRCfhZpo1qxZFIvFBt2IWCwWIpO3Ndc0LbTHvKIotHz5cjpy5Eiox48kfN8P7XW/a9cuYdhV0jSmaVbUNCNOIBHRs88+Ky7KRPIYJ0tUqVrp7+DfmaZJyWSSANBVV11FW7duFRZfNpsVL1C2CAuFgrAEfd+nIAhCx0BwXVdcw7bt0N72rAX4ukREGzdupKVLl0YqYSeNQADo6uqi3/zmN6EbjBs3rkw1Vusn6rouSCsl/ZxzzqH169dTT09PiLzu7u4yAycIgrLvmIxCoSBIqmQYyaRRUW1yh3Ech/L5PGWzWXr00Udp2rRphKJLFaWUnTQCAWD37t10wQUXhNSirutC97MUVksijyF8jjyGJJNJWrVqlXi5siR2d3eXSaNt25TL5chxnDIJlKXV8zxyXZdyuRx5nke2bVN3d3dIbWezWcrlcpTP5+nXv/618OvkDlfNy6/WXz5pBBIRrVmzhgzDEA/DDU0kEic0iOu6HhoLWZL574ULF9JTTz0liJBnSPpDLpcj27bJ87yq3BLP8yifzwsi165dSwsXLhRSx50zFotVJYH8XoZCYuQEMok//elPCUWrix8snU4LqaqmcbKUyp9lMuUZjSVLltC//vUvOn78uPDLfN8XJDFc16Xu7u4BCeOOIBsqtm3TI488QrNnzyZVVcvaxX/LbayGwBMlctgIDIKArrvuOkJxXrO0cYOxVtnR5/Msywq9LHkCQdM0uvrqq+npp5+m9vb2kFplh7tU2lhN5vN5chwnNIdZKBTI933at28frVy5khYvXkypVIoMwwh1xEQiIVyFag9VVYXFfaIkDguBTOLevXtp4cKFIXUyefLkQTXQNM1+5w01TROdQdd1amlpCZ27dOlSeuyxx+jAgQPC4WbrUiZKBpO2f/9+evTRR+nqq68Wk8+appW95EQiEZI49oerJbASidUS2R+BQ85ZKA7yOPfcc3Hw4EFYloVsNivKTQ4UEipdtcs5NByuMk0TuVxO/I5jkUEQIB6Pw3Xd0FKudDqNtrY2nHnmmWhtbRXbnnKoqqurC4cOHcLBgwdx/PhxsWONvJpITufgdsh5QHLds4FQmnZSGkKqJqRUWqqzUCjgwQcfxO233x5NzkkQBLR161Y677zzCBUMEJYu7j3xeHzIltloOWRfmCVXNuKam5tpw4YN9POf/zzkIw9meBlSNKIaaJqmnHHGGXjhhRewYMGCUC1MOYVQ13WRO0JEke/VOxJwHAemaSKdTpet+YvFYrjrrrswf/58LFiwAJCiMhwUHioiW+NsWZZiWRaeffZZTJw4EbZto6WlRUTwOV+SFzqOqnDLEGCaJlKplEgPaWlpETvgLF++HDfddBOSyaTC2/BxYpgcNhsKIl2k3tjYqKTTaezcuROzZs3CsWPHEIvFxH5JvPWOruuR9cCRRiKRwLFjx4Di6q5jx45BURRccskl+NnPfoYJEyYAgPgNpHFxWBa3DBWpVEoxTRNPPvkkZs6cCdu2RS9lwyaXy0W2hHuk0d3dDU3TYFkWfN9HU1MTxo8fj3Xr1nHtOQXFzcU4w51TLaPI+RmWMhGWZSmzZ8/GW2+9hWXLliEIAmQyGRCRqJlpWdaoSVoaCnipGA8H55xzDl555RWkUik0NjYKK9FxHMRisdBeilFg2Op8aJqmxGIxrFmzBldddRV/h1QqBYyidImhgocI0zQxc+ZMPPTQQ5g5cyYMwwiZ+PLu1Tz2Rbr93HAgkUgomqZh3bp1eOCBB+A4jlgAwj2y1sHkjR8/Hs8//zwuuOACaJpW5p8lk0nhY3Ipz2FZXhY14vG4oiiKcvvtt+Ptt9/GV77yFVFEQV70gpLFMpUSh2OxWKiOqWmaVa1P7A/y9apZOpdIJMrOueOOO/Dmm29i+vTpYswrBS8tICJhpXLJzf4OSItk5fJkI7KVLcfdfvvb34oUCnm6rFL4SdO0MsffNE3x20rTU4OdqiqdyjNNk1KplPheVVVKJNa9L4EAAAKrSURBVBKh6TNd12nixIn0+OOP0549e4gGmFJZu3ZtaGKj2lCbYRjCedd1nXRdJ0VRaOXKlQNP4QwXiIj27NlDN954IyUSCTFRzQ0tJVdRFLIsixobG0OTy5wBNhQCLcsSMyQc0+wrkpJMJsX/XXTRRfTWW2+R53lVvcg///nPoZkUlMyT9nXIMzepVEo804oVK0aOQHxWhp8KhQK1t7fTD37wg1DvlBteGjyVSeHeOFQJ7EsyGhsbhfSxhE6fPp3uv/9+kT1e7fOuWrWKNE2jdDot2lZNPLFS9COZTNLvf//7kSWQ0dPTQ4VCgT755BO6++67aerUqUJ1sMqKxWIiZV1V1ZDERiGBHDqSO0YsFgtlCbS2ttLy5cvp8OHDgyKO8fTTT4faM9jEMDm0lU6nRw+BDNu2yXVdeuedd+jOO++kM888s0zlyFKoKEokBPLBY22p+jz99NPplltuoc2bN4sw1Ik83zvvvEOLFy+mlpYWisVi1NDQQMlkkizL6vfg2KhlWaJtc+bMob/97W+EKMJJUYN7d0dHB/bv34+nn34a//nPf7Bx40axnbfnecKSG8jSHEhYEomEuBZfb+rUqfjqV7+Kr33ta5g3b56YDuvLwqz2uXgigyvZJ5PJAacUk8kkbNuG53lIJBKlWxmN7jXM+Xye4vE4Ojs7sWPHDmzatAmbNm3Cjh07cOjQIWSz2dAcYyUMRODkyZNhWRZOO+00zJs3D1/84hcxf/58tLW1wbKsIZF2MjCqG1eKIAgIxSrA//vf/7Bjxw689957OHbsGPbu3Yu9e/eis7MTjuOIKS45EJtKpdDa2opp06Zh2rRpaGlpwaJFi3DWWWfh9NNPF3Ozo500GTXT0Ero6OigdDpdcU8mljx2fuVYHa82Kp5X0++gjhrH/wNHizuzBQIZ6gAAAABJRU5ErkJggg=="},{"id":"f2bac152-8537-44fa-a991-dca684bdee91","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"}],"no_of_letters":14,"perimeter_of_sign":120.94,"nested_area":54.75,"occupied_area":26.21,"avg_char_height":27.997142857142858,"widthOfSign":"164","otherDimensionOfSign":83.93,"width_of_smaller_line":20},"timestamp":"2026-04-03 05:51:44"} 
[2026-04-03 05:51:45] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"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":1373,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"164","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":83.93,"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":14,"perimeter_of_sign":120.94,"nested_area":54.75,"occupied_area":26.21,"avg_char_height":"Greater than 24 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E0BAKCNI0opUgsqtoIRAWoiBRQhVpVbVVU0RZEJT4QiuAfiKiE1IgtJWlBbHHbBGghIRBlqWMnxKnt2GM79qzvvd\\/3B3Nu73se2zP2OBk7PtKTx2\\/ezNx7f2e755x7L9E0TUlSznYDxku5XA6KolBPTw8lEglKp9OUzWapr6+Purq6qL+\\/nwzDIADiUhSFdF0ny7JI13Wqq6sj27aptraW6urqKBKJEAAyTXPSjs+kaTgAyP+3trbS3r17qaWlhfbu3Uv\\/+c9\\/6MCBA9Td3S2eURSFNE0jx3EKfqeqqqTrOhEROY5DkUiEFi1aRBdeeCGtXLmSLrvsMlq2bBktXLiQFEWRv7fix62iG+g4DnK5HPX29tInn3xCO3bsoF27dlFbWxulUimiPHgAKJfLERGRpmlkmiYBoEwmIySUKcAfpKoqERF5nkdEROFwmIiI0uk0ERHZtk2O49All1xCN954I33rW9+iSy65hEKhELmuS7quV+QYVlyjWDJ7enrogw8+oN27d9Nrr71G\\/f39lEgkKJPJkKqqpKqqkERVVQUwQeL3FEUhVVUFI8iAa5omGIOfZwZQFIVM0yTHcch1XZoxYwZddNFFtGbNGrr++utp9erVZJomGYZRcWNZEYQ8ffrpp3jooYewaNEiKIoCVVVhWRYURQERgYigKAp0XYeu6777mqYhFArBtm3fffkK3h\\/uOSKCZVmIRCJQFEU8pygKLMuCbduoqanB0qVL8cwzz+Djjz+G67oImoxzllzXRSKRwHPPPYdLL71UDKphGNA0bVhwVFUV\\/5um6ftffs40TfG8qqrDAquqqvjNQs\\/x53Vd97XLsiwQESKRCG677Tbs2bOHefTcBBgA2tvbsXXrVpx\\/\\/vmIxWLDSs1wElVJlwzwD3\\/4Q3z66acAgHQ6fW4AzOrqrbfewtq1a0FEiMViQuJYzY6kIiv1UlUVsVgMiqJgxowZePTRR9Hd3Y1cLje1wfU8D5999hmuu+46EBFs2y44OEF1V+mXZVlDzIGmaYjH45g\\/fz6effZZ5HK5qaeeAeD06dP44x\\/\\/iPPPPx+macI0TSGhlLephmH4AJ5M4KqqiqqqKlRVVQ0xH6FQCHfccQcOHz48dcAFgMOHD+O2224THWWPVtd1MSi2bfsGhCV3MqjkSCQiXssOm6ZpiEaj4r3Zs2fjxRdfBAD09vZOXoBPnz6NN998U3iU0WgU4XDYB7CsugzDEEBqmjapJDYSiQxxAFk167qOUCgktNStt94KAEgmk5MLXHaQtm7dClVVfaqXuZqnIDLQzAAM6mSQVirgK3B\\/DcPwvadpmujv0qVL0draOnlUs+u6GBwcxObNm0UnZdsZDod9HjAPDEsngy6Df7aBK+YyDGPYqZmu6773WFOtXLkSBw4cgOu6lQ0uAJw4cQI33HADDMMoGyjy9xiG4ZN++ZlCUi4HIIbTBPL\\/DBAPfjDipWlayV57Ic2jKAoMw0AoFMI\\/\\/\\/lPDA4OVia4AwMDaGlpwY9\\/\\/GMQEaLRKEKhUNkkIhwO+9S2ZVmIRqOwLAuhUMgHvq7rsG1bODHDqXQGezQGZDCDny2WcYdrA0tyXV0d2tra0NHRUVngAkAqlcJ3v\\/tdUMBLLDRXHc8VHCRZzQdtuQxKMKYcBFSOM8v3qqqqfAxlmqZPrRbrB8jmRWYObptpmjh48CCy2WxlgAsAiUQCN954o0+FcRSmXICapgnbtoUqDoVCYpDi8fiQwZZjzTyVsm0bkUgE0WjUB2AhzTJSEiHIEMUCW0jKFUURjLNkyRK8++67ZbG540o1AUBbWxs9+uij9Morr4j7kUiEBgcHSVEUUhRl2JRasWSaJmWzWSIi0nXdlzivrq6mvr4+qq6upqamJlq1ahU1NjZSQ0MDxeNxsm2bqqurRRqOU3fZbJaSySSl02nat28fdXd3U0tLCx08eJBaW1upr6+PPM8TKb0ZM2aQ53nU398v2kREol2jEY8FSblfmWpra6m7u5vmzp1L77\\/\\/Pl1wwQVnL6Hf29uLu+++26dyZUktlxqWpZHtJhGhvr4ea9aswVNPPYW3334bvb29AADP8zAwMIBMJiMyLZ7nIZfLIZfLIZ\\/ARyaTQTKZFOE+13Vx8OBBPP\\/887j99tsxf\\/78gpInz7dLuQpljWRzwiZsyZIl6OzsxOnTp8+8Wk4mk3j88cd9Ax+Px0HShJwCQYjxXLK6XLZsGZ5++ml0dHQAABzHgeM4cF0XnudhJPI8b9hnBgcHkc1mxf+dnZ345JNPcP3112Pu3LlC9cqMVlVVVXQfhvOOiQgzZszwjeXll1+ORCJxZqdC2WwW27dv9w22HDpju1POyJGqqlizZg1efvll0WGWNJY2x3GGgJXNZuE4zoiAy2B6niee59cAsHv3btx\\/\\/\\/2oq6sTmqMcGkmOiQencg888MCZC2BkMhm8\\/\\/77glMLzSmL5d5CFRIs4bK329jYiP\\/7v\\/8TqjaTySCVShUEslzEwHqeh1QqJe41Nzdj\\/vz5UFXVx9jsFPF48HvFqGzuMzMKS20oFBKx5QkHFgCWL19edKOLAZbvyRLAnuK9996Lrq4uMeDpdBrpdFqo3dFUbzmAZVvd3d0t1P4TTzwhmFtOaDCwlmUVXSQgSyyPA2vACy64ACdPnpxYcAHgd7\\/7nWhEJBIZc3RJBpYHSO7gzJkzsXXrVh+ouVxO1BUhr0Ll\\/ycKWADo7+8H8vacNcexY8ewbt06UMDWzp4929fPYtRxkLFljfXwww\\/D87yJARb5UhaeQ7IHN1apDUosV05QPob6\\/vvvi0FOJpNIp9PIZDICyGw26\\/N6JxJYz\\/OQTqfheR4SiQSQt+nIp9\\/uuusuAQZHveTit2KB1XXdByhH7yzLwosvvgjHccoPrud5+Pa3vy0aErQL4wGWC8kMw8DChQtx9OhRAaisah3H8Tk6Z0pie3p6RDv499gUOI6D7u5uPProo1AUxWdbObZcijrmbBjfY9AvvvhiZDKZ8gLrui5+85vfgPIGXc7KlEMVc+C9sbER+\\/btA\\/IVFwzi6dOnfXNPJp6XTjSwTOl0GsiHT4NtAYCHH35YSB6VWIgnO2KmaQ5hiHA4jMceewwol611XRenTp1CQ0OD+PGR6nbHqoovuugi7N+\\/HwDQ09MjBu3UqVO+wUun00ilUkilUhMmrUFgs9ksPM8Tv5dMJoc839PTAwDYtGmTiDuXMmMIpvb4kj3kaDSKzz77rDzguq6Ln\\/\\/858JLZRvAwQg5QD5WYJctW4aDBw8K6WAniSWW56hBCWG7N9HA8rSKtQaTPA1CfhoGADfccIMYq2LAlaN2PL5yupEFSlVVbNq0qTyOVHd395BQWDBLEUyOBy+SIisU8CDr6+vR29uLZDLpk8CJAmwiSFbRzARXXXWVr\\/+cIAnmlosdP\\/5cTU0N\\/v73vyOVSo0dXAB46qmnxg0sl2bK3BsOhxGNRrFlyxaft8vkum5RIcJKoUwmIzRMV1cXdu\\/ejUWLFvlULQW8\\/1IEo7q6Wkj3pk2bgPGo44MHD6KpqWncwAajSfzZRx55pKA65YA9x38nA8kRKpbgJ554QiQNZDDlKU2xwMoh23A4jJ6enrEBm8lk8Pjjjws7OF5VzBdXPSxZskREVOQAPtvTyQQqA5nNZsXrgYEBdHd3Y\\/369bAsy1d1KTuNcpXHcBc\\/KztXTz\\/99NhsbXt7O6644gqh38erilkdcYDjjTfeAKSgOwM52UBFXg3Ljh+r5Fwuh+bmZpHGLCS1XEEx0iV7xpSf3zY2NqKzs7M0YB3Hwfbt2xGNRssisVyewpzHdbWQPMnJTgym7EXztGjt2rVivFhqC5XjjqTxgjXXRIT33ntv2LSeWuimoij00ksvUSqVGrICfCzkuq6opGhqaqJHHnlEfO9o1RWToewWABmGQY7jEADSNI0SiYRY9X7ffffR\\/PnzifKLrGkM\\/eIF23JFyvbt28l13ZIaKox+oXWlY3WedF3H73\\/\\/e8HlzNHsARfygieDSmatI097mHjeywvRguFCLoctxsaynWaJXbZsGU6ePFkch+RyObz77rtDVpGP55KnOu3t7aLTk2k6UyoFEwjbtm0bUxGcbJtlc8brnbZs2VJwDe4QVZxOp2nbtm0FN+YYK6mqStlslu68806qq6sTm4F4nleaKpmkZFkWLViwgGbOnEmUHw9N08TGJqORPEashj3Po3Q6TX\\/729\\/IsqzRv6S1tVXU95TKWcNdLK3vvPMOMEIZy1SiYBKhp6cHN998s3AmS9WGwWQLe9Vz5swpmM7zsYzjOPjyyy+pvb2dQqEQKYpSFolSVZVmz55NV155pdACY3UiJiNlMhmKx+N0++23k2VZYtcakpyp0Sj4HACyLItOnTpF+\\/btG\\/K8D1hN06i5uZkoL\\/7lGvRcLkdr166lSCRC2WxWqPdMJjPumuPJQNzf9evXC2B547BigQ0Sb0+Uy+XorbfeGrLBmQ\\/YdDpNH3\\/8MWmaJgqhDcMYc4eYXNela6+99usfzNsVAOS67pg7NpmIi8tramqopqZGTIm4cL0YyuVypOs6qaoqMHFdl1RVpZ07dw7RrD5gjxw5Qi0tLWLeyVXz46XFixfT5ZdfTiSpXt7P8Fwh3iDssssuI8qvICh1bHlzMWYURVHIMAz64osvKJFI+J\\/lF319fdi\\/fz\\/19PQQ5ZdpACiao0ai1atX07Jly4jyHZQ9u3NBFbuuK6TsyiuvpFAoJKS2GJK1HOXHkEHOZrPU29srlp6Iz\\/CLaDRKe\\/bsoUQiQYqiiKhTsVzFP67r+pDPrFixQrjktm2LZ+XXk5nknVVlx4iJAezr66NbbrmFamtrhSouhpj5Weqz2ay4x\\/b6o48+8n1GjGoqlaLDhw9\\/fVNVfYuYRiN5wZG8YIrnawsWLBDAMqfJ12Qn7v9wF9u\\/aDRKtbW1NHv27BH3fyyVcrkcHTt2jORpj0DN8zw6cODA1zclMIud7shcyvaZgVu6dKnvPe5QuWx4pROPoaZpFIvFaM6cOeQ4DjmOU7b+B+2s8F4GBwepra3Nx2HFcpUs3bzTKH+HrutUX19PlOcswzB83jAHtyczjQaOruvCrAEQ0TfKj9l4YwWqqtKhQ4eos7Pzf7\\/JL06cOCF+AIDYpLlY54l1fVC9NjQ0UCgUokwmI5yIIJBTXWqD4DU0NIjX5WBqVVXp+PHjdOLEif\\/do3wxeGtrq28KwvPMYr+YJCPPjTUMg5YuXUrhcJgMwxBuOjtYU8G+lkKappGmabRw4UIyDKNsdtZ1Xerp6aHW1lYRqNApLzH79+8ny7LEKm7XdYsGliVbtp38uqamZtg5cTabJdu2pzzAvLE1m5\\/q6mqfwzle4qTKV199Je7p9PWOL\\/TZZ5+J7dLZDvJrdrNH+mL5r2malE6nxZw1mUyK7wRAjuOQZVmUTCbJsqxRv7\\/SaTSA2O\\/wPE\\/MGrLZbFmneoqiUF9fn\\/hf5x\\/55JNPxP4OHKqSGzISBYFhBtF1nV599VVqaWkhwzDEwQvsPHFnp8JcdiTK5XIUiUTIMAzq7e2lY8eOib6X03k8evSoeK3T13tJ0ODgoABRHuzx\\/DBP1j\\/++GMR5+TyEVZFAKa8KuZslnwmAccKyjkjcBxHjKVO+YgIS1mQiv3hQgwgN7wQePz+VI8Zsw\\/CgiNrq3IB63kepVIpoT11ykedmIuCABTzw2xjguDK3xWcBsnPFaPuJzNxUkXTNN9sg2ch5ei\\/67o0MDBAmUyGSHaeZLs31gkzAyyDxhV8wRClLM1TvTyG+xr0JcqtitPp9P8CQ5RXxZzvkz3cYu3raMmCye71jpdM0xQaiwM\\/7JiWg6kZJ9YMJKtipmDMt1iOCjpEMsk1t+xEua5bdq+wUkmO3nGcQD56rRwUnGHoJNnCoA0olYLgMvfIZTb8Wg5fTnWS865cmVlO8yM7qPxal9\\/IZDK+zEypkZGgzQgGLqjEUOVUoTPVX5mBpnZk4BymaWCnKE0DO0VpGtgpStPATlGaBnaK0jSwU5RUkuaZHFL0PK\\/kpR2maVIoFCLKR5ps2xb3p2liice9u7vbn7YrRKUGqLPZrKgdzuVylMvlqKqqilauXEnV1dXjb\\/00DUtdXV00c+ZMampqEiCLmqcglQJsVVUVDQ4OimB\\/OBymWCxGP\\/3pT+nhhx8+5yJNZ5oK5bN1ktSlHN+VF0+NBnA2m\\/WBl0wmKZlMUnd3Ny8cmtr1pRVIOuUXYMmlGnLesBhg5SI40zRJURQaGBig\\/v7+sizqmqbSSad8OaRhGAKEUlNp7ChlMhlf7rWjo+OcWP9aiaRT3kaapinKKqjE6ny5XooXYum6Tu3t7dPAniXSKe8uD1dQVozk8vJ7rpXN5XLkOA599dVX50S+tRJJpTwwVVVVQ94sViVnMhkBKq8gM02TTp8+PeUL1SqVVMofmNfY2CjUppzhL0Uly4VqXM\\/T1dU1MS2fphFJpfyC3EsvvfTrG9Iam0KVdSORzASu61Imk6EvvvhiyI4m0zTxpFIehAsvvNC3QJdtbjHBhUJlp5RX0bt27ZqIdk\\/TKKTS19MVZfHixURSYfdYJFVmDL63a9eu6bns2aTjx4\\/7TuQo5XjQ4HZw8kFAdXV1OHbs2LQqPsMkxHLmzJliSwGSSlKLkdxglb+8T9SpU6foyJEjE9H2aRqBBGqGYVBtba2IIpXi77CTJTMB7\\/UHgI4fP065XG5aas8gCSQymQx94xvfoHQ6TbFYjBRFKWm1eXAtLa\\/+IiLasWPHdKDiDJMANhwOU1NTE8XjcTp9+rTYD7ccIcGPPvqIWltbx\\/09U4UgHVsqUzabLRv3iziioijK559\\/jlmzZg3Zl2+81NraSq+++iql02nYtn1Op\\/AA4IUXXqAnn3yScrkcLV68mObPn0+zZ8+mCy64gJqbm3HeeedRdXW1qGiJRqNEeYyK\\/R3fg67r4vrrr6fdu3dTLpcjRVHKFhK84ooraM+ePSU1bioSAFx00UV0+PBhSqVSZJqm2DDTMAyKxWJUV1dHc+fOpTlz5lB1dTUBoDlz5tDChQupvr6eqqqqqLq6murq6igej\\/Nit+HHFQAefPDBko6hLvaqrq7Gl19+WXD\\/+nOFAGD79u0gIsRisaLHmA\\/MkA9kqq+vxzXXXIMf\\/OAHePbZZ\\/Hiiy8Of3qW53l49dVXffPQsR78W6hxP\\/rRj3AuhxdTqRQ2btwozqkj6chWRTokmU9+Nk1THLohv8+nqsgHVjU2NmLHjh3Dj+2JEyewdOlS8cOlnIE63MWcFovFcOTIkXMW2NbWVkSjUXE4Eo\\/tcMfFyRgEjzyX7xERli9fjs8\\/\\/1yM7ZDoQ319vdgsORQKlSUc6LouRaNRGhwcpDfffPOcTAokEgm89NJLooLTtm2R4gxuh8v7Vei67tscjZ91HMe3YZplWbRixQpavnz58A3wPA8ffvjhkIN\\/CqmAkbis0GFAqqpi1apV6OrqOqdUMgAcPHgQCxYsABEhEomIc+qKDd2yeubx5vAvf\\/7ll19Gf3\\/\\/yGPa1dUlGsGx4PECyw3RNA0bN27EuRSJchwHDz74oDBJPCayQzTSxSeWUeBQZT6iJRKJYN++faOPJwBs3rwZlD\\/acrzA1tTUiPvhcBi2baO5uXnYA\\/emEuVyOfzjH\\/9AXV2dT1BK8V\\/kY8\\/4CHWSDgvesGFDccENAPjiiy8wc+ZMhEKhskisfNSmbdu49tprzwl1DADf\\/\\/73hQc8VodUPpaUvyMUCsEwDLz22mvFjyUA3HnnnWVRxfxXPrWYiPD8889PaXBTqZTPX5Ht6VhOypI9Y54DX3XVVQVPyhqWkskkXn\\/99RHnT8UCO2PGDMGxtm1DVVVYloW6ujps27ZtSoILAG1tbbj66qt9QMrMHYlEigI1GMgIhULi+\\/7whz+UPn69vb249dZby6KK58yZI8DluZht2wiHwzh16tSUA7ezsxO\\/+MUvBBCshuVihmJVsvycruvC6br44otx4MCB0scNAN54441xA8v2VTb8rJY0TcM3v\\/lNHD16dMqACwBbtmyBpmkC0EgkIhwgObJX7KGQfNAhj1ssFsP9998\\/9jEDgNWrV4vGBQ8JHutplTLwmqbh5ptvRltb29gOlK8g6uvrQ0tLC2pra8t2\\/m5Q\\/VJ+2vPBBx+MD9ht27b55lw8WQ46Q2MFlu+tW7cO2WwW3d3dkxLcXC6HVCqFBQsWCC+2HODK8XrTNGEYBu65557x5289z8N3vvMdyIbcMAzR+HIAa9s2TNPEunXr0N7eXtak85kgABgYGMAtt9wiVKVsT8dzmaYpGETXdcybNw\\/79+8fv+kCgHfeeQerVq0awolj5UgZWP5OZpprrrkGJ0+enDQpPq6AWL16NSzL8nm75UiiUH66w1Gnhx56qHz+SCaTwZYtW4S+pwJu+FiBldWxZVmoqqrCeeedh927d6Ojo6Oiw48A8OWXXyIWi\\/nScUFJG8\\/F3xGLxXDZZZehra2tvI7mwMCAmJcxF5VDYokIM2bMEDacudwwDPz6179GX19fxUkvALS2tuLZZ58dMh8Nh8NiJjAecyWPM7\\/euXNn+WcPALBz506sXLmy5HjnaMCyFuCLgxrxeBzr16\\/H66+\\/Loq+ytqpMYzBwMAAPvjgA9x1110+xyYcDot281VK4f1IYxWPx3HHHXdMXP\\/lOdp47IcMLHvX\\/D8PBtsUVVURCoVw00034d133z0rALuuCwA4efIkfvnLX4o5Oc8WZKkyTRO6rpfVeZo3bx66uromVnNlMhn85Cc\\/EVzKDbBtW6hTlsBi5rmFgh7yZRiGkAxd17Fu3Tr86U9\\/QiKRmHCAM5kMAOCjjz7CfffdJzJVmqYN0TJj7Z+qqkJIbNsWapwTMPF4HG+++ebEM7PjOMjlcli7du0QcCkQVSpHx2VbU1VVJTzP6667Dr\\/97W9x6NAhdHR0IJvNlqXzAOB5Htra2tDc3Ix7770XK1asKKhei9FaxTAuEaGhoUF8Rmaa5557bvhCtXJTMpnE559\\/jsWLF\\/s6UFNTIzor5yDH03HZOTEMw8cw0WgUiqJg+fLl2Lx5M7Zv347jx48jnU4Lle04DjzPG1Kg7XkeHMdBf3+\\/eP\\/o0aN4\\/vnncdNNN2H27NniN+W2lmo3R+ufnK2RQY3H47jnnnuQSqVKBnVcNb4A8Pbbb9P3vvc9AiCOB1FVVZxvV1QjRik15nVAlF+KQvnF2nxunnx2Df92OBym2tpaqq2tpaamJtJ1nSzL8h2ykMlkyHEcamtro9bWVl5jRJZl+fbSAEC2bZNpmuIsdNM0SVXVovo4Wv94tYXjOGSapthva\\/369fTKK6\\/wkednth4bAD788EPoui7sj67rIyYIxqqK+Xvlz8llI6qqwrZtUbLJ\\/8vPcupQrh+Sr+D9cDg8xJayg8eB+XL0T54ihcNhNDY24siRI2d3FsDFWqxGZLvDjR1Px8Ph8JAks+yoFfouGczhAFAUBZqmwTAMkQ6zLGtIaafcB9M0fVOc4Nrg8dhYZt4FCxbgwIED6O3tPXugyuA2Nzdj1qxZoECaqhwczcl5eUAZNC6uDto+DqDIUh18f7gAQiGNE9QYmqYVZW9H65+cq12+fDn27NmDTCZz9kFlSiaT+Ne\\/\\/oX6+vqiHYtiOi5rgKDzIkunzEiFKgAVKYRZCDQu3CMpg8UMJX+XEshKlYNxQ6EQrrjiivGl4iaSAKCzsxMbNmwQUiHX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\"},{\"id\":\"f5408676-6093-42aa-8cd4-6d9a73d43f67\",\"height\":30.14,\"width\":28.03,\"perimeter\":115.8,\"area\":334.23,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"a26cbd02-74ab-4450-b6fa-f4b14261c4de\",\"height\":21.9,\"width\":20.15,\"perimeter\":113.79,\"area\":167.81,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"4ca69f8d-5de3-46cf-bde0-3202c5843e71\",\"height\":22.78,\"width\":19.97,\"perimeter\":108,\"area\":283.64,\"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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","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":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"164","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":83.93,"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":14,"perimeter_of_sign":120.94,"nested_area":54.75,"occupied_area":26.21,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":20,"other_dimension_of_sign":83.93,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1373}},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: Looking up SignType {"data":{"sign_type":"Flat Cut Acrylic Letters"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":10,"formulas_count":27},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: Retrieved Variables List {"data":{"sign_type_id":10,"variables_count":10},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: Merged material items {"data":{"formulas_count":27,"items_count_after_merge":27},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: Merged variable items {"data":{"variables_count":10,"items_count_after_merge":37},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: Initializing MathExecutor {"data":{"variables_count":184},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: MathExecutor variables set {"data":{"variables_count":184},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: NEAREST_INCH called {"data":{"input_value":"1","sign_type":"Flat Cut Acrylic Letters"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: NEAREST_INCH result {"data":{"input_value":"1","closest_inch":0.984},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: Formula executed successfully {"data":{"name":"Sign Depth/Thickness","expression":"NEAREST_INCH(sign_depth_or_thickness, sign_type)","result":0.984},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"73.62389"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"752.96799"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.008685211893600003},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * material500611","result":8.685211893600002},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0006898078850000002},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * material500214","result":0.6898078850000002},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.006579705980000002},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * material501055","result":6.579705980000002},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"0.01352289224"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"13.52289224"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"0.00656308884"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"6.56308884"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"0.0087876888"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"8.7876888"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"0.00070116992"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"0.70116992"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":9.10591311172},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable56 * nested_area","result":41.0625},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"31.2075"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"0.41107357185969"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: Total Cost formula detected {"data":{"item_id":63},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: Formula calculations completed {"data":{"total_items":37,"successful_calculations":36,"errors_count":0},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":850.64996867032,"totalDenseWeight_before_formula":105.2879931374183},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable57","computed_totalCost":935.7149655373521},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Flat Cut Acrylic Letters","objects_count":14,"totalDenseWeight":0},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":14,"sign_depth":"1"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":10.69,"height":29.79,"depth":"1"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":10.69,"height":29.61,"depth":"1"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775195506_d32c2ba4229759d68fc7056517817f42","bins_packed":[{"bin_data":{"w":16.9,"h":30.96,"d":28.33,"id":"unique","used_space":70.9277,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":30.96,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/e6ad655258f50be0c334745cec2bda10/1775195506-0333-9048172.svg","items":[{"id":"item-3","w":10.99,"h":30.09,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/e6ad655258f50be0c334745cec2bda10/1775195506-032-2627485.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":10.99,"h":29.91,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/e6ad655258f50be0c334745cec2bda10/1775195506-0322-2036583.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/e6ad655258f50be0c334745cec2bda10/1775195506-0322-8731265.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-9","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/e6ad655258f50be0c334745cec2bda10/1775195506-0323-9571715.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":20.45,"h":22.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/e6ad655258f50be0c334745cec2bda10/1775195506-0324-1431992.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":20.45,"h":22.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/e6ad655258f50be0c334745cec2bda10/1775195506-0324-5732612.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/e6ad655258f50be0c334745cec2bda10/1775195506-0325-3728088.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-14","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/e6ad655258f50be0c334745cec2bda10/1775195506-0326-4725006.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":24.3,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/e6ad655258f50be0c334745cec2bda10/1775195506-0326-5445520.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-11","w":24.3,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/e6ad655258f50be0c334745cec2bda10/1775195506-0327-9704008.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/e6ad655258f50be0c334745cec2bda10/1775195506-0328-4073911.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/e6ad655258f50be0c334745cec2bda10/1775195506-0328-1599195.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/e6ad655258f50be0c334745cec2bda10/1775195506-0332-3144620.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-13","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/e6ad655258f50be0c334745cec2bda10/1775195506-0333-3210926.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:45] local.INFO: Box added from packed bin {"data":{"length":28.33,"width":16.9,"height":30.96,"denseWeight":0},"timestamp":"2026-04-03 05:51:45"} 
[2026-04-03 05:51:46] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":30.33,"width":18.9,"height":33.21},"quantity":1,"denseWeight":1}],"cheapestShippingCost":587.63,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":0,"rate":810.615,"tariffAndDS":810.615,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1307.0356259999999,"totalShipmentCostFormula":"((tariffAndDS (810.615) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1307.04","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":0,"rate":457.61,"tariffAndDS":457.61,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":737.8503640000001,"totalShipmentCostFormula":"((tariffAndDS (457.61) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 737.85","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":0,"rate":"587.63","tariffAndDS":587.63,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":587.63,"totalShipmentCostFormula":"(((tariffAndDS (587.63) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 587.63","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":0,"rate":406.25,"tariffAndDS":406.25,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":655.0374999999999,"totalShipmentCostFormula":"((tariffAndDS (406.25) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 655.04","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":0,"rate":636.25,"tariffAndDS":636.25,"fuelSurcharge":"0.475","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1088.62375,"totalShipmentCostFormula":"(( tariffAndDS (636.25) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.475)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1088.62375","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":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":184.375,"rate":483.45,"tariffAndDS":667.825,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1031.418325,"totalShipmentCostFormula":"(((tariffAndDS (667.825) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1031.418325","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":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":0,"rate":1075,"tariffAndDS":1075,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1075,"totalShipmentCostFormula":"((tariffAndDS (1075) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1075","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":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":184.375,"rate":483.45,"tariffAndDS":667.825,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1031.418325,"totalShipmentCostFormula":"(((tariffAndDS (667.825) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1031.418325","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":85,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":184.375,"rate":550.5,"tariffAndDS":734.875,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1134.742375,"totalShipmentCostFormula":"(((tariffAndDS (734.875) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1134.742375","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":85,"career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":184.375,"rate":619.26,"tariffAndDS":803.635,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1240.7015350000001,"totalShipmentCostFormula":"(((tariffAndDS (803.635) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1240.701535","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-04-03 05:51:46"} 
[2026-04-03 05:51:46] local.INFO: Yes Factor Founded {"data":{"sign_type":"Flat Cut Acrylic Letters","productCostFactor":"1.25"},"timestamp":"2026-04-03 05:51:46"} 
[2026-04-03 05:51:46] local.INFO: Product cost factor determined {"data":{"sign_type":"Flat Cut Acrylic Letters","productCostFactor":"1.25"},"timestamp":"2026-04-03 05:51:46"} 
[2026-04-03 05:51:46] local.INFO: Final API Response {"data":{"sign_width":"164","sign_height":83.93,"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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W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1373},"TATDays":14,"testDenseWeight":115.81679245116014,"vendorName":"EpicCraftings Pakistan","quotationId":1373},"timestamp":"2026-04-03 05:51:46"} 
[2026-04-03 05:51:46] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 05:51:46"} 
[2026-04-03 05:51:47] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-03 05:51:47"} 
[2026-04-03 05:51:47] local.INFO: Incoming Request {"data":{"sign_type_name":"Flat Cut Acrylic Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":83.93,"sign_width":"164","dimensions":[{"id":"3b826524-3b59-48a0-b14d-f28f55d08a03","height":21.9,"width":20.15},{"id":"af495ea4-f723-42f2-9c0d-c4566fbe157a","height":22.78,"width":19.97},{"id":"71eb88f2-3623-4332-b5c9-adccf4f41c98","height":29.79,"width":10.69},{"id":"9d6708c0-c8d0-4d3d-b814-19a6462048e3","height":30.14,"width":24},{"id":"d5d14fed-0a49-4712-ac6c-fe01d001224a","height":30.66,"width":18.92},{"id":"88d3b5ba-e10a-4548-9a5e-22797c62186b","height":30.66,"width":18.92},{"id":"f5408676-6093-42aa-8cd4-6d9a73d43f67","height":30.14,"width":28.03},{"id":"a26cbd02-74ab-4450-b6fa-f4b14261c4de","height":21.9,"width":20.15},{"id":"4ca69f8d-5de3-46cf-bde0-3202c5843e71","height":22.78,"width":19.97},{"id":"75cf4bb5-b20e-42a0-b892-95ba46e5b70f","height":29.61,"width":10.69},{"id":"24078dd2-e79a-44cc-b1b5-ab89fcc848bf","height":30.14,"width":24},{"id":"f5b1c222-9e54-4497-b3d5-55f4237388e9","height":30.66,"width":18.92},{"id":"af435855-dbf1-40b3-a0d7-ced428e70f81","height":30.66,"width":18.92},{"id":"f2bac152-8537-44fa-a991-dca684bdee91","height":30.14,"width":28.03}]},"timestamp":"2026-04-03 05:51:47"} 
[2026-04-03 05:51:47] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-03 05:51:47"} 
[2026-04-03 05:51:47] 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":83.93,"sign_width":"164","dimensions":[{"id":"3b826524-3b59-48a0-b14d-f28f55d08a03","height":21.9,"width":20.15},{"id":"af495ea4-f723-42f2-9c0d-c4566fbe157a","height":22.78,"width":19.97},{"id":"71eb88f2-3623-4332-b5c9-adccf4f41c98","height":29.79,"width":10.69},{"id":"9d6708c0-c8d0-4d3d-b814-19a6462048e3","height":30.14,"width":24},{"id":"d5d14fed-0a49-4712-ac6c-fe01d001224a","height":30.66,"width":18.92},{"id":"88d3b5ba-e10a-4548-9a5e-22797c62186b","height":30.66,"width":18.92},{"id":"f5408676-6093-42aa-8cd4-6d9a73d43f67","height":30.14,"width":28.03},{"id":"a26cbd02-74ab-4450-b6fa-f4b14261c4de","height":21.9,"width":20.15},{"id":"4ca69f8d-5de3-46cf-bde0-3202c5843e71","height":22.78,"width":19.97},{"id":"75cf4bb5-b20e-42a0-b892-95ba46e5b70f","height":29.61,"width":10.69},{"id":"24078dd2-e79a-44cc-b1b5-ab89fcc848bf","height":30.14,"width":24},{"id":"f5b1c222-9e54-4497-b3d5-55f4237388e9","height":30.66,"width":18.92},{"id":"af435855-dbf1-40b3-a0d7-ced428e70f81","height":30.66,"width":18.92},{"id":"f2bac152-8537-44fa-a991-dca684bdee91","height":30.14,"width":28.03}]}},"timestamp":"2026-04-03 05:51:47"} 
[2026-04-03 05:51:47] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Flat Cut Acrylic Letters"},"timestamp":"2026-04-03 05:51:47"} 
[2026-04-03 05:51:47] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":10},"timestamp":"2026-04-03 05:51:47"} 
[2026-04-03 05:51:47] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":10},"timestamp":"2026-04-03 05:51:47"} 
[2026-04-03 05:51:47] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-04-03 05:51:47"} 
[2026-04-03 05:51:47] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":10},"timestamp":"2026-04-03 05:51:47"} 
[2026-04-03 05:51:48] 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":83.93,"sign_width":"164","shipping_weight":62.5,"shape":"rectangular","dimensions":[{"id":"3b826524-3b59-48a0-b14d-f28f55d08a03","height":21.9,"width":20.15},{"id":"af495ea4-f723-42f2-9c0d-c4566fbe157a","height":22.78,"width":19.97},{"id":"71eb88f2-3623-4332-b5c9-adccf4f41c98","height":29.79,"width":10.69},{"id":"9d6708c0-c8d0-4d3d-b814-19a6462048e3","height":30.14,"width":24},{"id":"d5d14fed-0a49-4712-ac6c-fe01d001224a","height":30.66,"width":18.92},{"id":"88d3b5ba-e10a-4548-9a5e-22797c62186b","height":30.66,"width":18.92},{"id":"f5408676-6093-42aa-8cd4-6d9a73d43f67","height":30.14,"width":28.03},{"id":"a26cbd02-74ab-4450-b6fa-f4b14261c4de","height":21.9,"width":20.15},{"id":"4ca69f8d-5de3-46cf-bde0-3202c5843e71","height":22.78,"width":19.97},{"id":"75cf4bb5-b20e-42a0-b892-95ba46e5b70f","height":29.61,"width":10.69},{"id":"24078dd2-e79a-44cc-b1b5-ab89fcc848bf","height":30.14,"width":24},{"id":"f5b1c222-9e54-4497-b3d5-55f4237388e9","height":30.66,"width":18.92},{"id":"af435855-dbf1-40b3-a0d7-ced428e70f81","height":30.66,"width":18.92},{"id":"f2bac152-8537-44fa-a991-dca684bdee91","height":30.14,"width":28.03}]}},"timestamp":"2026-04-03 05:51:48"} 
[2026-04-03 05:51:48] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-03 05:51:48"} 
[2026-04-03 05:51:48] local.INFO: Input Parameters {"data":{"dimensions_count":14,"shape":"rectangular"},"timestamp":"2026-04-03 05:51:48"} 
[2026-04-03 05:51:48] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-03 05:51:48"} 
[2026-04-03 05:51:48] local.INFO: Sign Type Lookup {"data":{"sign_type":"Flat Cut Acrylic Letters","found":true,"sign_type_id":10},"timestamp":"2026-04-03 05:51:48"} 
[2026-04-03 05:51:48] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":10,"has_module":true},"timestamp":"2026-04-03 05:51:48"} 
[2026-04-03 05:51:48] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-03 05:51:48"} 
[2026-04-03 05:51:48] local.INFO: Flat Cut Acrylic Letters Detected {"data":[],"timestamp":"2026-04-03 05:51:48"} 
[2026-04-03 05:51:48] local.INFO: Resolved Depth Range {"data":{"input_depth":1,"matched_depth":1},"timestamp":"2026-04-03 05:51:48"} 
[2026-04-03 05:51:48] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":5.0},"timestamp":"2026-04-03 05:51:48"} 
[2026-04-03 05:51:48] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-03 05:51:48"} 
[2026-04-03 05:51:48] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1959.8,"dimensions_count":14},"timestamp":"2026-04-03 05:51:48"} 
[2026-04-03 05:52:24] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"164","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Flat Cut Acrylic 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":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpDF1A.tmp"}},"file_present":true},"timestamp":"2026-04-03 05:52:24"} 
[2026-04-03 05:52:24] local.INFO: Validation Passed {"data":{"sign_width_or_height":"164","user_input_dimension":"width"},"timestamp":"2026-04-03 05:52:24"} 
[2026-04-03 05:52:26] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":14},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":14},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":14},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":14},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"164"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"164","file_size":46423},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":347,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.61,"bounding_box_area":454,"exact_perimeter":108.35,"approximate_perimeter":100.53,"convex_hull_perimeter":68.97,"perimeter_pixels":618.4163056034271,"original_contour_point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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":302,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.72,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.67,"convex_hull_perimeter":84.95,"perimeter_pixels":562.5929291125638,"original_contour_points":122,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5144,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":302,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.23,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":352,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3465},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":752,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.81,"bounding_box_area":441,"exact_perimeter":113.79,"approximate_perimeter":107.8,"convex_hull_perimeter":82.13,"perimeter_pixels":649.4356415871832,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1629,"perimeter_to_area_ratio":0.6781},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHcAAACBCAYAAAD68iWOAAAABmJLR0QA/wD/AP+gvaeTAAAbBUlEQVR4nO1de3BU1Rk/9+57N49NYsgDhAAyDSpItbaItAULIrEtWmgC2lLqdGylo7QUbWnVOpUpj4pTERlabcXW+qCKMjg11ndTCkZAsU0VykBJg7xCk7Cb3c3dvfvrH8135tybze7Z7E2ySfabOUM2ZO/uOb/zPc73OozlaGRRV1cXiDRNg5XPjsVi/NlWPnckUTQa5Wt4/vz5XtdRMf8iFouhoaGBvfbaa+zcuXPs0ksvZV1dXSk/MB6Pp/z/oqIixhhjH3/8Maurq2PV1dVMUZQe32G4UCwWQywWY3v27GGNjY389zRlceqqqiZ9VjgcZqqqsoqKCqZpGjt8+DDz+XysqKiILVu2jBUWFjJVVZOvZUtLC3w+H9xuNxhjcDqdsNlssNvtGQ3GGHw+Hxhj8Pv9UFUV27dvH9YcDAALFiyA3W6HzWbjw7w2Docj5fr5/X4wxsAYg6Io8Hq9KCgoAGMM9957L3RdT72OALBu3ToUFBQYHpjpKCsr48A6nU4O9pkzZxCJRIYdwOFwGFu2bIHD4YDNZrNsHcvLy/nPbrcbM2fORCgUQiwWk1tDAPj5z3/OH5KXlwdVVZMORVGSDsYYVFXlAJNkuOOOO9DZ2TmswAWAP/7xj1xSFRQUpFyfVOvrcDj4OiqKAr/fj6qqqr7ZL6dOncJnPvMZeDweS3acw+HggJK4t9vtUFUVzz33nJxYGQIUDAZx+vRpXH755XA6nXC5XBwQAifTUVBQAJfLhT//+c8IhULprxsANDQ0wOv1Sn2gDOcyxlBcXMw5mMTzjBkzsG/fvmGhfwHg1ltv5fMl7hV1biKJl2p9vV4vVFXlIn7Lli2ZqbN4PI4f//jHsNls0uD1NghI+tc8+SVLliAYDA5pcAHg97//PfLz8+F2uzkQTqczJZgy60trNX/+fLS3t2e2VgAQCoWwYMECAzAej4d/oCxnJ+N2VVXhdDqxfft2ecMgywgAjh49iqqqKs6piqJwgGXAo7/Ny8szvKahqioKCgrw0UcfWWOEAsD777+PsrIyrjMVReHmeya6QwTX4XBg3LhxQxZcTdNQV1fXAwxiilTgEneLxmdhYSG3V7xeL1wuF7Zt22at+gKAbdu2gTGGkpISsG4znLjYCnAZY8jPz8fPfvazIad7AWDjxo09uE0Uv6nAdTgchg1Br0VxvHbt2v7Z/ABQW1trAJYmQl8oU3CdTidKSkrw7LPPIh6PDwmAw+EwGhoaUFRUZBCptEYk3dKxWegZIshXX311/216APjwww8xduxYzmWZiORE4NKorq5Ga2tr1p9/4/E4AOCqq67qwW1ki5BHSgZcs7FJUrGiogJ79+7tX4kGAM8++yzcbjffkVYaVHQmZIzhBz/4QdaL50AggJ/+9KcGYEl/EvfKcq44d/NG2bRp08CsRTwex/r168G6z6xm3ZIp54q7NxQKobW1NSsBBoBf/vKXUBTFYHfk5eXxDe92u/l8ZHUucTqJ5m9+85sIh8MDtwbBYBBz5szhE+qr79QMrtvtNljP06dPRygUsjzsmCnpuo6zZ89CVVXOmQ6HwwCkeJyRdc/m5eXx59ntdkyePBmapg2s/RGLxbB7926MHj3asGtJD7tcLoM4kgXf4/EY/tbj8aCmpibrxLOmaVi2bBkHoa9HQvJYmUWzz+eD3+/He++9Nzhzj0aj2LBhA99x4nFG/PJmXdLbEBfI7XZza7OiogIvvPBC1gAciUTw/PPPc9FLYTfZQS7ERKrMbrfzs+3mzZsHN1oWDAaxaNEizq2i/nU6nT2sPxmARUOCAJ8+fXpWhAWj0SgOHDiAMWPGcKDStTnIDZno/2jus2bN6ltAwEoCgH/9618YN24cGGP8rEeiRXS9yehfu91u2BCi3tq4ceOgcm8kEgEAXH755YbNbP5ZRjKZwRZPChMnTsSBAweyQ1IBwKOPPsrDdyRWRNBkdK4o3hwOh2HBnE4nLrzwQtTX1w/apDVNw6pVq/hmYwmcOcmGKJHMG54MLrfbjR07dmQHsESapuF73/seGGMc3ERutGRDXChRPIv+1gULFqCrq2vAJw4Ar7zyCpjgfiXHhKwxJYpi0coWx5o1a7ILWNY9+WPHjuHKK6/kE/f5fAm9T6lEl9kpQn5VMjYeeeSRAT33AUBTUxOuuuoqribEI0u6BhUTIkb02uv1ora2Nmkm46CSrut47bXXDB4alsCllmzC4ms6YolxUcYYRo0ahVOnTg3Y2S8QCBiC75RXJjovZG2KRL/3+XyoqqrC0aNHszsiFolEsGHDBkOISwxlmYeYkSAr2vLz8zFv3rzMg9USBACPP/54nwMjicClzS6qq8bGRkSj0ewFligajeLaa6/l4kvUT8kAll0kh8MBn8+HX//61/3quYrFYnj77belbQaZQfaIoijw+Xzwer34xje+kRXHPCkKBoNobGzEpEmTwBjDBRdcIO1+SzVIH6uqirFjx+LgwYP9YoCcPXsW58+fx+zZs7nozBRYVVX5CUBVVXi9Xlx99dUIBAJDg2uJ2tvbeXCfuC1VCqzsIok6/IYbbugXPRWPx3HXXXeBdXvcrMg7JmBLS0vBuj1v//znP7PPOpYhALjhhhvAuo2i3nKc010kcxXDb3/7W0sXCAB27NjBRWi6XrZkg1yziqJk33k2HdI0Da2trZg2bRqYEB0RAU53ccgD5na7uS4cP348Dh06ZMlCRSIRHDt2DJMmTeLcSs59qziXMYba2tqhCyxRIBBAQ0NDwpzddMElFx0ZX4WFhfzn5cuXWxL3bW9vR11dHf9uBKpVRpXb7cbkyZPR2to6sDHa/qJAIICf/OQnGYPLEqR+er1eHiZsaGjAiRMn+rxguq5j8+bNBvGvqqplFRc039dff33ocy1RJBJBIBDA1KlTDXFeZkpNkVmcZGPChAno6OjoU1kKALzzzju45JJLwAT3YLocS38vZmAwwfVYX1+f3Y6KvlA4HMbrr7/O/bIOh4OfV9PZ+cmG1+vFypUr+3SsiEQimDFjBhf/dOTqrUqiN6kietNsNpvBlXrLLbdkJFmymgBgzZo1XJyKHCzjxJDNHnz66afTEnu6ruP+++/nn+PxeAxpP7KShZkqMUaNGsVBnjZtGv7+978PH3GciKLRKA/ui+DKRFZSgUsc8/nPfx6nT5+WWshoNIqtW7fC6/XygnACx+wjlx2qqvJN4fV64XA4sHPnzmFTxdgrAcA//vEPFBUVJUznzARc0ucejwe33357SnCDwSBaWlp4Ubj5c0TLXCw9TTbICBP//oEHHhj+wBJRaQpxmizAsmKZFnnPnj1JAQaA73znO2CCe1F8lt1uh8vlkhbJFIcWVczs2bOHtyhORACwePFirqesAjcvL49vmptvvrnX+KimaTz4LnKbmUPTKXajedhsNvh8PowdOxbHjx9HIBAYWeDquo7Dhw/jU5/6lGU6N1Epxs6dO3twDgB88MEHuPjii/lzmclo8nq9hjooWe4l92J+fj5eeOGFIV9v3GcCgDfeeINzCDMVQFG2gqzYJnBFsVhdXY2PPvqIA0z9I+bOnWsAUmbziBLG6XT2qBCgzZCfn4/77rtv5AJL1NbWhoceesige6kO1bz4sqKRkgPod8uXL+dn31gshtWrVxvyqSliJSP2HQ6H4bijqirX1/Q9Z8yYgUAgkHVVEoNC7e3tuPDCCw2Gjdm5IeO4pxIUJiQHsO6Etvr6enR2duLIkSO8SpHqnGS4loaokynYbt5cx44dG35eqL4SALz44osYN26cYfFEv66MaBZ1Lr2PxPz8+fNx991346tf/SrXz2IGiGyJJXGoefP5/X7Y7XY88cQTI886TkXUKISZEttFw0Z2uFyuHlYvZT4kEvWyPStE8Uubx+l08rjvj370oxywvVEgEMDNN9/MwaBFTafISgQ1kePB5/NxjhXPxDLgmjvBiY3SZs6ciba2tpwR1Rt1dXXh0KFDqKys5G47WkiZ6IzZsi4qKuoR3RFzjCk7JJ0Sy8LCQs61F1xwAVi3dZw15R/ZTJqm4Q9/+IPBBZiOSGamY4o4iENVVeW6WAzRybg3mek8XFxcjNtuuy0HrCxpmobly5fDZrPx0CAZPmKmvs1mszS/SWaIFrbdbseiRYug63oOXFmixmbV1dWGeiOfz2cAk8BPN+85kyE6ViZOnIhwOJwDNl0KhUJ45ZVXeGmoKGaJY0XjxsrE8d6GaGGXlpbirbfeygHbVxKD+5Try0y9J8w6sD8HGWderxcrVqzIAZspHT9+HNdffz1Yt6VrPha53W7LEthSDTr2LF26FKdOnRo5Mdr+olAohL/+9a8Gx4bYt9nK7ESZMXr0aDQ2Nua41iqKx+N48cUXDXW6Ith9TZPti87dtWvXkGlbOGQoFouhtraW18aKTaUHSufef//9g9+EZDgSALz33nu47LLLergVlTSr93sb5KQQ9TgZUXPmzEFHR0cO2P4iAHjyySfBTCFBK3UutZqn19Smr7GxMce1/U3t7e246667eOKa6L2yYojnZdLru3btyhlQA0Hovn7uE5/4BJjg0LDyBhUxnfW6664b0kee5HeMZRkpiqJ0dXWx1atXs5KSEqbrOtM0jYXD4Yyf7XA4WDQaZXa7nbH/l5gwRVFSXsOWIwsJAM6ePYvZs2ejoKCgR85UX4fYLZWiRIwxfPjhhzmxPFDU2dmJO++8M2GreCvFMusOyE+bNi2X7DYQBADvvvsub6ZCoFoR+hObqZgzNfrt4ogc/Z8AIBwO49JLLzUE5M01v30diZwhZJF7PJ7+v2NgJFM0GsWqVasMvSXN3eUyBTcRwFQzdOWVV0pXD+YoDSIHhuhkELMyrDrrJkplFZtw/vCHP8zpXytJ0zScOHECU6dONYhPsfWvVek2Si8d7ZTuyn2Hw4GnnnoqB7BVBABLly41GD1kyYp3yvYnuEzwPU+ePBmHDh3KRYcyJQB46aWXuBhmpgsjxIuZrAI4WQjR4/HAbrdjyZIlQ6dfYzZSOBzGkSNHUFlZaWiPLxaKEahWBg96s5qp5IR8zlu3bh3SrslBJQC46KKLDCE9c0WBFUcgWW42t1iy2Wx4+eWXc9ZzuqRpGh588MG0W+mLLQ/MFXjm9kPm+l/Z4m7xip0rrrhiQPo+DxsCgI6ODng8Hrhcrl7v4Ek0zCmvzBR8F9NzzBmUMuUkZmnhcrnw4IMP5rhXhgDg3//+N5YsWdKD42S5VtwI5i5woj9a7H+c7i2ZojU9btw47Nq1K6d/UxEA3HLLLVzskY6VEcvmy6YU05U3BIwIsFhwlgrcRNfa0bMuuugitLe357I1eiNd1/HUU08ZFpHSaWQKwoibElnOxP3UnYZAEY21VOCKFzjTphPVwG233Zbj3kREN4tVVVUZjJd0xDIzdW9jplyrT3/60/jud7/LX5t1uaxYNjcjFW/zeuCBB3L610xnzpzB8uXLk4rQVMOc6urxeDjQ48ePxzPPPIOmpiZcc801Bi6WraynTSeWdIrnbafTiQkTJuDo0aND686C/qSOjg7eMiHRVTRiIxMZcKlpmHgl29q1a9HZ2QkA2LNnD0pKSgx3yssUX4utiejnRF1nZ82aNSi3lmUdAcDBgwfh9XqlOCeV2KRbyETDas6cOQY/MABs3rw54T18ZiNM3GipPp9Cgz6fD+vXr88FF9ra2jB//nyeqprJMF/t4nA4UFZWhjfeeKNHFkUwGMTs2bN5/pUoXjMBl8R9ZWUlXn755ZErngHwBmOyOi+VPhStZbvdjnXr1iV08APAm2++abCCzZ3gRGta5vNFK9zj8WDWrFloa2sbeQYWAOzevRtjx46VPmfKiGUm+J9ramrQ2dnZ68JGIhHenoH1kokh/i7V51PjFDGva9WqVSMrNBiJRNDc3Iw5c+aAma5As0LnMsYwYcIEvPvuu0m5JhaL4dy5c/jyl7/cw2UpgiUrWUi0U7EafZ8//elPI4d7qaEJM11gkekQLeq1a9dKLSgAvPXWWygpKTFwLYnZdMBVBC8W+bBdLhemTJmScqMNC2ptbcVzzz1naBPPJH27suAuWrQILS0t0gsZDAZxxx13GLrVmTlXVnKI7xcdMdddd11SFTHkCQAOHz6MKVOmcGDFmzysEMtjxoxJ++pzAGhubkZxcbHBu2U2lmR0bqLW+dTeaPv27Th9+vTwBBgAFi5cyO/cUdJsIiZateaWRfTztm3b+tSiT9d1vPnmmzwgQNJEdIzIfs/exsSJE/HBBx8MP/EMAOvWrUN5eblhwokcCb0NseeUaJXSFS/z5s1DW1tbnxcOAB5++OGEZaFmK7qvY/HixQiFQsPjqjfW3bRk//79qKio6MFtieKjycAVOV38ecKECWmL40R0+vRpTJ06lVvdYnDfqrF69erhwb2hUAiBQACf/exn+eTy8vJ6JLjJgCvW74heJcYYfvGLX1hynqTkd1GSyF47k2qIUmpYeK90Xcc999xjmCTFQEXnvoxYJqPFrKu/8pWvWJrHdP78eaxataqHG9IKgMn3fckll4A2vlXfe0CJzpA+n4/fc6cI5R/pXOvCBKNGPM+WlpZi//79loo5XdcRCATwxS9+0ZLrzGnQZqFnrly5cmiKZwBob2/HxIkT+eWM4h15IvfKAkzHEfr70tLSftNfoVAI9fX1cDqdBgs6k0HrwIQ49V/+8peMjMBBoa6uLtx6662Ge25F8SoCKptQTtxOkZt58+bxGG1/zCEYDGLhwoWWcq8orVwuFyorK3HkyJGhw8EA8Pzzzyesxks2FCGWajaYRJ2lqipGjRrV7/WylPpTVFTEXZFiUCDde/7Mt2hTo5Ybb7xxaIALAO+//z6uuOIKA0CySeWJ8o4pIU3cIJs2bRqQZHAAePzxx7laEP8VJU46bRvMFYljxowZGrnPuq7jxhtvNHCfYspuSCZ2E3GzmUM+97nPDWgRlq7rqK2tNXwHs6iWlUziphDfU1VVhYMHD2YvwADwu9/9ju9k890+qYbZQZFoQ0yaNAkvvfTSgC6CpmloampCdXV1DxGbjrVP3C1ebCVy/0033YSOjo7sAxgAdu7cicrKSs6FBKrsGVG0pM3vIU65++67B2XyAPDoo49CURQef3a5XIZ8aFlwRU6mQAOFC7/+9a9nF7gAcOLECR7toStdlATlHelysCj+Fi1ahP/85z+DNvlAIMCrIVwuV9rtkczpO+K6iP7sHTt2ZA/Ara2tuPPOO8GEe3uo4j1R0DvVEI8KxBmVlZWD3sQaAJqamjB+/HhDW/50L7VKdL6nzEnGGD75yU/iyJEjg589qes69u7dy7+4yG3ma1pkF8B87vV4PLj33nuzYjdrmobHHnuMb2BSPbKV/eLczODSc1RVxYoVK3q92HlAiILcl112WVriSUYvicH7uXPngmjQJitQPB5HXV1djw1LvnJq65BO6akorok5nnzyycGbMwDcdNNN3LGQKbDE+aIE8Pv9+Nvf/pZVGfzovjl71KhRho46qUBLZy38fj8qKipw8uTJge+9AQBbtmxJSySlGmJIjxZDNtFtoAkAfvWrX4EJdkYyAGXApXUUDcrFixcPbOUgALS0tPCsinSq8FIN0ekxffr0rASWKBwOY+HChVzKkCgWk9jTFclizJdU1G9+85uBW4e2tjbusRGt4kyBpU3icrlQUVGBhoaGrAaXEv7Ky8t7FJOR/k1HqoneOLF7T0VFBd5+++3+XwvKM0okUjMFV/S5btiwIauBJYpEInj66ad7FbPpHANpM9Amz8/P59b1F77wBbS2tvbfeui6jmeeeQYXX3yxIXpj5U2YeXl5qKmpGVI3gQDA1772tR4uU3Pus8yg4yO9Jy8vj1vl69atw7lz56xfF13Xcfz4cdTU1PAP93q9aTsoUokll8uF5ubmIZUdGIlEcPLkSRQXF/OsE3FOsiqLDClKDhAT7ZXu3pP19fXW932Ox+O4/fbbuWUoxjBlE8qJw+lOXHFiDocDXq8X991335AClggAtm7d2oN709W7qcY111yDpqYm61QWVaOLBVu0yzwej6F5iExVgMfjMexm2qnXXnttdkZFJKmzsxNf+tKXOKjiPYNWGJxkpK1YscIa12QsFsOBAwcwa9Ys/iGUmWD+0jLAik05xatSx4wZg1dffXXIAsu6mWDfvn0oLy/n+VLmAH+mw+l0wm6344knnsjcuRGLxfhZjs6gIrBiK/p0CqUIXBLvDz300JAGlggA9z3TOqXTtCWVTUL1VX6/H++8807fHRx07KHDuVlP+nw+LnbE825vg95vzo+6/vrr+1Tfk62k6zpmzJhh2PRWgGvuUFtXV4eTJ0+mv27UiKSoqIiXcVC/JTGykcgyTGVQkWhh3empu3fvHhZcS3T+/Hns37/fkBJr1YmCzsAkDTZt2pSe9axpGiKRCGpqavihmr6cuYkXAS7TjcbcgbW8vBz33HPPsAKWCADWrl3LJZxVYlk8atlsNpSVlWHv3r3ygRUAWLlyJU8CF4FkQhc1c+KbTP2qWEIyc+ZMBAKBYdsz4r///S9vUGp1J3fRXpk6dSpisVhqJqHUVHqIubtLqg9N1EKewBVvrvZ6vTh06NCw5FoiXdfR0tKSMLAilqKmU2gmPovsluLiYnz7299OvpYA8PHHH2PKlCl9Mt1FcJUEHWCYUBK5fv36YQ0sUVtbG9asWcMtXSo8N6+vbKmoyGgi0GVlZXjsscd6X1MA+P73vw8mWGRiimqmg8T63Llzh251Wx+IGqmZQXG73dLBfmbyC9D7xdfjx49Hc3NzT/0LANu2bYPT6ezxgZnqC5F7KyoqRty9AFTtSB0ARI5Lp590oiMVeQvp/d/61rd61v2eOXMGo0eP5h+smGpg+9q+zxzX3Lp164hsOA0AGzdu5GtKPmixnaGMEyiZNKXj0c6dO7lzw84YY83Nzay1tZUVFhayUCjECgoKGAAGgLndbqbretoTUhSFD8YYW7p0KVu2bBlzu92K5auX5aQoihKNRrFv3z726quvMk3TWFdXF3M6nSw/P5+Fw2Fms9mSPsPpdLJwOMzsdjtzu93MZrMxTdP4+gaDQcYYY/v372fz5s37/+eybr3g9/vZuXPnWH5+Pv9jn8/HVFVlwWCQeb3elJMgaUsfKALc1tbGSktLmUL/OcKou2aZFRQU8DW12WzM4/GwYDDIHA5H0verqso0TWPRaJSpqspv6KbbuQEwu93OmXOkrvOIof8BWwQdZPZCipUAAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.64,"bounding_box_area":454,"exact_perimeter":108,"approximate_perimeter":99.98,"convex_hull_perimeter":68.97,"perimeter_pixels":616.4163056034271,"original_contour_points":211,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3056,"perimeter_to_area_ratio":0.3808},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHYAAACGCAYAAAAINX4IAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO19e3CcVfn/8972lt1kc216yTcxTWsLba0ULCMdLLQWEBhGHC5VOiAOo6BjizqKI46XGUZx7AgOIyKDDjoDqKOgwkChtlhFSlugLYW0MiHQpheSkKS7m728t8/vD/Y5v/PubpI3zTbNpnlmzuzuu7vve875nOc5z+2cQzRD05KUM12BiVIul0MgEKDe3l7q7+8n0zTJNE0aGhqigYEBSqfTZFkWaZpGmqaRonzYZE3TKBAIkGEYNGvWLNI0jaLRKDU3N1M8HifTNKmqqqpi+6diKm7bNlRVJUVRyHEcOnz4MO3fv5+6urrozTffpM7OTurs7KREIkGaphERkWVZnnsoikIAPNd0XSdFUciyLAqFQrRo0SJavnw5dXR00NKlS2n58uX0f//3f/I9KqLPpnQlbduGpmnU29tLu3btomeffZZefvll6u7upkQiQZQHxjTN01qPhoYGWrx4Ma1du5Y+/elP05IlSygWixFNYaCnXKXS6TTC4TCdPHmSduzYQf/6179oy5YtNDAwQAMDA5TL5Yq47nQTc7qiKALkVatW0dq1a2n58uUUj8dJVdUp15dTgpCn119/HRs3bsT8+fOhqiqIyFM0TUMoFEIwGCz5/ekomqZBVVUoiiKuqaqK+vp6dHR04MEHH8SBAwe4CZM76qYqAcDg4CB+9rOfob29XXRaKBSCYRjQNA2GYUwaiKMVRVGK6hEMBkFEqKurwy233IKXXnoJtm3Dtu2zE2DXdXHixAk88sgjOO+88zBr1iwEAgEEg0EPZ4TDYQG2ruvQdR2apkHTNPF5MgBVFAWGYSAcDiMUCo040Orq6nD77bdjz549ME0Tw8PDZwfA/f39AICtW7di1apVRcCoqopwOIxwOAxN0zydK3+ezBKJRDyDTRbRoVAIoVAIgUAAkUgEgUAARIRYLIbvfve7+OCDD5DNZqc3uADwxhtv4IorrhAgGobh6RC5MHfquo5gMAjDMAT3BAIBMddOFsA8RRQOOnlwBgIB8TkcDmPOnDn4/e9/j//973/Tb/4FgN7eXvziF7/AggULRuw4XdcRjUY9YDGnMKByJ5fiotMNrK7rnufy58L6aJrm+fzVr34VnZ2dcBxneoALAAcPHsR1110nAKqqqhIN5jn0dBYeFHKZzAHB0mjOnDn43e9+B9d1K1s8W5aFp556CrNnzxaNZG13Mjt2KpRQKIRYLAYiwu233w7btisP3MHBQQDAQw895AFR1ngVRZnU+XE0Tp4MUPl9bW0tiAhLlizB4cOHK2fe/eCDDwAAmzZtAhHBMAyEQiEx56iqKmzTyeJcnv8K52uuy2QMoEgkgpqaGlEfVVXR0dGBvXv3Tn1wE4kEkskk1q1bByJCdXW1hyMURRGaLl+bDHAL59bJnm8VRUF1dbX4zHNudXU15s2bh+eff37qgptKpeC6Lq6++mohfhg0wzBQXV3tEUnMwZNpm54p5Ulud01NjWeAERGamprw7rvvwnXdqQUuAKTTaVx22WUIBoOoqakR4o/nUbkzo9EootHopHUsi1xd12EYBnRdn1QXJQ9wWafg9st9dOjQIZw8eXJqgOs4DtLpNNasWVOyQ7kTZcVJ7tTJANgwDASDQYTDYUQiESFNJhPcWCwmnic7NPh9PB5HVVUVXn755bKI5QmFmgYHB2HbNl1//fW0d+9eGhwcJMMwyLZtEVrTdZ1s2y5+cD6MqSgKGYZBuVyOiIhCoRC5ritirMFgkHK5HOm6Lu7F9+OMCNu2qampiTo6Omjx4sV0zjnnUHt7O4fTqL6+nkzTJNu2SdM0MgyDHMehRCJBqVSKjhw5Qr29vdTZ2Ul79+6lrq4u8XxN00jXdcrlchQIBMh1XaIPY8WkaRqpqkqaplE2my1qr6Zp5DgOjRWyBSDaOXfuXNq6dSstXLiQNE2b/FCg4zgwTRPr169HXV2dGIGyF2a0uUzWTCk/58rzLQcEVFVFLBYrye2zZ8/GRRddhJ/85Cd44YUXkEwmAQC2bSOZTMI0Tcjkuq7ns23byGQy4nMqlcKBAwfw6KOP4tZbb0VHR0dRvdm5UltbK95z3djNWdjGsQqLavY5L1u2DMePH0cqlZp8sQwAd911l+ho2XTguWw00SQDGwgExH9ZbJfyHXM577zz8POf/xzvvfceACCXy8GyLDiOUwSeaZqwbdtz3XVdz+fCAQAAlmXh6NGj2LdvH2644QbhXDAMwzN9FJowhYDK/u2RSjgc9gxYTdOwcuVK2LYNy7ImD1wAeOqpp8Qo5ZHM71lR8QssSaaQ3EBd1wVXRCIRfOpTn8LDDz+MEydOlATFsixYllUEkAys67qwLAumacJxHPE7x3GQzWaRyWSKBgcA/POf/8Rdd92FSCQiAOY2FjpbNE0r8nePBSz/Vn5/9913I5fLTQ6w6XQae/bsER4UmUvlhjFAI3mXSoliwzAQCASEksPfLVy4EPfffz+GhoYECEz9/f3IZDKwbdvDkaZpwrKskiCV4k4Ojsucb1kW0uk0AGB4eBiO42DHjh1YtGiRqGc8Hoeqqp7QHkei/AIrSyoW5VVVVVAUBY8++ihwum1cbnRHR4cAstDhwKOXKzySnSoDy1xQOHrnzJmDK6+80sOVjuMglUohmUwWgZbL5UqKVebEbDYrOJV1BAZOpsL78udsNgsASCaTuOeee4R45sJhSBlUjv6MBawcCozH4+L/7e3t6O3tPb3gAsA3vvGNIkVJFsHBYNCX06GQYwu5vqWlBffddx+QD/mxiJW5FQD6+vqQSqWQy+U8QDCIfkjmeNd1Bedms1kkk0nkcjlx/3Q6LQDu7+/H6tWrPV4lOVznd46V87eYY2VJd/fdd+PIkSOnB1gA6OrqQnNzswCOOU1uVKFm6xfY6upqAeyaNWvw3HPPCbEIaQ5kbsvlckUKUal5s5Qodl13xO8KBw7y2jMPInkwuK6Lvr4+rFmzBg0NDUVtLKVMjcSx3Jeypi1r2E8++WT5uTadTsOyLKxdu1aMJhZDfnKO5AEga5TM7dw4wzDQ2toqoh6yKTKVyXEcbNq0yTOlFLpPWe8olSDgB/iLL74YfX195QUWAL7//e+joaHBU6nxOvC54YFAQJgJ3LB4PI5zzz0X77zzDtibVSnEA/9rX/uax+zjQcyAyvZ9YXBktMKSb/PmzUC5uDabzeLEiRNobm4u4j45E2K0wiJJ/q+sQRIR5s+fj+7ubriuKzoql8uVFI1TmdavX+/Je/KjPPl1YmiaVr7cKdu28YMf/MCT/ikD6kdRksW1LIpZXHV0dCCRSODkyZOANJexkjLVKZvNeubtz372s2LAhkKhEcEqxcUjgcrSccOGDchkMhMHdmhoCLW1tR6xKytFoylIpcDlQcGvzc3NOHLkiACT7UemQofDVCSWKqw5JxIJLFq0CA0NDcL0mwiwLN2qq6thGAZef/31ibkbs9ks7r//fg93lTK8/Ypi+fc8Ch944AEgD6BpmsLfOzw8jIGBgTMI1/iINWzW1nfv3o3W1lZfc6gfUFkn0XUdt912GzARcbxv3z60t7eL9BaZ02T7dawia4iy3Xr77bcDeee7TJlMRtigskdpqlIulxMafDqdFu83b94s3KQTUZ7klFdehcDPGDeoyWQSDzzwQEmgNE3zmCnjAZdF8vz588WcijyHMsnitxLmWcdxxABkjxYAHD16FOvWrZuwuVPoriUifO973wNOFdgVK1b4Bs6PKGbbNxqN4plnngFKuO8qkXiOLYwaDQ4OorOz0yPpZDekX3ORFTB5ULS0tIx/XZBlWfjrX//q8QZNtHDDGhsbcemllwqunG7AFk4dmUxGOHaowIo4lSxJ/n0oFMKWLVtgmmZJcNVSF3Vdp8cff5wSicSY0X8/FAwGaXh4mILBIDU0NNA999wjthNIp9MTvv+ZJjkbBIBni4RQKEQbN26kWCwmtlkIh8OkaRq5rutrEbe8bwb3WzabpWeffVZkdPgix3Ewe/bscc2hoxXZMXHvvfcC+ThqJZgyfkh2orC5xlp+JpOBZVm49tprRR/IkRw/eVdsE8vhUMonHHR3d/sTxwDw4osvQlXVsiaa8SA5fvy4EL+ywlTJVJihUeq7xx9/XCy7LAXaaKVwIRhf03UdDz/8cMmFXkWi2HVd+u1vf0uu64oEs3IQALr22muptraWFEWhbDZLkUikZKJbpREn1TmOQ47jFH2XyWRoxYoVVF1dTdlsViTUqarqq49t2y6aEjlp8G9/+1vJ6bII2Lfffpu2bt0qtshhmT5RisVidMstt1AwGKRUKkWhUIhs2y7qiEom7mDXdcl1XXIch2zbFrrFJZdcQkQk9pcaT9+q6odQhUIhz/V9+/ZRf39/8e/lDwDw1ltvUX9/v3ioruun0saiSrmuS1deeSVRfrRRXgEIBoMTvv+ZJgAEQKSiqqoqCis8kUiEbrjhBtI0jWzbFhuLcV/4eQZJAFuWRcFgkE6ePElHjx4t+n0Rx27dulXkwmqadsriWFEUUhRFgLp+/XqhwQWDQXIch6qqqk7p3lONuK0jXXcch3Rdp+uvv54cxyHDMATDFG4yNhKxZGMrwrZtyuVylEgk6OmnnyYUqNceYHO5HB09epR0XSfLssTomCjFYjFatGiRuC9J89JUXYtUTpK3+vvIRz4imKVc/bt9+3aRsM7kuXNXVxcdOnRIPLBcD25tbaULL7yQKD9CefQBGJ8dNg3owgsvJMdxyHXdETl9vPTyyy8X+QMEcrZtY9euXXTkyBHR8eXq9I9+9KN07rnnEhWILdd1yzZ4pjpxX1588cXiM8/NE6VMJkODg4Oea6JXNU2jnTt3UiaTEcCWyxRZvHgxxeNxorwyxmDyqJ3uxNv1ERGtXLmSGhsbyzqgDcOgt99+m+RlmJ67v/HGG2LeCwQCZZv/zjnnHKL8QGGlgbXIs4FYESUiWrBgAbW1tZW17bZt0yuvvOJhEnF3x3Gou7ubHMcRmmy5aMGCBR8+TOJUAGWzkSuFXNelaDRKc+fOFbZuOSQWAHr11VdpeHhYXBPAptNp+uCDDz68qKpimWA5HtzU1CTmU8dxyDRNcd/p5KAYi3hpZnV1dVkZJxgMUk9PD508eVJcE8C+9tprZJqm2P93PNEH+QGUl/mqqhIAam9vp3A47NlTuHCn7+lOmUyGSHLM1NfXi74qx3Tnui51d3fTW2+9Ja4Jt1Jvb6/gqPE+sHBBsrzwecGCBRQMBkWjWBqwGHIcp+LBHauvwuEwkSSdzj33XMrlchSNRimXy/l2UoxElmVROp2m48ePi2tqvmLo7OwUXEaSm8wPjSRWw+Ew1dfXi/gj5YFljmalgk2gSi2yC7FU4c7n9s6dO5co7xCaKKhMpmnS4cOHhQdK5wfs27evKGDsl2RA5e0D2JOVTCYpGAwK8c4Kmrxz93QmtjKGh4cpHo/TsWPHqKGhoaTz/lSI+1H2GetERAMDA3Tw4EEBEGvFfsGVFQFZ23Vdl958801at24d6bpOmqYJSVAur8tUoLHakc1mKRwOk6IoFI/HadeuXUJRDYfDYg4+VWKc5IEigH3//fcFQOPtcBZH7CpjjdpxHOrt7aXe3t4ij1Ph/yuZxqo/K6SRSES4/kKhEGWz2bLEvLn/U6nU/38mEdHw8LDQWnme5VHgRywXilNWjJjzC43xwntO90AA9y0rl5FIxNM/EyWe1jgUSAwsz3kkiWH5T35sTf6PLMaZS+X7FY7uSudWv2QYBpmmKV4Z5EAgMOHjZRif4eFhIRF0+nB9jpDzzGHjHUn8e/l/pe5RyJ3TnVuZmJMKteBynBnEEjCdTgtGUSk/uY8kGs+2sNp0IZXyLMycKsdIZbt2hiqLioClEvk1M1R5pJLkApQVmelkZ56NpFJBOI2pXNH9GTozpJIUdWC1mTl1BtjKJZVK5A7LwM6I48okncbgzJG+kwMGcr6wYRiUTqfJdV3PXr9UwhkxIxH8kZ/9jvmV/RETT/PPZwSkUinK5XIe32fhWpaRgJzRvkensXwJvEl3VVUV1dXVfXitHA/m05cNwxAxR13XyXEcz0G+I3HsjBNkdBorEYGTHN5//33hySoLsIqiUDAYJNu2TylwXOkZFKebxvLVx2IxAkDV1dUUCASIygmsaZqC86LRKFmWRblcTsRgaRSOPZsS2k6Fxhr4lmVRNpulY8eOiYS2sgHLSpSiKDQ8PEwAKBaL0QUXXCDCSlTClOLsghkamcZK3O/t7aWWlhY6//zzqbq6mqhcwMphP8qD19jYSF/+8pfpxz/+sSd/thSwM9rx6DQWx5qmKU4Y4ZM/ygKsrusCHMMwyLIsGhoaoqGhIa7YjDE8yaQSEc2aNUuMCgDCYTHaoinmNE6F4XWfpYLJMzT5pFLeDlVVteTq9fFsV1P4297e3hlT5gyRSnktVnYfygD5cSkWrp7j13ye6+mr/QyNSMJXLK82n8hKOM4pVlWV3n///Rkb9QyRSvlUyObmZnFRBtaPKOXfFK5QT6fTMxx7hkglIqqtraVly5Z5MigmGtUBQNlslnp6espT0xkaF6lERPF4nJYuXUqKopCu66ek8Mi5wpzlmMlkaO/eveWv9QyNSSrlDeA5c+YUZVCQz8iL7FmigsD9oUOHqNSWcDM0SbRz506xTx/v91d4YNJIRd64Ud7zr6amBitWrMDQ0NAMsJNMgh1nz55NgUCAlPw+hzSOzaVklyHvRkYfbmZNPT09E150NEMTIN7Klne95le/x13LGyrLm1crioLdu3fPcOwkk+BYVVWpra1NzLOyW3Es4gVGTGzH8nd79uwp2hJuhk4veTSjZcuWiX3/xuPnHSlCw27K7du3l6e2M+SbPMCuXLlSbGDJW9r69UAVhuZ4uxvLsmjPnj2ejS/OdkL+0CX5lalczxBef0VRlLfeegttbW106NAhory54teulX/DW7fmG0E9PT305JNPkuu6UFX1rA7hJZNJPPbYY7Rp0yZqaWmhpqYmam5upqamJlqwYAHt2LEDra2tYu8O3qw6v7+x777z/NC2bVx11VX0wgsvjGsDy8Ktg3j3a86OME2TLrnkEtq2bRspZ3mismmaWL16Ne3cuVNIOe63YDBIsViM6uvrqbGxkerr66mqqopmz55NDQ0NNG/ePGpsbKSamhqqqamhuro6isVivJB65H7N5XL40Y9+JDRhvydhjVXYHu7q6iqruKk0ymQy2L59uzgHoNThSmOdqcC4tLW1Yd26dbj11luxefNmPPnkk0gkEiP37TPPPDOhM2JHA3bjxo1nNbAAcM0114DyJ3n4NSUVRYGmaTAMo+g/fL2trQ3PP//8yH3b09ODpqamcduxfuxcXdfR09NzVgJrWRbefPNNxONxAVbhiR5+ADYMA8FgEIFAwINNe3s7Dh06JPq2SOWtqamhyy67bEIBgVLEecfPPfcc5XK5sw5cXdfpkUceoeHhYbGzLKfn+vmvIh3WZFmWSFvSNI2i0Shdfvnl1NLSMvJNMpkMtm3bVuRNmkjhOSUSiWDFihXo7OyEZVlnDbiDg4M4ceIE5s2bB8r74sdztBwfdsgHKpWalx966CEMDAy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","detection_approach":"prominent_color_detection"},{"index":11,"position":{"x":304,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":399.37,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.82,"convex_hull_perimeter":85.01,"perimeter_pixels":562.5929291125638,"original_contour_points":116,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5165,"perimeter_to_area_ratio":0.2468},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.81,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":13,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.17,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3465},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Nested area calculated {"data":{"nestedArea":7884.106399999999},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"ebcf19ba-0188-425e-af7f-2ff3cb35f597","height":22.78,"width":19.97,"perimeter":108.35,"area":283.61,"image":"data:image/png;base64,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"},{"id":"0ac7dd11-0da0-4a53-8a59-8f2ccc39fcfb","height":30.66,"width":18.92,"perimeter":98.57,"area":397.72,"image":"data:image/png;base64,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"},{"id":"eaaef187-fc8e-421c-b546-5dcaab2b62a7","height":30.14,"width":28.03,"perimeter":115.8,"area":334.23,"image":"data:image/png;base64,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"},{"id":"52da746a-5eed-4e49-b9e7-1c71446ada2e","height":21.9,"width":20.15,"perimeter":113.79,"area":167.81,"image":"data:image/png;base64,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"},{"id":"6d079662-e61c-4399-ad79-c2b10ffb1954","height":22.78,"width":19.97,"perimeter":108,"area":283.64,"image":"data:image/png;base64,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"},{"id":"e6e91aed-1f4a-4459-b527-92cac7b534eb","height":30.66,"width":18.92,"perimeter":98.57,"area":399.37,"image":"data:image/png;base64,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"},{"id":"eb349b3a-84c7-4a98-b865-beb8878f38e4","height":30.66,"width":18.92,"perimeter":98.57,"area":397.81,"image":"data:image/png;base64,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"},{"id":"1a9ea62a-84e6-46a0-a206-553120d10dfd","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Number of letters detected {"data":{"noOfLetters":14},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1451.2399999999996,"perimeter_in_feet":120.94},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[167.67,283.61,127.16,177.37,399.47,397.72,334.23,167.81,283.64,127.07,177.37,399.37,397.81,334.17],"actualFilledAreaSum":3774.47},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":26.21},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Average character height calculated {"data":{"avgCharHeight":27.997142857142858},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":479.0,"ratio":1.9540709812108559},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"164","otherDimensionOfSign":83.93},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"15744\" height=\"8057.025641025642\" viewBox=\"0 0 936 479\">
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x06FGfOnCnkjc0iANiyZQtcLpdGZYpnds0CWDye6XK5NBJbUlKCLVu2FBwoswkAFi1apJEksYLDjEGxtMVi4UddFEXhBfW/+MUvCsD2BQFAY2Mjbr755h6Fa2I1ZCZDjKf1dcpz587FpUuXEA6HC+D2BdHmgmgb9afUMx1VVVX8dWVlJVh3ndfRo0cLUtvXFI/HsWzZMt7rn6Qt09a3ervtcDhgs9lQWlqKV199tSCx/UF0XOTrX/+6Rp2aaXupfZAkSZgwYUJeS6yc7QdIhSRJkmRZZj/96U+ZqqqMMcZsNhuLxWKmfL7D4WChUIhZrVYGgI0aNcqUzy2QQYrFYjh//jzq6upSOqhldFC4VVpaClmWceDAgbyW3rwiAPj5z3/O1adZwIpnhqkChDGGOXPm5E3X9rwmAPjXv/6FESNGcCDMyj3bbDbuoFFsSz211qxZU5DevqZLly5h7NixPSTWrM18Sl7YbDbNhVaVlZV47733CgD3FQHA7373O03ooqoq30wwA1z6HEVReEEc/Zw6dSpaWloKAJtNV69exdatW/mJApfLZXqFhnjLGQFK6plU//Llywv210y6evUqfD4famtre1RDZnqF6bUkN9GVOhRLb9++feCekO9v6uzsxPe+970efY3TOUuU6hC/ixbVTTfdhH//+9+FrFWmFAwG0dDQwNVlNsFlQsHet7/97YLtzYQA4KOPPsLo0aNzBlxx476+vn7wnJg3mwDw87t0zDOb4BKw1N1GVVU0NDTkV1POXCAAWLNmDWcyldNkE9xEcfX06dMHX1uETCgSiaC9vZ2XvNDPbIOr/xstuEL2yiB1dnbC6/Wirq4OLMFtlNkGV2xqQguuqqoKe/bsKZS6JiMAWLBggaa6QuyQnk1w6XvEu44o9q2pqYHX6y0AfC0Kh8PYv3+/hrnEVCOb8dSoTCx0o78RIOJGA2WijJbpJDt8vWTJksKZoUQEAE1NTSguLuY2lphuNM1IqlMsebXZbLzGeezYsVi4cCG3lWJrQSMAJwO3tLQUL774YsH+6ikYDPLrXRRF0ag8o5Ilbv2J7YpYd7Hb9u3bcfz4cU2JjtvtNrx4jPTEqK6uxqefflpQz0QAUF9fD8YYbrjhBs50kalGACBJ1F9TwxjDM888g0gkAmpPWF1d3cOmZwoufe/cuXOzeudgzhDVI1PtsWgP0+2FQQuBwJ4zZ46mJxQAvPTSS5qjKPpeHOlKLi2UF154oZDc8Hq9vO28vl0QnaxLpbJR36zs+uuvx759+3rYwWAwiOnTp6d0Y5kRcGmUl5fjr3/96+BNT8bjcX65Mjk9Yo8odo2bPnoDlgke9tChQ7Fq1aqEF0VEIhHs3btXI+mZgqu/vOL2229HZ2cnrl69OrgABoCDBw+ioqKCM5dUsv6KFqNDzP0yxnDXXXfhypUr12QsADz44IOm9aGi/ydeUPnoo48OLu85EAjA7/fjzjvv1IBqZIinDGjo70ogoE+fPt2r3QOAaDSKSZMm8QSJvg2+UXtMgyoyRW//8OHD+X/NjFECgB/96Eew2+1c2owALOmu/6aTBvoD0xaLBatXrzZ0DRwA/OMf/+CFcZIkaXLZknB/gpEhnsCnIrvKysrcv2HTDOrq6sKOHTs0UpfIIUk0RIcrkQ0mCZsxY0ZKoQgAPPbYY2BCzRTTFbobOblvtVp7hGOkAb7zne8M7NIcijHHjx8PJuz2GA15xMpEPbPpb2PGjMGePXtSkpJQKISzZ8/iq1/9qmbxJEpfJtMs+sYoFouF1z6/8sorA1d6xQPUxLxU4kxRQkRpFZm6du3atHpVRKNRvP/++5AkCWVlZZqFlOohM+oAIC5Yi8WCmpoanDp1auABDADPPfccV1PEvFRAFe0tgSyqzunTp6OjoyNtxtHFzqLaT+X5qFWgGBLRQqSfDz74IK5cuTJwAAaAffv28X7ITDiPo69wMKKWCWRRosaNG4c//elPGTMtHA5j3LhxHCCxvDXZ8zmdTj4XMdNG2TcyQ08++eTA8J4B4PPPP8cdd9yhUaP6lW2kmTUN8QYx1h32rFixwhRp8Pv92Llzp6apd6pHVfR2l+ny3k6nE3v27Mn/7FU8Hsfjjz9uiCnJkgR0ISMtCsoN33PPPfB6vaapOgB45JFH+PfQIqLYle7wTTXvLTplt9xyCy5evJi/4Mbjcezdu9dwQxIj4NpsNh6T0umDTz75xFQb5vf7EQqFcNddd2kk+FoXMRoFmT6L+m6sWbMmP8MjAGhpacHIkSMNOyXJwBW9ZKn7Vs6nnnqqT5wTSm6Im/6JrsGhUh+j0ksLnW4ObWhoyD/13NXVhaVLl/KJG9kzTQVcVVUxe/ZsBIPBjDzk3qi5uRmLFy/u0SJQrN1KRTWL6p2qP0aMGGHard39QsFgEG+88QbfEDeaOza6GV5eXo7y8nLs3bu3T5kCACdOnNB4+RTq6G2uEZD1yRqp+9KL2bNn5we4kUgEn332GUaOHNnDq80UXBHg559/vl8YEolEsGXLlmtKoaiejdpc0YsmHm3atCn3D5ZFo1HMmDFDE9p4PB5DABtxqFRV7ff2QVeuXOHqWYyt6ZmMLl5RlevNVM5vLgDA5s2bNVe06BMPmYJbVFSEY8eO9auXCQBHjhxBZWWlpraLvHejDpXVatXsXOlv1P7BD36Aixcv5h7AALB7925NQ0yma8JpBFzROxU9Ufr9pk2bslJ8BgBbt27lc5OEAvVUS4F6m/9PfvKT3MpeAcD58+dx8803c5sitv1hBlvm0mY5nWonBlL4sGDBAjQ2NmZt4qFQCN///vc5ELTbY1arJFmWUVxcjHfeeQc+ny83AAaAZcuW8YckKRNzs6kWuYmbBHa7HSUlJTh8+HBWVRYAfPLJJ6itre3RrsHM/hxjxozBf//73+x3Yo/H49i1axdUVdXc+U42RjxAZUQt6VcyxbZPP/10TniTAPDKK6/wZ9S3y89UckkYHnnkkeyqZwA4d+4cbrvtNi5x4kaA2BPZyOQofhSlVpIkTJs2rc8SFemQ1+vFQw89xJ/Z7As2qCPt+vXrs6epwuEwFi5cqDl3QxMW2/6IHmYyyZV0pwtqa2uxe/funPIgg8EgmpqaeI7YTJVMmk+WZdxwww3ZCY+i0SgP7sWex/rMjdvtTmnDmwmetdvtxtq1a3Oy7pdOLZC2MqslMFVPsm5Hbd68ef17WUY8HsfZs2fhcrk4cOLkxDpkUllGPErRQ3Y4HBg9enROSayeYrEYvvvd72oWZCaDtJ9omqxWa//eyRsMBjFz5kwoitLjShgjg7xhcUGQGqc4uaysLOdbz0ejURw9epRfSycuclGaSQCSJWlEbUdSTCf3+6XvJNVCUQmo0bOtTBfiiNJK3VLFaoVVq1blxUFmANi4cSPXTmLihcAh4JKBS4sgkaDce++9fRv7AsCuXbswfPhwzRcnKjW91kiUhyXVTYtk9uzZuHz5cs4DSxQKhfDjH/9YY370Nc8Ecm9D32tDb+5Wr17dN+Ggz+dDS0sLvvGNb3DVIaqTVMMB8QIocaXW1NTgww8/zGl1rCcAOHXqFGpqajgg+rorI+CKi0FM/hDoZWVl2Lp1q/l5dQBYvnw5BzJREViykag5CeWTaSN85cqVeQUsUSwWw0svvQRZlvnFyWKsb2Q7kyUo/mNC/M8Yw6233oozZ86YxyMA2L9/P7ez4im2VLvJUIEZTUBc4XPmzEFzc3PeAUsUDAZ57pkJGTqjNpfp6qRFX4Y2+m02GxYvXmwOuNFoFD6fD+PGjeuhfsXkRCoSTBOwWq3887785S9j586deSm1RNSiv7y8XHOoW5RGI4UIiSRWtMGyLOPtt9/OvPaqq6sLU6dO7fEFYov4dEBlut4Vzz77bF4DSxSNRrF582aNI2XU5tJCF/d5xeMspOVIg2YUKgLAa6+9ZkpSXHQ0xCoEp9OJyZMnDwhgiUKhECZNmqThmyiVFC6JTdNSlWy3240pU6Zoen0Ypng8jg8++ADXXXedqXfliRN1Op0YPnw4/v73vw8ocAFg7969GDJkCFwuV49IgsDVd8Az4nTZbDYuHB6PB6tXr06NdwDQ1dWF++67r0dzzUyGqHpY97UuA/XaUgB44oknoKoqz+IRD9IFl5IiIk8rKipS21i5fPkyfvnLX3KHyeiuTrKhKAoPE+x2OyZOnIhwOIy2trYBCa7X68XMmTO5XyGqV7FYzugQBcPj8XC1P2XKFGPHaQKBAI4fP86NtsvlgtPpNGXPkhZJWVkZ7HY7GhsbB6TUEgHA4cOHebyrl9ZUh+hsER6kFZYvX947L2OxGJqamjB+/HhTb7VMNNatWzeggSWKxWJYvXo1mO7EQqJkjtEMlr4ogkB+9dVXr83T9vZ2PP7445pcJ9naVBIVvY2SkhJMmzZtULXP8/l8mD17Ng9rejtQ1tsQ07RiCEoO1ujRo9Hc3NyzczsAvP322xg2bBiYUInI0sgb9zbKysqwb9++/DzdliZFIhEcOXJE0xA8HXCZUOUi6XL6ZNNnzZrVU3pbW1sxfPhwnmnSr5R0JVfS9WR66623cqLQrb8JANavX58wqUEq1qha7m3Isozt27dzgBXGGDt58iSLRCIsHo8zSZKYoijMYrEwWf7/3cmKojBJklKakCRJfDDG2KJFi9jEiROZzWZL7YMGAEmSJIXDYTQ0NLADBw4wv9/P+W21WpnNZkvK32QuSjweZ8FgkB09epTNnDnz/9/LupPeqqqyUCjE4vE4B5bAtlqtLBgMpjMpPtrb21llZSWTUl0lA4QAoLm5mV133XUsGo0yn8/HLBYLs9ls9Pdk7+/17xaLhUUiEWa321koFGJut3tQ8nnQ0P8A7vfpxXHWkvYAAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":347,"width":114,"height":1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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":302,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.72,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.67,"convex_hull_perimeter":84.95,"perimeter_pixels":562.5929291125638,"original_contour_points":122,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5144,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":302,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.23,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":352,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3465},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":752,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.81,"bounding_box_area":441,"exact_perimeter":113.79,"approximate_perimeter":107.8,"convex_hull_perimeter":82.13,"perimeter_pixels":649.4356415871832,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1629,"perimeter_to_area_ratio":0.6781},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.64,"bounding_box_area":454,"exact_perimeter":108,"approximate_perimeter":99.98,"convex_hull_perimeter":68.97,"perimeter_pixels":616.4163056034271,"original_contour_points":211,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3056,"perimeter_to_area_ratio":0.3808},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":9,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":10.69,"scaled_height":29.61,"actual_filled_area":127.07,"bounding_box_area":316,"exact_perimeter":83.73,"approximate_perimeter":77.47,"convex_hull_perimeter":68.35,"perimeter_pixels":477.8822509939089,"original_contour_points":78,"approximation_points":12,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2278,"perimeter_to_area_ratio":0.6589},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.81,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":13,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.17,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3465},"image_base64":"data:image/png;base64,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"},{"id":"ebcf19ba-0188-425e-af7f-2ff3cb35f597","height":22.78,"width":19.97,"perimeter":108.35,"area":283.61,"image":"data:image/png;base64,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"},{"id":"0ac7dd11-0da0-4a53-8a59-8f2ccc39fcfb","height":30.66,"width":18.92,"perimeter":98.57,"area":397.72,"image":"data:image/png;base64,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"},{"id":"eaaef187-fc8e-421c-b546-5dcaab2b62a7","height":30.14,"width":28.03,"perimeter":115.8,"area":334.23,"image":"data:image/png;base64,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"},{"id":"52da746a-5eed-4e49-b9e7-1c71446ada2e","height":21.9,"width":20.15,"perimeter":113.79,"area":167.81,"image":"data:image/png;base64,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"},{"id":"6d079662-e61c-4399-ad79-c2b10ffb1954","height":22.78,"width":19.97,"perimeter":108,"area":283.64,"image":"data:image/png;base64,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"},{"id":"eb349b3a-84c7-4a98-b865-beb8878f38e4","height":30.66,"width":18.92,"perimeter":98.57,"area":397.81,"image":"data:image/png;base64,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"},{"id":"1a9ea62a-84e6-46a0-a206-553120d10dfd","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"}],"no_of_letters":14,"perimeter_of_sign":120.94,"nested_area":54.75,"occupied_area":26.21,"avg_char_height":27.997142857142858,"widthOfSign":"164","otherDimensionOfSign":83.93,"width_of_smaller_line":20},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"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":1374,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"164","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":83.93,"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":14,"perimeter_of_sign":120.94,"nested_area":54.75,"occupied_area":26.21,"avg_char_height":"Greater than 24 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\"},{\"id\":\"eaaef187-fc8e-421c-b546-5dcaab2b62a7\",\"height\":30.14,\"width\":28.03,\"perimeter\":115.8,\"area\":334.23,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"52da746a-5eed-4e49-b9e7-1c71446ada2e\",\"height\":21.9,\"width\":20.15,\"perimeter\":113.79,\"area\":167.81,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","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":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"164","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":83.93,"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":14,"perimeter_of_sign":120.94,"nested_area":54.75,"occupied_area":26.21,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":20,"other_dimension_of_sign":83.93,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1374}},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Looking up SignType {"data":{"sign_type":"Flat Cut Acrylic Letters"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":10,"formulas_count":27},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Retrieved Variables List {"data":{"sign_type_id":10,"variables_count":10},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Merged material items {"data":{"formulas_count":27,"items_count_after_merge":27},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Merged variable items {"data":{"variables_count":10,"items_count_after_merge":37},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Initializing MathExecutor {"data":{"variables_count":184},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: MathExecutor variables set {"data":{"variables_count":184},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: NEAREST_INCH called {"data":{"input_value":"1","sign_type":"Flat Cut Acrylic Letters"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: NEAREST_INCH result {"data":{"input_value":"1","closest_inch":0.984},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Formula executed successfully {"data":{"name":"Sign Depth/Thickness","expression":"NEAREST_INCH(sign_depth_or_thickness, sign_type)","result":0.984},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"73.62389"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"752.96799"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.008685211893600003},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * material500611","result":8.685211893600002},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0006898078850000002},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * material500214","result":0.6898078850000002},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.006579705980000002},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * material501055","result":6.579705980000002},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.426 * weight_material502098 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.426 * material502098 , 0 )","result":"0"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.01352289224"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.41 * material502098 )","result":"13.52289224"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00656308884"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.21 * material502131)","result":"6.56308884"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0087876888"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"8.7876888"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00070116992"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.08 * material501680)","result":"0.70116992"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":9.10591311172},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable56 * nested_area","result":41.0625},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2 * 0.75, 0 )","itemDenseWeight":"31.2075"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), ( 4 * sqrt(nested_area) * 2 * weight_material502074 ) / 144, 0 )","itemDenseWeight":"0.41107357185969"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] 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":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Total Cost formula detected {"data":{"item_id":63},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Formula calculations completed {"data":{"total_items":37,"successful_calculations":36,"errors_count":0},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":850.64996867032,"totalDenseWeight_before_formula":105.2879931374183},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable57","computed_totalCost":935.7149655373521},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Flat Cut Acrylic Letters","objects_count":14,"totalDenseWeight":0},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":14,"sign_depth":"1"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":10.69,"height":29.79,"depth":"1"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":10.69,"height":29.61,"depth":"1"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-03 05:52:26"} 
[2026-04-03 05:52:27] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775195547_74e1ee7666bf18290b27dfd1b035c96b","bins_packed":[{"bin_data":{"w":16.9,"h":30.96,"d":28.33,"id":"unique","used_space":70.9277,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":30.96,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/fa92984e2f2f08c761f1267d8a6b905a/1775195547-7708-3443114.svg","items":[{"id":"item-3","w":10.99,"h":30.09,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/fa92984e2f2f08c761f1267d8a6b905a/1775195547-7697-5813174.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":10.99,"h":29.91,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/fa92984e2f2f08c761f1267d8a6b905a/1775195547-7698-8607963.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/fa92984e2f2f08c761f1267d8a6b905a/1775195547-7699-6864720.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-9","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/fa92984e2f2f08c761f1267d8a6b905a/1775195547-7699-2607180.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":20.45,"h":22.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/fa92984e2f2f08c761f1267d8a6b905a/1775195547-77-6159806.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":20.45,"h":22.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/fa92984e2f2f08c761f1267d8a6b905a/1775195547-7701-6412156.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/fa92984e2f2f08c761f1267d8a6b905a/1775195547-7701-8867460.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-14","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/fa92984e2f2f08c761f1267d8a6b905a/1775195547-7702-2538147.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":24.3,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/fa92984e2f2f08c761f1267d8a6b905a/1775195547-7703-9725708.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-11","w":24.3,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/fa92984e2f2f08c761f1267d8a6b905a/1775195547-7703-4102236.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/fa92984e2f2f08c761f1267d8a6b905a/1775195547-7704-1399613.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/fa92984e2f2f08c761f1267d8a6b905a/1775195547-7705-4368884.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/fa92984e2f2f08c761f1267d8a6b905a/1775195547-7707-8955970.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-13","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/fa92984e2f2f08c761f1267d8a6b905a/1775195547-7707-2147455.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-04-03 05:52:27"} 
[2026-04-03 05:52:27] local.INFO: Box added from packed bin {"data":{"length":28.33,"width":16.9,"height":30.96,"denseWeight":0},"timestamp":"2026-04-03 05:52:27"} 
[2026-04-03 05:52:28] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":30.33,"width":18.9,"height":33.21},"quantity":1,"denseWeight":1}],"cheapestShippingCost":587.63,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":0,"rate":810.615,"tariffAndDS":810.615,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1307.0356259999999,"totalShipmentCostFormula":"((tariffAndDS (810.615) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1307.04","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":0,"rate":457.61,"tariffAndDS":457.61,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":737.8503640000001,"totalShipmentCostFormula":"((tariffAndDS (457.61) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 737.85","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":0,"rate":"587.63","tariffAndDS":587.63,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":587.63,"totalShipmentCostFormula":"(((tariffAndDS (587.63) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 587.63","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":0,"rate":406.25,"tariffAndDS":406.25,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":655.0374999999999,"totalShipmentCostFormula":"((tariffAndDS (406.25) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 655.04","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":0,"rate":636.25,"tariffAndDS":636.25,"fuelSurcharge":"0.475","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1088.62375,"totalShipmentCostFormula":"(( tariffAndDS (636.25) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.475)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1088.62375","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":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":184.375,"rate":483.45,"tariffAndDS":667.825,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1031.418325,"totalShipmentCostFormula":"(((tariffAndDS (667.825) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1031.418325","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":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":0,"rate":1075,"tariffAndDS":1075,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1075,"totalShipmentCostFormula":"((tariffAndDS (1075) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1075","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":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":184.375,"rate":483.45,"tariffAndDS":667.825,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1031.418325,"totalShipmentCostFormula":"(((tariffAndDS (667.825) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1031.418325","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":85,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":184.375,"rate":550.5,"tariffAndDS":734.875,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1134.742375,"totalShipmentCostFormula":"(((tariffAndDS (734.875) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1134.742375","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":85,"career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":30.33,"width":18.9,"height":33.21},"denseWeight":1,"volumetricWeight":62.5,"higherWeight":62.5,"quantity":1}],"totalHigherWeight":62.5,"DS":184.375,"rate":619.26,"tariffAndDS":803.635,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1240.7015350000001,"totalShipmentCostFormula":"(((tariffAndDS (803.635) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1240.701535","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-04-03 05:52:28"} 
[2026-04-03 05:52:28] local.INFO: Yes Factor Founded {"data":{"sign_type":"Flat Cut Acrylic Letters","productCostFactor":"1.25"},"timestamp":"2026-04-03 05:52:28"} 
[2026-04-03 05:52:28] local.INFO: Product cost factor determined {"data":{"sign_type":"Flat Cut Acrylic Letters","productCostFactor":"1.25"},"timestamp":"2026-04-03 05:52:28"} 
[2026-04-03 05:52:28] local.INFO: Final API Response {"data":{"sign_width":"164","sign_height":83.93,"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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Cost","description":null,"sequence_no":37}],"productionError":[],"request":{"sign_width_or_height":"164","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":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"164","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":83.93,"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":14,"perimeter_of_sign":120.94,"nested_area":54.75,"occupied_area":26.21,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":20,"other_dimension_of_sign":83.93,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1374},"TATDays":14,"testDenseWeight":115.81679245116014,"vendorName":"EpicCraftings Pakistan","quotationId":1374},"timestamp":"2026-04-03 05:52:28"} 
[2026-04-03 05:52:28] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 05:52:28"} 
[2026-04-03 05:52:31] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-03 05:52:31"} 
[2026-04-03 05:52:31] local.INFO: Incoming Request {"data":{"sign_type_name":"Flat Cut Acrylic Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":83.93,"sign_width":"164","dimensions":[{"id":"9f61b0ef-cefe-45a7-8ade-ba1e8b5354a9","height":21.9,"width":20.15},{"id":"ebcf19ba-0188-425e-af7f-2ff3cb35f597","height":22.78,"width":19.97},{"id":"e21a38ec-bf74-4c3a-ad58-5dc415c389dd","height":29.79,"width":10.69},{"id":"03ed5fd9-233e-4f9e-9934-358289ed2684","height":30.14,"width":24},{"id":"bfc20d11-706f-4be9-9bad-331947c69670","height":30.66,"width":18.92},{"id":"0ac7dd11-0da0-4a53-8a59-8f2ccc39fcfb","height":30.66,"width":18.92},{"id":"eaaef187-fc8e-421c-b546-5dcaab2b62a7","height":30.14,"width":28.03},{"id":"52da746a-5eed-4e49-b9e7-1c71446ada2e","height":21.9,"width":20.15},{"id":"6d079662-e61c-4399-ad79-c2b10ffb1954","height":22.78,"width":19.97},{"id":"22c14573-6031-419f-a243-b1d7e94f8466","height":29.61,"width":10.69},{"id":"eb563ad5-4d22-4f4e-9639-2c24eb5b503c","height":30.14,"width":24},{"id":"e6e91aed-1f4a-4459-b527-92cac7b534eb","height":30.66,"width":18.92},{"id":"eb349b3a-84c7-4a98-b865-beb8878f38e4","height":30.66,"width":18.92},{"id":"1a9ea62a-84e6-46a0-a206-553120d10dfd","height":30.14,"width":28.03}]},"timestamp":"2026-04-03 05:52:31"} 
[2026-04-03 05:52:31] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-03 05:52:31"} 
[2026-04-03 05:52:31] 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":83.93,"sign_width":"164","dimensions":[{"id":"9f61b0ef-cefe-45a7-8ade-ba1e8b5354a9","height":21.9,"width":20.15},{"id":"ebcf19ba-0188-425e-af7f-2ff3cb35f597","height":22.78,"width":19.97},{"id":"e21a38ec-bf74-4c3a-ad58-5dc415c389dd","height":29.79,"width":10.69},{"id":"03ed5fd9-233e-4f9e-9934-358289ed2684","height":30.14,"width":24},{"id":"bfc20d11-706f-4be9-9bad-331947c69670","height":30.66,"width":18.92},{"id":"0ac7dd11-0da0-4a53-8a59-8f2ccc39fcfb","height":30.66,"width":18.92},{"id":"eaaef187-fc8e-421c-b546-5dcaab2b62a7","height":30.14,"width":28.03},{"id":"52da746a-5eed-4e49-b9e7-1c71446ada2e","height":21.9,"width":20.15},{"id":"6d079662-e61c-4399-ad79-c2b10ffb1954","height":22.78,"width":19.97},{"id":"22c14573-6031-419f-a243-b1d7e94f8466","height":29.61,"width":10.69},{"id":"eb563ad5-4d22-4f4e-9639-2c24eb5b503c","height":30.14,"width":24},{"id":"e6e91aed-1f4a-4459-b527-92cac7b534eb","height":30.66,"width":18.92},{"id":"eb349b3a-84c7-4a98-b865-beb8878f38e4","height":30.66,"width":18.92},{"id":"1a9ea62a-84e6-46a0-a206-553120d10dfd","height":30.14,"width":28.03}]}},"timestamp":"2026-04-03 05:52:31"} 
[2026-04-03 05:52:31] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Flat Cut Acrylic Letters"},"timestamp":"2026-04-03 05:52:31"} 
[2026-04-03 05:52:31] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":10},"timestamp":"2026-04-03 05:52:31"} 
[2026-04-03 05:52:31] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":10},"timestamp":"2026-04-03 05:52:31"} 
[2026-04-03 05:52:31] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-04-03 05:52:31"} 
[2026-04-03 05:52:31] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":10},"timestamp":"2026-04-03 05:52:31"} 
[2026-04-03 05:52:31] 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":83.93,"sign_width":"164","shipping_weight":62.5,"shape":"rectangular","dimensions":[{"id":"9f61b0ef-cefe-45a7-8ade-ba1e8b5354a9","height":21.9,"width":20.15},{"id":"ebcf19ba-0188-425e-af7f-2ff3cb35f597","height":22.78,"width":19.97},{"id":"e21a38ec-bf74-4c3a-ad58-5dc415c389dd","height":29.79,"width":10.69},{"id":"03ed5fd9-233e-4f9e-9934-358289ed2684","height":30.14,"width":24},{"id":"bfc20d11-706f-4be9-9bad-331947c69670","height":30.66,"width":18.92},{"id":"0ac7dd11-0da0-4a53-8a59-8f2ccc39fcfb","height":30.66,"width":18.92},{"id":"eaaef187-fc8e-421c-b546-5dcaab2b62a7","height":30.14,"width":28.03},{"id":"52da746a-5eed-4e49-b9e7-1c71446ada2e","height":21.9,"width":20.15},{"id":"6d079662-e61c-4399-ad79-c2b10ffb1954","height":22.78,"width":19.97},{"id":"22c14573-6031-419f-a243-b1d7e94f8466","height":29.61,"width":10.69},{"id":"eb563ad5-4d22-4f4e-9639-2c24eb5b503c","height":30.14,"width":24},{"id":"e6e91aed-1f4a-4459-b527-92cac7b534eb","height":30.66,"width":18.92},{"id":"eb349b3a-84c7-4a98-b865-beb8878f38e4","height":30.66,"width":18.92},{"id":"1a9ea62a-84e6-46a0-a206-553120d10dfd","height":30.14,"width":28.03}]}},"timestamp":"2026-04-03 05:52:31"} 
[2026-04-03 05:52:31] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-03 05:52:31"} 
[2026-04-03 05:52:31] local.INFO: Input Parameters {"data":{"dimensions_count":14,"shape":"rectangular"},"timestamp":"2026-04-03 05:52:31"} 
[2026-04-03 05:52:31] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-03 05:52:31"} 
[2026-04-03 05:52:31] local.INFO: Sign Type Lookup {"data":{"sign_type":"Flat Cut Acrylic Letters","found":true,"sign_type_id":10},"timestamp":"2026-04-03 05:52:31"} 
[2026-04-03 05:52:31] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":10,"has_module":true},"timestamp":"2026-04-03 05:52:31"} 
[2026-04-03 05:52:31] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-03 05:52:31"} 
[2026-04-03 05:52:31] local.INFO: Flat Cut Acrylic Letters Detected {"data":[],"timestamp":"2026-04-03 05:52:31"} 
[2026-04-03 05:52:31] local.INFO: Resolved Depth Range {"data":{"input_depth":1,"matched_depth":1},"timestamp":"2026-04-03 05:52:31"} 
[2026-04-03 05:52:31] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":5.0},"timestamp":"2026-04-03 05:52:31"} 
[2026-04-03 05:52:31] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-03 05:52:31"} 
[2026-04-03 05:52:31] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1959.8,"dimensions_count":14},"timestamp":"2026-04-03 05:52:31"} 
[2026-04-03 06:02:37] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"203.67","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":"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\\php3BA7.tmp"}},"file_present":true},"timestamp":"2026-04-03 06:02:37"} 
[2026-04-03 06:02:37] local.INFO: Validation Passed {"data":{"sign_width_or_height":"203.67","user_input_dimension":"width"},"timestamp":"2026-04-03 06:02:37"} 
[2026-04-03 06:02:40] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":17},"timestamp":"2026-04-03 06:02:40"} 
[2026-04-03 06:02:40] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":17},"timestamp":"2026-04-03 06:02:40"} 
[2026-04-03 06:02:40] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":17},"timestamp":"2026-04-03 06:02:40"} 
[2026-04-03 06:02:40] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":17},"timestamp":"2026-04-03 06:02:40"} 
[2026-04-03 06:02:40] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"203.67"},"timestamp":"2026-04-03 06:02:40"} 
[2026-04-03 06:02:40] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"203.67","file_size":60928},"timestamp":"2026-04-03 06:02:40"} 
[2026-04-03 06:02:40] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":712,"y":602,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.88,"bounding_box_area":880,"exact_perimeter":118.18,"approximate_perimeter":111.03,"convex_hull_perimeter":98.52,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.313,"perimeter_to_area_ratio":0.3397},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":112,"y":602,"width":165,"height":172},"scaled_width":29.5,"scaled_height":30.76,"actual_filled_area":419.2,"bounding_box_area":907,"exact_perimeter":251.9,"approximate_perimeter":229.91,"convex_hull_perimeter":119.56,"perimeter_pixels":1408.742207411233,"original_contour_points":410,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.04,"compactness":0.083,"perimeter_to_area_ratio":0.6009},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":657,"y":302,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.87,"bounding_box_area":880,"exact_perimeter":118.28,"approximate_perimeter":111.25,"convex_hull_perimeter":98.52,"perimeter_pixels":661.4873734152932,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3125,"perimeter_to_area_ratio":0.34},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":9,"position":{"x":163,"y":302,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.88,"bounding_box_area":880,"exact_perimeter":118.18,"approximate_perimeter":111.03,"convex_hull_perimeter":98.52,"perimeter_pixels":660.9015869776663,"original_contour_points":352,"approximati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","detection_approach":"prominent_color_detection"},{"index":10,"position":{"x":495,"y":299,"width":152,"height":178},"scaled_width":27.18,"scaled_height":31.83,"actual_filled_area":261.95,"bounding_box_area":865,"exact_perimeter":159.51,"approximate_perimeter":140.66,"convex_hull_perimeter":95.14,"perimeter_pixels":892.0214280248111,"original_contour_points":395,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.17,"compactness":0.1294,"perimeter_to_area_ratio":0.6089},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":11,"position":{"x":334,"y":299,"width":137,"height":178},"scaled_width":24.5,"scaled_height":31.83,"actual_filled_area":301.86,"bounding_box_area":779,"exact_perimeter":180.24,"approximate_perimeter":156.33,"convex_hull_perimeter":93.27,"perimeter_pixels":1007.9625535217655,"original_contour_points":435,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.3,"compactness":0.1168,"perimeter_to_area_ratio":0.5971},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":2,"y":299,"width":151,"height":178},"scaled_width":27,"scaled_height":31.83,"actual_filled_area":262.03,"bounding_box_area":859,"exact_perimeter":158.9,"approximate_perimeter":140.21,"convex_hull_perimeter":95.11,"perimeter_pixels":888.6072144624379,"original_contour_points":385,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.1304,"perimeter_to_area_ratio":0.6064},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":13,"position":{"x":743,"y":2,"width":128,"height":172},"scaled_width":22.89,"scaled_height":30.76,"actual_filled_area":299.04,"bounding_box_area":704,"exact_perimeter":176.17,"approximate_perimeter":166.12,"convex_hull_perimeter":105.66,"perimeter_pixels":985.2132034355966,"original_contour_points":24,"approximation_points":9,"shape_analysis":{"aspect_ratio":1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","detection_approach":"prominent_color_detection"},{"index":15,"position":{"x":434,"y":2,"width":108,"height":172},"scaled_width":19.31,"scaled_height":30.76,"actual_filled_area":171.51,"bounding_box_area":593,"exact_perimeter":99.3,"approximate_perimeter":98.71,"convex_hull_perimeter":88,"perimeter_pixels":555.3137084989849,"original_contour_points":16,"approximation_points":6,"shape_analysis":{"aspect_ratio":1.59,"compactness":0.2186,"perimeter_to_area_ratio":0.579},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":16,"position":{"x":274,"y":2,"width":130,"height":172},"scaled_width":23.25,"scaled_height":30.76,"actual_filled_area":633.9,"bounding_box_area":715,"exact_perimeter":105.25,"approximate_perimeter":100.91,"convex_hull_perimeter":98.77,"perimeter_pixels":588.5929291125641,"original_contour_points":125,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.32,"compactness":0.7191,"perimeter_to_area_ratio":0.166},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIYAAACwCAYAAADKWhYhAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO19fYwU9f3/a2d2Znb24Z4fgLvzgMMDFdDCiY9fUKnlQamxgGCA1LRGW2yjGNNotKm1D5o0xj6kiamNmoitEqNGEGqrUqQgUu4EgzwdFI6Du3J33N3ePu/szPz+6L4/v8/uPe3dzt4uOq9kw7K3MzsPr3m/35/3I2DDxhBwAMDp06fN/v5+GIYBl8sFp9MJSZIQDochSdLIO3A4JupY8wJd1+F0OiGKIkzThKZpME0TgiBg5syZX9mTdwDAyZMnzRdffBHbt29HKBSCIAgQBAGJRAKmaY64A0EQJupY8wJVVVFcXIyKigqUlJTA5/OhtLQUlZWVKCkpwcyZM1FZWYmamhqoqgr8fzJd0qRxAkAoFMLJkydx5MiRQV8QRTEfxzVhGE3iJRIJCIIASZJgGAY0TQMAKIoCl8uFuro6eL1elJeXo6qqCrW1tbj88suxf/9+s7a2FsXFxXC73fRblwxZnADg8Xjg9XqBJBEkSUI0GgWS7P86g+5lIpFIuRaxWAyapuHw4cMA9wAZhgHTNOFwOCAIAubPn49ly5bh29/+Nvr6+kxZliHLMiRJKmiSOJE8aZ4IdAGcTicMwxhxB191VZKuTh0OR4qUIduDJw39Xdd1HDt2DPv378fPf/5z1NbWoqmpCQsXLsSBAwfM2bNnQ5ZlCIJQmCQ5fPiwuX79elNVVdPpdJqSJJkOh8ME8LV/CYLAroXD4WCvkb7Pb0MvSZJMl8vF/j9r1ixzw4YN5p49e8xjx46Zfr9/ZGNuguEEAE3ToGkadF1HIpFI+cJoEmE047TQMdrxk8TkpcRw2zgcjkESVlEUdl3JPgGAEydO4PTp03jttdcwd+5c3HPPPWhpaTFnzZoFVVULwx45evSouXbtWsZmURTz/qR+nV4kXYqLi83169ebu3fvNhOJRF6fOGc+f9zG/yDLMhwOB/x+PzZv3ox///vfWLduHT7//HPzmmuuyZ/0sCVGYbx4G6SsrMy87rrrzLfeesv0+/2mOcE6+6u9pLhE4HA4IEkSTNNknube3l589tlnePTRR/H444/j0KFDmEhy2KokzyAvM2+YImm0AsDZs2fx0ksvob29Hffffz96enrMioqKnKsWmxh5hsPhYCtBp9MJRVGQSCQQi8WApPNREARs27YNX375JR5//HH4/X7T5/Pl1P9hEyPP0HUdDocDiqJAFEVEo1HmLFMUBaFQCADgcrlw5swZPPXUU+jo6MCPf/xjmKZp5sowtYlRADBNk3mewXlTY7EYRFGEruuIRqNwOBzo7u7GH//4R8RiMTzxxBPQdd0URdFyclhOjKEI7HQ6mQ4lh9lorvZ8guIcpPvpvWmaLBaC5Lk4HI4UdzgZj5lEpocDvz9d16GqKiKRCDNOe3p68Prrr0MURWzatCknkiPnEoNyGIj5hmFAEISM4jC0fS7B33D+N3VdZ79tGMagY+VTE5AkE50rgc45W/C/oSgKNE1De3s7tmzZAkEQcP/992f9G+nIOTFcLhdM00wJNBE56PN8Qtd1FlYXBAGGYTACG4bBgmaCILAIKkVa6e+iKLLz4YlhBSl4NzvtX5IkaJqG1tZW/PnPf0ZFRQUSiYRpZQ5IzolBulMQBHi9XiQSCXbRTdMcNd8j104/Oh7KykoHkdcwDPbkCoIARVEgCAIikcig+JLT6WTbZksOIishFoux1Yumaejs7MSrr76K+vp6GIZhWrVSyTkx3G43wuEwDMNAKBQaJCHyne/hdrvZTedvMC8JkLzJvDThl5O0LZ1LIpEYFJ4fL4i0lG4ZjUZTHi6Hw4HPP/8cL730Ei677DLL7I2cE4PyRk3THPRkud1uRCKRXB/CiAiHw+x9erJNOlFIpYAznmk56XQ6Icsyywm1Sk3KsoxYLMYyyURRTDFsiTS7du3CG2+8gSlTpmT9m5gIYkybNg1r165FU1MTJEmCqqrQdR2BQIBli+UTLpcLSEquUCiE7u5udHZ24sKFCwgEAvB6vejp6cH58+fR09ODYDCIeDyOaDQKTdPgcrkQj8eZBAG3WoHFEjEejzNyEEnj8ThUVUUgEMC7776LxsZG9Pf3myUlJVlJjZwTo7a2FrfffjtuvfVWxGIxFkkkIyrfILFP4NPy+LQ+Po4RjUZx7tw5XLhwAadOnUJLSwt27dqF48ePIxKJMEPUClKQLwOcM4xfMgNAMBiEIAg4ceIE3nnnHcybNy9r/4blxKALC05Pl5SUwDAMKIrC9CIZaPlGJseR/h2Xy4UZM2ZgxowZmDdvHtatW4dIJIK2tjZ88cUX2L9/P/bs2YMjR44gFArB6/UiGAyy65FIJJjtRc6skVRPul9jqOMjl8Bnn32Gv/zlL5g+ffq4rgfbZ1Zb24CqqojFYtB1HY2Njbjqqqtw7733orm5Gfv378frr7+OPXv2QFVVCIKAUCgEp9OJcDgMl8s1KHg2VpD0RVKF9fb24p///CduvPHGrAxRO+yeJRKJBBRFQXFxcYpqnD9/Pu677z58/PHHeP/993HNNdcwQ7W4uBiqqqa4wccLUjOk+gzDwMGDB7F161b897//Hfd+bWJkCd73EYlEEAgEmPtaVVXIsoyFCxfi/fffx+9//3t4PB5cvHjRsux6Wh1JkoR4PM6itfv27cPOnTvHncNhEyNL8H4OVVXh8/komRfxeBwA4PV64XA48MADD+Dpp5+GqqqQJMkS45uIQUtrRVEgSRJOnTqFjz/+GIFAYHznlfWRfc1BDyS/PI3H49A0LSUeRAb4Y489hldeeQWBQCBr+wKcYcwbpYlEAvF4HMeOHcPhw4dhGMaYpYZNjCxBojscDiMSicDhcFClGQu0IVmiQbkWq1evxosvvoiampqsf5/2TwShaDAA/Oc//8EHH3yA3t7ese836yP7moOq4d1uNytqJolBbmvDMCBJEkpLS5nf5K677sJPfvKTrH+fpA4vsahjQUdHB/bs2YPu7u4x79dyYmRSmPNVQnoQUBCEFImBtGtCqXuqqmLDhg146qmnWLQZ3JOfqZ+HrjFPkHA4zJxh58+fx+7du8dshNoSI8cgUvD3RZIkuN1ueL1e3HHHHVi8eHFKOh84YzJbdHZ24ujRozh//vyYtrOJkWNQ8C3ds0k5IFdffTVWrVqF6upqIKmGaLViRXS2v78fhw4dwpdffjmm7WxiTCD41ED+tXjxYixfvpx5MWVZtuw3HQ4H2tvbcerUqTGpE5sYEwSSHCQ9KAdEEAQ0NDTg7rvvRl1dHcCpEStsNFEU0dfXZ6uSQgTv6+ATjUmdmKaJmTNnYt68eXC5XCyEb0U3o0QigUAggPPnz48p98UmRp7AJ/3ouo6SkhLcdtttKCsrs/y3NE3DuXPn0NbWlvE2dnR1AkDBLT65mFcTsiyjvLwcCxYsgM/ngyiKkGXZkuw2Wvb29vaOSZ3YEmOCQJlXFAUlVUIrD1EU4fP5sGDBAui6jkgkwnwhI+WP8rbLUN/RdZ3VojQ3N2dsgNrEKCAUFRWhoqKC+TKsABm60WgUwWAw40Ivmxh5BnksDcOAz+fDpEmTWB6qFUE22nckEkFfXx+CwWBG29jEKBBomga3242amhoUFxdbum/TNBGPxxEKhTJODrKJkWeQl5OWrjU1NaipqYHT6bQsL5Y3fjP1jdjEKDCUl5djypQplpZv8kXYmWaO2cQoAFAo3jAMeL1eTJo0KaURbzbgyw3GUh1n+zEKAIZhsPiIx+Ox3Mk1VK/S0WATI8/gC5l49SHLMuLx+KB21ePZv6IocDgcKdVyo8EmRp7BV9mTuLe6PQSl+2XakwS2jZF/8L0vyBlFBUxWgNooKIqCysrKjJ1nNjEKBLScpNoUiqtkC4rQlpeXY8aMGfD5fBltZxMjz+BvvmEY6OnpQVdXl+W/UVlZiWnTpiHTQmebGHkGX2JomiY6OjrGnFQzEgzDgCiKqKiowOTJkzPeziZGAYDvENDZ2YnOzk7L9q3rOhRFQXV19ZiaqtjEKADwhmZ/fz/8fr+l+6d8j7H4R2xiTBDSE4D5FpH0b3d3Ny5cuAC/389Uy2j74T/jm8LJssz+XlVVhZkzZ47peG1iFACo+05vby9aW1uBZHAtkyBauh8knUyKoqC8vByNjY1jmntiE6MAQI1Ujh8/ji+++AJIxk8yLTqi+80vcUkK+Xw+XHXVVbjqqqvGdEw2MfIM6rHl9/uxZ88edHR0wOl0jsvBRaWO/JgLn8+HW265BRUVFWPal02MPIOe8La2NuzevRu6rrOufJmWD/Dqg8aNI7kErq2txf/93/9l7L8g2MTIM2RZRl9fHz777DOcOHGCPe38EnYkDDW5kYhSUVGB66+/nhUyjQU2MfKMRCKBTz75BO+++y5rRks3OhN1wndIpG2owu2yyy7D0qVLxxWQs4mRZ5w6dQoffPABdu/enZJdxTe1zwS0LRmskiShuroa11577bgmIdnEsADp2VZ8Q3rCwMAAy6CiiQdtbW14+eWX8d577wGcWqAm9tR4ln+l15EYhgFVVZmUoUTiqqoqfP/734fX6x3XOdnEyBKU68A/3XyD24GBAei6zm5YIBCA0+lEX18fmpub8fbbb7PYCGVxUTP7TEC9Qsmf4ff7UVRUhDVr1uDmm28e99w0O1EnS/DZV7FYDIZhwOl0sjwIVVUhiiJCoRAURYHP50MkEkFLSwueffZZnDx5ku0nPcMqvZRxKMTjcSYtXC4XwuEwZs+ejTVr1qCysnLc52UTwwKQKhkq5T8UCkGSJHg8Hly4cAFFRUXYtWsXHn30URw9epSNm9A0jUkJUjeZEIOip9RiafLkyfjOd76DuXPnZjXh2SaGBaA4BW8AJhIJiKIIj8eD3t5euFwulJWV4de//jWee+45dkPJjiBSuFwu6LqecRWay+WCIAhsRXP77bfj7rvvhqIohT194OsAPnhFaXmKorDPJUnCvn378NOf/hSffvopfD4fM0bBhd1JUvC9wUfL0SRVIkkSvvGNb2DlypVZN5iHTYzskUgkGAESiQSrO0XS0Dx9+jQ2b96MzZs3szyLgYEBgOvwR0NzaHIRQRTFUYlBf58/fz4efPBBLFy4MCsVQrCJkSV4G4Bv37x371784x//wJYtW3DixAkoisLGZNIwH74fKH8vJUlKaTk9Eih6umjRIqxatQo+n6+wZqINVeVESyj6l3+6hmpzONx+JwJ8fgQZc+AilunHQdVdtCoZGBjAsWPH8N577+Gdd97B0aNHU1QEf5P5hijp47WQNk6Trh2/8ojH46zvRSwWw7p16/Dwww+P22cxFHIuMXRdR19fHyMFOX9ozT5RN344DFfXqWkaYrEYu9iapiEYDOLixYvo6upCd3c3gsEgPvnkE5w8eRKtra3o7e0dNII7k6d+JNCKBUlS0JJYkiQoioKHHnoId9xxByZPnmyJCiHknBgHDhzAli1b4Pf7UV9fD1mW2TyxcDg8auvCXHcXphA3Pd2GYSAcDqOvrw8DAwPo6upipKDZaG1tbTh37hw0TUNRUVFKQxJJkthqIxaLZU18mrtG7/mm9TfccAN++MMfor6+3lJSMBw9etRcu3atCcAEYIqiyN5n+nI4HKYgCCkvh8NhiqJoOp3OQd8XBMEURXHQNkPtI9cv/pgkSRryeOm6SJJkyrJsSpJkSpLE/qYoiinL8pDXZajfGu4ajvZ9WZbN6upqc+PGjeapU6fMeDyekycn5xKDZoWCm9oMbtpxIYHsDFotiKKIaDTKjnmoCnSyR3ivJY3aRJo9MR54PB421UDXdUyaNAkPP/ww7r//fhQVFeVGUkwEMfielUOlq43WryHXNgjvOeRHd6fbBsMZ1+Sh5PMu+fPM9vhDoRAqKyvR39+PhoYGPPfcc7jrrrvGnHgzVuScGGRZ85KDrGyPx8PmhOUT1J+CCn/BEYEIwhupBCITjSKn2SX0N6pYzwY+nw/d3d1YsmQJfvWrX2HevHnjDoyNBTknhtPpTJksjKS1HolEEA6HR32icm18Ekn5p5//XRp/yX+Hh6IoKZOU+fO1wvj0er145plnsHr1apSWlk4IKWAlMYYr3acnhtfBpHcLYZ7JcGlxhNHsIP68eF/IcPtLhyRJKQN/TdOEpmmoqKjAnXfeiU2bNqGurg5lZWUTuq63PZ95Bh8sI6nT1NSEH/zgB1i3bh2i0ShKS0sn3NljE6OA4HA4cPPNN+Ppp5/GokWLcrbiyAQ2MfIMsnHIPmlra8Pbb78Nj8cDTdPMZNOT/BDECgeX/bLmRddeVVVz1qxZ5vPPP2+2traapmnmzJllE6NAX6WlpabL5TKR9H4qipJyH8rKyswVK1aYW7ZsMXt7e81YLDYxBLGJkb+Xqqoj/l+WZfaZz+czN2zYYO7cudMMh8PmeMdz28S4hF6yLKdIDY/Hw97Tdyg24/V6zXXr1pkfffSRqeu6OZ5JzBNGjJECU8NtM1ywqhBe/HlQwI8/J/68KFCYHvQaSwBvpOPg31MgT1EU0+VymY888ojZ0tJiOTlyvipJd/jw3kFyRecTQ8Vq+LgIheN5RxdfFsh7Q/mYCW2bLdJnx/ONVxwOB37729/i+PHjeOCBB9DR0WFOmTKlsDK4hgPfeJRyGim2YFXLwmww1ggv3Xy+g296V3/+/1aeX3rvCySv744dO7Bv3z5s2rQJ7e3t5pQpU6wJsuVSlWSiUvL5IrUgiuKQL/6a8LkYo52Pw+EwZVnOWpXw++NzVOhzskvoWJctW2a2tLRkvbSdkHwMcvVSjSXlOFBsIJ/IpGsN/6QOl49B/1LhkNVtnzGMaopGoyguLmYN3Xbs2IFAIIBnnnkGmqaZkiQVbolieo4CwarRTtlgqEFzpMORjJ5Snkb65ENZltkoKSK6IAiMPFbNZ6f9D6WWysrK0Nvby3JAI5EImpub8bOf/QwPPfQQTNM0x+NazzkxNE1DXV0dampqUqQHpcjnO4uLDGCeHPw0oCNHjiAajQ66yfF4HPF4HD6fD+FwmJEnvQwgW/LzZYo8OcjI7e3tRUlJCQKBACNpJBLBF198gaeeegqqqsLv95vFxcVjIkfOiXH11Vdj7dq1WLlyJaqrq9lFRPLiWjnHfLxIH6/N518EAgEEAgGEQiG2AgkEAujt7UUoFMK5c+dw9uxZnD59Gj09PRgYGEAgEICmaYjH45YYn+nk4EduGoYBv9/PPi8pKUEwGITf70cikcCTTz6J3/zmN2OWHJbmY/AnQq/S0lIsWbIEDQ0NEAQBXq+XWfX5XpFYBV3X4ff70dXVhdbWVnz66afYtWsXvvzyS0SjUZazIUlSip1CKzM+O4xKDqhIml8KI03NEWh7wzDQ19fHvh8Oh9Ha2oof/ehHeOGFF8ZEDju6miUopd/j8WDGjBmYNWsWVqxYASRv2OHDh7F161a88cYbOHLkCJBM8KXyAoLX60UsFmNJTGRQZvvwxGIx9Pf349VXX0VVVVXG5LCJkSWoEg1JklBGN7VEuOKKKzBnzhw88sgj+Ne//oU333wTf/vb39DR0QEkSRIKhRAMBll2OpJJwMN1Bx4rAoEAC+Vn2jbaJkaWiEQirNRAkqQUoiAp3smWWrx4MZqamrB69Wr89a9/xY4dO9Dd3Q2n08nsF75NkyzLWRuvLpeLJWFv27YNs2fPRjQaNV0u14hSw261lCWoYw44/U/1J7qus2Ut9d8sKyvD0qVL8fzzz2Pbtm1YuXIlZFmGrutwu93MpnA6nVlnmIPLSfV4PAgEAti+fTtaWlowWmTWJoZF4IuVRFFkL36ZG4/HEQ6HEY/HUVZWhqamJvzpT3/Cww8/jKqqKpY1z5MtW9D9D4VCEEURBw8exKuvvooLFy6MuJ2tSrIE7+Ekm4CfLkCxFCKIqqopKwyfz4df/OIXmD17Np555hkcP37cEklBoFhVPB5HLBZDLBbD+++/jzlz5iAej5uyLA+pUmyJYQGoUp6W6HQz+Ip++j/5HjRNY2UDgiBgzZo1eOGFF7Bw4cKUnl7Zgpa2dCxutxsXLlzA66+/jtbWVui6PqRKsZwY6a7lrzoybeuc3tyVDFVZlhEOhyGKIpYtW4ZNmzZh4cKFLDWBQPNTaX98Dw8eQ80zAVffQ9LrzJkzePnll4e9R7YqyTN0XYfH42Hvb7vtNvT39yMUCqG5uZk96WRE0ipjLKEE/ubTe7/fjwMHDmD79u1IJBKm0+lMYZmtSvIM3kAVRRFFRUVYvXo17rvvPlRUVLDyRyQjqUSU0YrBefAxHFr+UrBt586dQxq6NjEKALyYD4VC8Hg8uOOOO7Bq1Sq2hCU1EggEAK5T4GigaC/vNqeVUzAYRGtrK3p6egZvZ+H52RgHEokE3G43ACAYDLIbXlVVhY0bN2LRokVAWstIflDNaOAJxLdqEEURgiDg2LFj2LFjxyC/hk2MPIMPlBUVFaW0iLjyyitx1113obKyMqVdxFiCkDyBnE4ni9TS5+fOncOHH344yGaxiVEAoJA+kgYoP6/k5ptvxvLly9l3KacFGaoT3seSvsqhZfOJEyfQ1taWsp1NjAJAUVERdF1HOByGy+Viw/NkWcasWbOwZs0a1NTUDNou0wwxSoqiED/5XEi1XLx4EYcPH0YikWDqxCZGgcDpdDJbwzRNqKoK0zQRj8dx2WWX4aabboIoitA0LeV76fNL0l9IqhM+r4NP+tF1HcFgEJ9++mkK0WxiFDhUVUVlZSUaGxvZyoR8GlZlvwUCAbS3t6fMlLeJcQmgrKwMCxYsQF1dHSRJYk//WHwZIyEUCuHUqVNsdgpsYhQ+NE2DKIqYM2cOrr32WjYCAxZloVMuSFdXF86dO8c+t4lR4CA7oLq6Gk1NTSkdBq0sTwiFQrh48SILqtmxkgIHH6GdOnUqkJQUmYysyARErng8zjLLYUuMwge/gvB4PKirq2NSxAobg/ZBy2UybG1iFDj41peCIDCpQf/PFrxEohwR2KqkMMG7unmfRXl5OSZPngxwjXWHamM93L6GQjQahSAIiEQiiEQiTD3ZEqPAQUtTWZbh9Xrh9XpZt2IrQB5RXdfR1dXFckFtYhQ40gupqXA6F1V8XV1d6OrqAmxiFD74cDvNULO6ih7JeEo4HGZjOm1iXCKgABj9a3XtL01OsI3PSwR82JySh/mq/GzJQc6yeDyeMhfOlhiXEHjbwirjk28+5/P5UFRU9L/fsmTvNnIGvpkLiXqrG7/RfkpLS1FSUgLYxChMDFUbIooiC3TRbLn0Amqk9SbJhDjkD3G5XJg6dSpqa2v/93kOzsuGheBvbiKRQG9vb4qbPFsQ+UhN0ShPW2JcIqBuh52dnSwUb8WylV+uiqLIPK02MQocfJLwwMAAenp6WG2IlSWgsiwzaQGbGIUPil1EIhF0dnay6KfVhqeqqigtLWWf28QocJDPoqOjA4cPH7Z8/yR1fD4famtr2bgtmxgFDofDgUgkgmPHjmHfvn3MULQqH4P8GEVFRaivr2ef28QocFBbxjNnzrCufxQNtUKdEDEoG51gE6MAEI1GmS2haRprucRPit67dy9isViKgZju7xjpNVzNiSAIKCoqQlNTE+rq6ti+bT9GnkEd/ajfOjVUoa464XAY27dvx8GDB4EkicA5pjLFcPmhoiiisrISDQ0NUFWVfW5LjDyDgljpPSrIlujv78e2bdvQ2to6rv2P1OSNIqpTpkzB3LlzwTdPsSVGnsG7tZ1OJ6tCJwfW3r17ceDAASDpa6AoaKYZ4um+jnSi6LqOKVOmYPr06Smf2xKjAEDJMUiWH9Icl0OHDuGVV17B6dOnAS7Vn0oHxtrykdzeZLxSjWxjY+OgjsE2MQoA/A2m+tT29na89dZb2LVrF8CN2AJnL4x1VULhdT46O3fuXDQ1NQ1qqWATowBAZDAMA5IkMbti69atTLXwbQvGOygnPVrr9XqxYMECzJ8/f9AceZsYBQJ+ydrS0oKtW7fi6NGjLKjFTyrAOCvd+WWq2+1GcXExpk+fzkoSeFhOjPS5JV8X8N2A08dkxePxlOZoNE2SLw+kfuO7du3Cb37zG/z9738HkjESfsgOv89MQGTzer3suEpLSxEIBNDQ0IAlS5YMkhawJcbEgH+6qWsw786maOmBAwfwu9/9Djt37rSsxQE5xCKRCCNWf38/KisrsWTJEpaYkw6bGFliqC68vMgOh8MpfTYDgQBbhZDB53K5sHPnTjzxxBN45513Bnk4sz0+cHYJrXhmz56NFStWoKioaEixbvsxLMRQqlNRlJSn3+fzsfehUAiBQADvvvsuXnzxRRw6dIgNLw6Hw1BVlXk6xwuyTah6TRAElJaWYvHixWhsbBx2O5sYWYKPQ6R/juQN0TQNmqbBNE1WTRYMBnH27Fn84Q9/wJtvvom+vj7mGqfvkX2RLWhyUiQSga7rWLBgAZYuXYqRZrLaxMgS/Jx3QnrwyjAMtroAgM8//xybN2/Gli1bWBcbSZKYQamqKqv1yBYkKahqvrS0FIsWLcKVV1454nY2MbLEaBMA+MmIe/bswWuvvYYPP/wQnZ2dbFWiKApisRibZk3NXj0eT4pXdDzgG7t6PB7ceuut+OY3vwm32z2iKLKJkSMQMZqbm7F37158/PHHOHjwIM6fP8864jgcDkiSlNKFj0hBBLFybuusWbOwbNkyXHvttaNuYxkxhtOzZEiRaCRL3OqKqvFitAufXgZIBT/Ui5v/u67r6OzsxL59+/DBBx+gubkZhw4dGjLdnx9KTOANTb5hykjgA2q8r4NKASKRCMv4Wrp0KdavXz+k3yIdOZcYZ8+exUcffcRGKqiqmjJdmGZ15Aujzf2gLnkOhwPRaBS9vb3o6elBf38/azbS2dmJkydPor29HX6/H7FYjLmyrfJHDAfW6CRZd5pIJNh4rXA4DJ/Ph0gkgjvvvBMrVqzIeGpBzolx5swZPPvssxkXmRQAAARHSURBVFAUhelUErOqqmatQ7PFaBdK13Um9mlUJt+4nc+I4rv7jyU0ng3od6kHuSzLiMViMAwDqqoiEAhgxowZWL9+Pa677rqMpAUmghg0kScajQ5y65KYyydG8xOkHzNBURTIsoxgMJjSFJ5AS0Qre1kMhfTufXxzWJJ29957L2699daMSYGJIAZ/4V0uF1vPI63Tfr4wWk4DX75HcRAkHUesw11SjNPNoFgIJdXkEqz9YvIYadarJEkIhUJ48MEH8b3vfQ9VVVVj2m/OiaGqKssBIIMKSRHO92PIF8byRIuiyFQPkSSdMPQ9Uj/ZTlrOBKqqsmtLS18AWLt2LR577DFMnTp1TNICE0EMngykD3n9m2tRmy3IRU1ZT+CeTt7NTATnJzVjAoxPpK2saCL0kiVL8PTTT2PGjBljJgUmghj83HJSIbno8TBejLYc5InL96pIR3qofahJzbmA2+1GOByGoijM1b5q1So8++yzqK+vHxcpYCUx0iOMhPQLk748zLcfYywY6VjT/8ZLjbFgKF+QJElwOp1M+pIPRdM0RCIRthIxTRP33nsvnnjiiXFLCoLt+SxwlJSUoL+/H5qmMTURi8Wg6zpcLhd0XWdOspUrV+KXv/wlpk+fnhUpYBOj8NHf38/ep0shWvFNmzYNGzduxIYNG1BRUZE1KWATo/BBI7DSx1eRN/aGG27Axo0bsXz5cvh8PssMNpsYBQ6yKyicEAwGYZomampqcNNNN+HJJ5/EtGnToKqqpVa8TYwCR0lJCQYGBhCPxxGPx1FTU4PFixfju9/9Lm677TbgfxLE8qWdTYwCB9kYkyZNwg033IB77rkHy5cvR1FRUU4IQbCJUeCg5Jp169bh9ttvR3l5eU4JQXAi6fc3DIOV1vNNOS4lP8NEgCKpfLibB5/Sx3tDh7uOFBqgXBV6P2fOHKxZswYbNmxAaWkpfD7fhBCCHReSJ0tOk/QT/6oj00QdPqTOB9ZGc2LRQ8bXkvBFxfzwu6lTp2LFihW45ZZbcMUVV6ChoQGiKObFNexEckkELpuIIo6U4fxVxmgSkX9o+HgJbedyuVhonvwMRCbK9EKSILwX2Ol0QpIkTJ06Fd/61rdYgm5jYyM9nHmNFTiRbO/Dp4cNFTH8uoKe6qEgCMKw+RzUDCUej8PhcMDtdqO6uhpXXHEFrr/+etx44424/PLL4XK5UFRURA1YC6am0wkuqQOcqKSw8Xj8/ZcSRpMYsiyzvBHescRLAFmW4Xa74fF4UFxcjPLycnazL7/8clRXV6OhoQHTpk1DdXU1iouLR83SzjeY8VlcXIyqqioEAgEmPscbCLqUkIkqkSQJiqKgtLQUlZWVKCkpYfWokydPRkVFBWpra1FTU4P6+nrU19ezRiRcamBBEyEdDvzv4pihUCil6lqSJEQikYyTR7+qILVKaXJ8ayQzOY6K+ltcajffho0x4/8Bn2hU1pE76YsAAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-03 06:02:40"} 
[2026-04-03 06:02:40] local.INFO: Nested area calculated {"data":{"nestedArea":13162.2622},"timestamp":"2026-04-03 06:02:40"} 
[2026-04-03 06:02:40] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"90916034-f6d5-47d8-83bc-83750eb24eea","height":30.76,"width":28.61,"perimeter":118.18,"area":347.88,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKQAAACwCAYAAACB8sXMAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1dV1NbW5b+jrJEsEFkMDkZyWADBuOxfVP33Dtd/dDVVf1b5h/MvMxrP81PmJqpqUl973U7YaKFQICERI42NskkoawzD621a+uQjtABJNBXpTJgna0TPq21VwYyyCCFIFz3CaQSRFEUDw4OYDKZoFarEQwGodPpEI1GoVKpEl0r7ndBEMCvLQhC5t6fAM11n0AqwWaz4Z//+Z8xPT0NQRDw9etX5OTkIBAIIBH+SMkIAKFQCPn5+fjd736Hf/zHf1T4zG8OMoSMYX9/X/zzn/+MX3/9FV6vl/1dq9UiFAolREicQsovX76guLgYHz9+VOScbyIS00M3GB8+fMDPP/+MaDQKo9EIjUYDtVqNUCh0ofUEQYBKpWIvk8kEURQxOTmJ//qv/4Lf7z/O2AwyhASAnZ0dcWFhAW63Gz6fD8FgEOFwGCqVCoIgQKfTQRTFhF/RaJS9AoEARFHE/v4+HA4Htra2rvuyUxIZlQ1gaWkJ/f392N/fBzh1KwgCRFFEMBiEWq0+cw3+GP5fQjgcBgD4fD5MTk7i7du3iEajokqlyhg3HDISEsDa2hr++te/MtJoNBoIgoBgMAhBECAIAiKRyJkvkoT0ezgcjnsBYKTe3t7G8PBw3F41g7/h1hPy06dPosfjwfr6OiKRCCMiSTxSv8lCpVKxdTY3N+F2uzE8PAxRicVvEG49Iefn5/Hzzz9f+udEo9E4Ne5yudDb24uDg4NL/+x0wq0mpCiK4szMDOx2+5V8Hql/nU6H9fV19PX1YW1t7Uo+O11wqwn56dMnOBwOHB0dXfpnqdVqhMNhiKLIoj4rKyuw2+0ZFxCHW03IsbExvH///sK+xkTAq2u/3w/EjJu3b99m1DaHW0vIg4MDcWJiAnNzc1fyedFoFIhFfgh7e3sYGxvDwsLClZxDOuDWEnJpaQnj4+NMWl02yKiJJVZAEAREo1Fsbm7i1atX2N3dzajt20pIURTF6elpuFwuRCKRq/xcBAIB5udETH2/fv0aX79+vbLzSGXcSkKurq7CZrPB6XRCq9XG+QhxQpRF+je1Wh2XjqbRyAt4UVw7HA4jGo1CrVbj8PAQNpsN//3f/41QKHTrpeStDB3OzMygt7cXiKlSqY/wJJB1TNEYImE0GmWRGDngiU8RHQAYHx/H+vr6Ba/o5uDWSchgMCi6XC6Mjo5Cp9MhHA7LlnA8SNrhFIl6Ek7LkwwGgxgaGsLk5CSi0eitlpK3jpCfPn2C0+lk2TeQWL5ngSxlSKTbeYkXhNOihJFIBIuLixgcHLz18e1bR0in0wmbzQa9Xs/8j4FA4Nzj+D0jJVuo1Wro9fqEYt2iKDIrm3/5/X58+PDh1kdubhUhfT6f6HA44Ha7GYk0Gk2c5DsNREj6V61Wo6amBnV1dRey1KUJvADgdrsxMjKCSCRya9X2rTJqJicnMTIywiQiJeDKAZFWpVIhEonAbDbj22+/hUqliiP4aaDcSmmuJUEURWxsbODly5d49OhREleZ3rg1EjIUCokfPnyAy+WCwWAAYiQLhUKy9pBESFKxZrMZ3d3d6OjoYOudBToOMfJFo9G4zHLyUZI76rbGt28NIRcXF7G6uorZ2VmEw2FmiAiCwJIe+Jd0j8db1NFoFA8ePMDz589hNpvR1NQEADAajezzTCYTAECn0wExQkulKC8x9Xo9k7ZDQ0NX6rBPJdwaQrpcLrx8+RKIESESiTCSyTFK6L3RaBRmsxmtra2oqqpCc3Mz2traoNPp4sKQiSZsUFKwIAjweDzweDwJXuHNwK0g5MHBgbiwsIDR0VGAc/NotVrZFjK5eCKRCAoLC2G1WmEwGFBdXY2uri4UFxdDFEUWqyZCyl2f31uOjY3h9evXCAaDt05t3wpCfv78GfPz8wAAg8HA1GEiERZwUjI/Px+lpaXw+XwwGo24f/8+KisrgZjVzm8HElG9tMf88uUL3rx5cytdQLeCkHNzcxgYGABiqpSkF4UA5bRJoYQIURRRUFCAwsJCpvYrKioYIangCzHXkByXEoEMHMT8pePj47eu5ubGE3JpaUm02+1wuVzQaDRMYvF7QjnPXKvVMgKWl5ejoKAAWVlZQExi1tfXIysriyVOIAF1TeANnO3tbQwMDGB3dzfha05n3HhCLi4u4u3btwiFQnGhQiKNXEKSVC0qKkJjYyOysrKYxZ2dnQ2r1Yrq6mr2fp78csA73qmxwMDAAEZGRhK+5nTGjSak1+sV19bW4HA44vaOlExBez05yRXkKqqqqkJdXR0jUCAQgF6vR319PSoqKthaiSZs0P5RpVIhFAohHA6DCtBuU1rajSbk1NQUXr58iYODA9bBjOLGiO33kIBxYzQace/ePXR1dcHr9UIUReZ7rK+vx29/+1vmJPf7/XFJF1K/phTSzheIlTj09fXhy5cvSd2HdMKNJuTW1hbL7EkWgiBAq9WioqICZrOZqWxCbm4uioqKYDabgZj0Jb9iopEgQigUwuLiIt68eXNrXEA3lpCHh4ei2+2G0+lUZD2VSgWDwYD6+nqmjoPBYNw+sbKyEg0NDQBnYSfa+YLeS4ReWlrC//7v/96aEocbS8j5+XkMDQ3JahQlB2q1GqWlpWhsbEQkEoEoiizkSKitrUV3dzdyc3PjXElytgQkGYngJDG9Xi9cLhcmJiYQCARuvJS8kYT0+/2i3W6H3W5PuBXzaTCZTGhtbUVzczOTenq9Pq6Uoby8HD09Paiurj5mQJ0HUu8nSdONjQ309vYm3DQ1HXEjCfnlyxcMDw9jdXWV+Q+TRU5ODh49eoSysjKWbEGSl1xKKpUKjY2NuH//PnMTJSqd+WQOIuDu7i4GBwextLSU9HWkOm4kIR0OB2w2G4LBYML9wU9DSUkJrFbrsegL72gPh8MoKSlhahsJOsdJQhIZ6dhAIIDp6Wm8ffsWR0dHN1pt3zhChsNh0el0YmFhgVm3lAqWDEpLS1FVVQVw+zvaQ2q1WtbGLycnB21tbSgpKYHBYJC9ZaDSWj4/EpKekkNDQwnH39MNN46QExMTsNls2Nvbg0ajgU6nk104pdfr2c+8g1uv16OxsRF3794FOJIIghBXAkHka2lpwfPnz+H3+5nq5qX0SVKTLxojUlIkiJI0ZmdnMTQ0dKPj2zeKkNFoVJyfn8fMzAxEUYTf70/Iyub3mnw2d0lJCVpbW5kTnNaj9xNhSCLn5eWhoaGBEVgJBAIBLC4u4v379zfaUX6jCOnz+TA+Ps42/4mUuVLmOC/96F+LxYKenh6YTCbWZReSslhwvke9Xo/W1tY4a1sJfP78Ga9fv4bL5VJszVTDjSIkxX59Ph90Oh2r6Eske1ta/G8wGGC1WlFTUxP3d3CSktqi8Jq0ubkZ3d3drDQhWdD609PT1CTrRqrtG0PIo6Mj8c2bN3A4HOxvRJSLSCk65u7du6irq2PkI3LxKpqIeHR0xP6/vLwcL168QFFRUdze9KIgq3tra+tGt/C7MYT8+PEjBgYGsL6+HicV5e4fpWqYGgHU1NSgpqbmWJjwpGMJ4XAYOp0OjY2NKC8vh8/nS/Lq4pN33W43PB7PjTRubgwhXS4XK1PgCRIOh2X5ISlSwhsqeXl5ePjwIZqbm491SJOqawAsYZfeV1RUhMePH8tu1XIW+D3t8vIyhoeHsbe3l/S6qYYbQUiv1yt6PB7s7OwAXKcyvq/3eeB7f5M7Jz8/H83NzSzPkdww/DGUScSXRRBBCwsL8c0336Curi7pa6RrMBqN2NzcxOjo6I2M3NwIQg4NDeHly5fY2NgAYrXQVOp6Gk7qr0MlCjRws6WlBb/97W8BjrC8tBUEIa4Wm0DdLVQqFZqamtDV1cVGHIuiyGq1z5Lc0jpxIjk16Pd4PHjz5s2NM27SnpB+v1/c3NzE0tISS7wNhUJMkiWauR2NRhEMBpGdnY3q6mqmhs+D1DepUqmg1+tx7949dHZ2Mp/kaQm65yEYDMZ9zvr6Oux2O2ZmZhJeK5WR9oRcX1+H0+nE0tJSXFNRQiLZNlRTjVgq2ZMnT2Q7t6WuHTqH7OxstLS0oLS0lKlzItdFiEmfEw6HYbPZblzkJu0JOTs7i97eXiaZqEUzIZEyVF56Wa1WdHZ2wmQyJbTGSTXZpaWl6OjoYCpbmmqWCDFDoRC7vk+fPuHDhw9YXV2VfXyqI60J6ff7xampKYyOjsZNNpBa2XJB7Z1zc3PR2NiIiooKQGbGDrV25qsH1Wo11Go1Kioq8P3336OyspKdG981Q47jnLfUKXv98PAQTqcTk5OTsq8x1ZHWhCR1fXh4yKRPKBSKs3TJmJADkoTV1dVxpQpyJBjf5xGxLwKtl5OTA6vVirq6ujg/J60rx1fKJ3CEw2HWC2h5eRkTExMIh8M3Qm2nLSH39/dFh8OBkZERZtVKnduJNJOiY7Ozs9HV1YXW1taEQ35khYfDYdbBgr4gFRUVaG1tZalw1DVD6ko6DdIMdDpmc3MTIyMjmJqaSuhcUxVpS8idnR2Mj4/D6XTGJVGcJBnl+iHVajXy8/PR1taG5ubmY01Gzzuet+ypvIFIWlpayvIkpd14E9lW8FKVmvZ7PB5MTEzciOTdtCXkysoK/vKXvwBclIXcPUQk6YPmk2Dpd3ov/VxWVob29nbglNLU08D3kJR+JlnWz549Q3d394lS8ry6bQI54kn6CoKAqakp9Pb2Ynt7O4E7mJpIS0IeHR2JTqcTc3NzcYbEWZBKOnKc88ZQdnY2LBYLysvLWRY4H8FJBjqdDsXFxWhoaIgbDg+ZRs15mJiYYKHTdEZaEnJjYwNDQ0PY3t6WXYiPE/r4SMsESktL8eLFC5SWlgISB3uyIMJ3dHSgoKCAkT0SiSiSM+lyuTAwMIDt7e20VttpScipqSnWhIlvDnoe+H0eHUuTufR6PZqamtDT08NCe7y1nizoHB88eIBnz54hJydHtkEjB4eHh+jt7U17F1DaEXJvb08cHR3FzMwM9Ho98x2eB+mcGTI4SJWTa4Y6TwSDQej1esVqofV6PSKRCMrLy/EP//APMJvNCbl9zoNarYbT6cTExERaR27SjpDb29uYnJw8sdxALnjDgf4tKipCc3Mzew+/d1SqDCEUCkGj0eDRo0csAx0JlsqeBhp1PDU1hf39/aTXuy6kFSEPDg7E4eFhjI+PA7EHLA0VngbpWA/yFarVamRnZ6O9vR0PHjwAuNZ7uEDbZznnUVxcjO7ubmRnZwMKEZKCAqOjoxgYGEjb4UtpRcj9/X309/djenoaarWaEfIijUF5gyYrKwudnZ1svIdKpYpzQCuhUqPRKKvzIed7QUEBO4dkQW4rl8uF9+/fK0Ly60BaEXJhYQGvXr2CTqdDJBKBwWDA0dERNBrNsfzB0yCN6oiiCIvFgu+++46lr6lUKhaao9xKOT7Cs8CHFlUqFR48eICffvoJ4Kx/QRCYr/S8z5FeL0219Xq9sNvtmJubu9B5XjfShpA+n0+cnZ3F3t4ecw6TOk3EUpU6u3Nzc9HU1ISioqK4Dhd8KpoSljClnCEWySkrK0N1dTVyc3PjPoe2EkRQuVCpVAgEAlCpVFhaWsLAwEBadktLG0J+/PgR7969Y2UK4NSuHMLw7e54aVVRUYFvvvkGBQUFcf5MaffbZMGHNKnzblNTE6qqqs50LyX62QaDAYuLi/if//mftCxxSAtChkIhcWJiAn19fUytkgST+8B4Nc4n8dbX1+Pp06esyJ+kEw+l6qoJ9NnNzc149uwZM8xIVfPNpuRKSl7yB4NBjIyMYGxsLO1cQGlByIODAzgcDiwsLDAfopDgUCJw0oYc5Lm5uWhoaEB5eXnc3pOXpko5rhHbYpDBFAqFUFNTg9/85jcoLy9n6Wp8mz9CIl8IKrmlaFa6uYDSgpDLy8twuVwQRZE1d+IHZiZae01qu76+Hg8ePIibga1UZEYKadEZNcWvr69HTU0N+zKc9CWQQ0gKoUajUWg0GgSDQVAAIZ2Q8oT8+vWrODQ0hImJCfY36QO7iOP6zp076O7uxuPHj4+tRxJUmh2ULPgOFrRtuHv3Lnp6epCbmxtXKMarablSmjeOotEopqen8f79+7SqTEx5Qn769Ak2m41lsvB7JYo5ywX/YPPy8mCxWFBfX89cQSR5g8HgsfrrZEFrUMJGVlYWVCoVzGYzvvvuO+Tn58eV1PKGl5wvHJ9uJ03e3dzcTPr8rwopT8ilpSXY7Xa2uefzHXlXihSn5RfSHJmqqir89NNPzOolI0mtVsf1DodCRg2twae1kQHV2tqK3//+9zg8PIw7fwJvwJ1myNG9IU8BXYvT6UR/f3/aGDcpTciDgwPR4/Hg48ePiq0ZCoWQl5eHBw8esGkJSiVQyAXvBDeZTMjJyUFjYyObcUONChJplsUbbOCyoNbX12Gz2dJmrEhKE3JlZQUfPnzA1taWYmtGIhFUVVXh22+/ZX3AlbSkz4M0J1OlUsFoNOLRo0csuYPfa5JEPw/SpF+S8Jubm+jt7cXAwEBaSMmUJeTR0ZE4Pj4Ou92uyHq8Cq6trUVHRweLg18lIQnSPWp9fT0eP34MvV4fR1i55yblmlqtZtc8NzeHN2/eyG5tfZ1IWUJubm5ieHhYsT6ItPe8c+cOmpqaUFZWxtxGSs2ykQPe8U2O+EgkArPZjMePH6OgoABer5e5oHw+n+wtBX8dvEP98PAQbrc7LUocUpaQS0tLmJiYiNuoJwNap7GxEQ8fPmTSQ1pPfZmQJmnQS61WQ6vVwmq1oqWlhZ0v7R3lehN4FxVNlEVsmzI/P4+xsbGUnyybkoQ8PDwUR0dH4fF4jvXqSQa5ubno7OxEZ2cnkETjJ6UgjQxVVFTg+fPnLC2NkIja5ofH8y1b1tbWMDAwwLqnpSpSkpBra2uYmJjA+vp6woPQzwK1SKmtrQW4NslXtYfk+/lIM3vC4TCys7PR1taGe/fuMa1AFrcc8A0S+OiTEBvJPDExgbW1tUu7PiWQkoRcX1/Hzz//DCTolJZm6wiSEW1FRUV49uwZew/fOi/ZfEe5oPVVKhV0Oh3zS1LI78mTJ/j+++/jEonlhjN5slO0hwgfiUSwurqK//iP/0jpyE3KEXJ7e1vkVYs0jHYWePJSsgJJQLPZjM7OThQXF7N1r3L/eB4omzw3Nxe1tbW4c+cO+7tSGuLr16/o6+tL6crE1HgaHNbW1vDzzz+zrBWSHOeB6mR4ichLvMrKSvz93/89ysrKAI6QqQTKgrdYLKwITCnXIaWl2Ww29PX1paxPMqWeyN7enjg+Po7x8fG4pNVEIhV8SxNKUwOAhoYGdHR0sDUvK6vnouDbCDY0NKCrqwtarRY+n0+xL45Go8H+/j76+voUjX4piZQiZCgUYjl8fBp/InXXfF4j7Z1yc3NhsVhQWFjI1uIzuFMB9EWKRCIoKirC8+fP2bDPRJNITgJvvNlsNoyOjqaklEwpQi4sLMRFZuSqa0gkJD+tFQBqamrw8OFD1vSJ989dp9vnJFADqpaWFrS2tgKSepxkQIVra2trsNlsio69UwopQ8j19XXx119/ZSWuBGlH3NNAJJOq4uzsbDx+/Jj1e+Snt8pd+yogSGYtFhUVoaenB/fu3VNEiktzLUdGRuB0OpNeV2mkDCHX1tbQ29uL3d1dgHPhnFTjchKkjaPo3zt37sBqteLevXtAbB8lXS9VNBe/b6a5242NjYqszZPaYDDA4/FgeHgYXq83NS4+hpQgpCiK4srKCssK1+v1rPehdG94Vt21SqVisV86zmKx4JtvvolzSlM2DZ87mArgjRe9Xg+LxYKOjg7ghGweadNTKaT3S6PRsO2P1+vFxsYG3rx5g0+fPl36dSWClCAkFSRRzh7tbURukPl54ElIE7yKi4vR1dWFysrKS74CZUBfEIrimEwmVFZW4s6dO4xQ5DvlQ4RywMe2BUGA1+tlXeSi0WjKSMmUIOTU1BRevXrFGgBIN9tyCMk3ICWpUFVVhefPnyMvL+/Szl0p8AQjh35ubi7a2trQ2trKOuZKNUSi0SXeFbawsIC3b9+mVPLutRMyGo2KY2Nj8Hg8QExK8AMwkYAUkKq16upqtLS0pKQ1KQXvGeAlYUtLC168eHHqRDG594a2KUR4nU4Hv98Pm82WUpGbayfkzs4ONWyP69mIBGtZeLePKIq4c+cOLBYL64ab6jipBEEUReTl5eHJkyeora1l94dvQ3heLyMCfSn5BAxRFDE3N4f+/v6UabtyrYT0+Xyiw+GA2+3+28lwc65xgsQ7C1JHd3NzMx49ehTXySyVITVSqIgtEomgoaEBTU1NTHvQPeKn154H2j/y3YEjkQj29/cxNjbGBpdeN66VkB8/fsSvv/6K2dlZgKsnhqTdiRzwfRyzs7Px5MkTtLe3p0wk5jzwtTA045sSK0pKStDR0XFs7iIfIpULSgjm78vs7CwGBwdTQkpeKyGp5npnZyfuJlGB/kVgNBphNpvR1taG8vLyYzXWqQp+nxsMBlmSiFqtRk5ODh4/foyKiooT2/XJ2SOTZKTeSLzW+fTpU8oMhL82QkYiEXFubg4jIyMwGAxxPRLJ7XEWTqpT1mg08Pl8qKurw7fffgvEnMDSvMhUBH0ho9Eoux/88Kfa2lo8f/6czfOmjrnUPuW8um0+/MjnCQiCgK2tLQwMDGB6evpKr/kkXNvmamNjAw6HA0dHR4pIMJrilZ+fj87OTuTk5DDfG+UapjLO2ydXVFTg/v37yMvLw8bGBtvS0HTYZKNNMzMzePfuHbxer5iVlXVt39xre0putxt9fX2yQ4PnIRQKwe/3o7CwEE+ePGHOZIPBcGLnh1R7UZXhWa+Ojg48e/YMGo0mrtGpEl+27e1tvH37FsvLy0mvlQyuhZAHBwfihw8fFO3MpdVq2YSDFy9esNKAQCAAv99/LJSWai9S0ae9IpEIysrKYLFYAAC7u7ushFeJ9DTEhMTg4OC1pqVdCyFpE314eBgXOUgGoVAIOTk5qK2tRXZ2NnNrGAwGto9M5Rc5wk97qdVqFBUVoaOjA3V1dUDsS6jT6RSrJPzy5Qt++eWXa+0peeV7yK9fv4q//vorS32i+c/JklKn06G+vh6dnZ3Q6XRMqvBF+ekMn88Hk8mE2tpaNDc3Y3p6GqFQCDqd7pgb5yIgP67T6bxW4+bKCbmxsYG+vj5WjkmWZLJagqzyQCCAz58/w2g0sk2/3+9PeaPmPOTl5eHo6Aj7+/swGAzMqPF6vcjOzk66TQql5e3s7ODly5f4+vWrmJeXl7puCaUwNDQk/vDDDyIAEYCo0WhErVYrCoIQ96L/P+0lfb9WqxUBiHfv3o17n0qlElUq1bH3p9sLALtGui6z2cz+nuz9o79nZ2eLP/zwgzg9PX3tTvJLx8HBgfiv//qv4t27d0WTySQCENVq9Yk3KNEbnHkp89Lr9WJTU5P45z//WbyOaWBXqsc+f/6M4eFhRCIRthFPZWf1bQKFHwOBAFZXV+Fyua4leffKCBkKhcSpqSm8fv06LtSVIWRqgNLe8LdWiOjt7cW7d++u3AV0ZYQ8OjqCzWbDwsJCXAuTVCzYv61Qq9XMpzkzM4O+vr4rzwK6MiZQN1zEfIbke+PjtRlcH2h2DsW8g8Eg5ufnFevPKRdXwoS9vT3RZrOxElfqnc03R8rg+iFtojA3Nwe73Y5wOHxlavtKCLm+vo6BgQHs7OzEZS5nCJk64BN4aV+/srKCvr4+fP78+crO40oIub29jZmZmbi9I5GQn82SwfWDOntQYMHj8cDtdl9ZZeKlE/Lz58/i4OAg+vv74ff748J40WiUdTk7L/kgg8uFtISC2q7Mz8/jl19+ubKG+ZdOyNXVVfT19V32x2SQJEhI8OUQgiDg4OAAdrsd/f39V3Iel0pIURRFynvMID3Aj7Mjco6OjsJms11Jzc2lEnJ3dxeTk5PY3t7OqN0UB3XN4EtHyLjZ29uD0+m8kp6Sl0rI6elpjI6Osm/aafvBTLTm+kGSkU8FpG5sgiBgdHQUvb29lx65uTRCer1ecXBwkOU9nnYdGTKmBvgiML4RP3lGlpeXr2SsyKURcn5+HkNDQ9je3maF7RlSpi6oHIJccvwzobElbrc7bm75ZeDSCLm8vIz5+fkz944ZIqYW9Ho9hFjjVCKlVqtl6nx5efnSRx1fCiE/fvwoTk5Owu12xyVPSOuG+QInKU6qM9br9cyRTlNS6abdduTk5LCf+ftB6ve8um3EyiSkjb7C4TB7Rp8/f0Zvby9GR0cv7ToupYSBQk7kTFWidXJWVhZbr7KyEgUFBcx5S5EFwk2UvOcJpUgkgkAggK9fv2JzcxMAYDKZFOv8JsTGikxPT8PhcCAQCIh6vV7xG604IQ8PD8V/+7d/w8DAwN8+INbTO1kp7/V6YTQa8eLFC/zTP/0TWlpaoNPpEAwGj220pYQUuO656Yrzzj8rKwuHh4fo6+vDv/zLv2BwcBDRaJT13Ez2S0pNYFdWVjAwMIDf/e53Sa13GhQn5MHBARwOB3Z3d1mBuxLhP7VajdLSUvz444+4f/8+jEbjzRODCmBra0vs7e2Fw+FgGkWr1Z7bmuY8kJYLhUJwOByw2+0IBoOiTqdT9Dkovoecm5tj0lGlUiEQCCiiNnQ6HZqamvD73/8eJpMpQ8ZTYDab0dXVhcLCQkWzqYiQ0WgUs7OzlzYQXlFCbm5uisPDw3C73aw2Win4fD7cu3cP1dXViq15EyEIgkCdg6HgCGZaIxqNsp6Sl1FzoyghFxcX8f79exweHsZJRSUywu/du4enT5/KHtV7m9HW1oY//vGPqKurY0ZfspB2j6O9pNLxbcUIGQgExMXFRbhcLoBr+abUAPaWlhb09PTgOjtzpQuMRqPQ1NSE/Px8qNVqRXJOpduu7e1t9Pf3K0J2HooRcnFxEQ6HA3Nzc8xHyPc4lJPfyJAV9u8AAAzkSURBVE/h0uv17L35+fl49OhR2vQLTwVYLBb8+OOPiEajLCwoCELc4KizfLgnPS9esHi9XrhcLvznf/6noo5yxQi5tbWFoaEhIFbExT4ggTYpwildYc1mM5qamtgkgQzOh8lkQkNDA+rq6pi2otYy/L4y0S0QJcoEg0HMzs7C6XSyJGsloAghfT6fODs7i4GBgWMDx+USUlqBSMfQ/OjOzk5chiP2pkKv1wuPHj1CZ2cnINkDiqIYV2Qnd49Px5Em293dhcPhwNLSkmLnrQghNzY2KIEzrr1eIg5paYcyWsNsNqOnpwf19fVKnOqtQn19PR4+fMjaEfIFXPzeTw4hiYShUAjRaJTFvV0uF169egWfz6eI2k6akEdHR6Lb7WYp7tSwnZCoDzIajcYNTyovL0dnZ2fGEX4BmEwmoampCdXV1axf5kmD6+UYJifltAqCgJWVFfzlL3/B4uKiIuecNCGpxNXtdsNoNJ6YcSznG8hLUj4FqqWlBbW1tcme5q1FdXU1enp6WBYPT8pEZvjQ3pOOpTwCxAxat9utiAsoaUKura2hv78fwWCQxU2l+0A5jll+WDup7tLSUnR1daG4uDjZ07y1qKiowHfffYeGhgYg9kz4IZ8nScyTQAKCzwaibcDu7i6Gh4exvb2d9PkmRchwOCxubW1hZmYGJpOJkUp6kXL9kGRF0/tLSkpgsVgy6joJFBYWClarFS0tLXEpe4REghaUJEMtpimjfH19HYODg4oYN0kR0u124+3bt9jY2GBzqikNCjh7NNxJ+XnkgtBqtbhz5w66u7vR1dWVzClmAOD+/ft4/Pgx82IEg0FoNBpotVrWXVhOviSB5giRISoIAqampvD+/fukfZJJEXJxcRHv3r1jBEzqRGI3ShAE+P1+FBcXo729PZN8qwCMRqNQU1ODysrKuPF9NO5YCRwcHMDtdmN1dTWpdS5MyFAoJC4vL2NqaiqpEyDQjSG1XV1djY6ODmg0moy6VgCPHj1Cd3c3+52qCZHgrMTTEAwGYbPZ0NfXl5SUvDAh5+bm4HK5WKlksuB9l/n5+bBYLKioqEh63Qz+hpqaGvT09ODu3bss4YL2j0plZS0uLuKvf/1rUsOXLkTIYDAo2mw29Pb2AhfwNZ4EUs00q/DJkyfHpp9mcHEYDAbBarWyGTf8vEOlEiQCgQDsdjvGx8cvLCUvSkh4PB54PB5FpCMkll9jYyPa2tqgdDbybUd9fX3cF513ASkBlUqFjx8/Ymxs7MLDly5EyNnZWUxNTbEQErkTkgFlpBQUFMBqtWbU9SWgpKQEf/d3f4eqqiqWY6BUQRxZ3AcHB5iYmLiwbZEwIQOBgDg6Oso6UgQCAUWsbBrLa7FY0NjYiOzs7Ix0VBgajUaora1FQUEB6yWulLqmfvGBQABLS0vweDwXim8nTMiZmRm8f/8ec3NzFy5ToP7iZOlRFonf70dDQwN++umnhNfMQB7q6+vR1dXFCBmJRC40vFOaLxmJRJiHZHZ2FuPj4xfiRsKEnJ2dxcjICMAVkSeyfyUCRiIR1iEBsRtjNpvR0NCg2HTTDI7DbDaju7sb9+/fh1qthkqlUqwshDTl0dERhoeH8f79+4Q77yZEyEAgIDqdTjidzjjpKHcfctr7yDCidCmtVptR15cEQRCE9vZ2WCwWtu9TwjlOvkzixfj4OF6+fJlwZWJChFxZWWHNhnjrWo5EI8lIG2kKV1GDI6PRiI6ODrS2tiZ0ARkkjnv37uHx48coLCwEZD6/88AnxgiCgKOjI4yNjWFlZSWhdWQT0u/3i3a7HWNjY/R7Qmnw0iA+qQuKi1ZUVKCzsxMlJSUJXUAGiUMQBMFqtaKmpoZ+T3pNUte0jVOr1fB4PBgaGkrIuJFNyEAggA8fPmBhYYEVCul0OtYq5dwPkhCS7z0oiiJKS0tRVVUF4SY25klBVFVV4eHDh9Dr9Yp4SXifJm0BPn36hL6+PmxtbcleRzYhJycnYbfb43IcE4nQSMsT6Fi1Wo3c3Fw8ePCAfWMzuHyUlZXh+++/h8ViUWzNk2Lio6OjsNvtso0bWYQ8OjoSh4aGMDs7y0JNKpUK4XA4LiZ6FvgZNfz7jUYj8vPz0dPTkyHkFUKj0Qh1dXWKdQKh7mgEyo1dWVnB8PCw7HVkEdLlcqG/vx87OzsQRREGg4ERzGg0JjRXhhI7EcvsOTw8RGtrK3744YeMur5iNDc349tvv4XJZGLPjS81JsNVzmOhxF2CyWRCOBxmkRuyPc7DuYT0+Xzi/Pw8XC4X/H4/+3BCom4DqlqjdQoKCtDW1obc3FzZa2SgDKjDRXt7e1zvHr5cFhcwevgk33A4DI/Hg8HBQXi93nOJci4hd3d34Xa7MTMz87cDYqoasW+Q3H3kSWo9GAyirKwMDx8+hMlkkrVOBsrCarXi6dOnrN0KP4UhUULyUjIUCjEJu7CwgNevX2NnZ+fcNc4l5PLyMovMaDQaFrNEbF8oNxZK3zy+cs1gMKC5uZmctBl1fQ0oKSnB/fv3WQYQb3yeVYIiBfGCVH8gEIhr3eJ0OllPyTPXOes/Dw8PxYmJCQwODjIiSXtQQ+IkPwu8Y1yn06GsrAxPnz7NNAG4RqjVaqG2thZ1dXXsOUqzgOQQkojHS0mStmq1GhsbG/i///u/cwfCn0nIra0tOJ1OJmr5WlyehHL8kPz7KYZdXl6O9vb2TJnCNaO+vh49PT2smZdUVcshJK8p+WdNQZNgMIj+/n7Mzc2duc6phIxEIuLo6ChGRkbiupeB8yMmcsLSPaRWq0VVVRXu379/7rEZXC6Ki4vx3XffsYYMF2nBzec1SAUUNblaXV2F3W5HKBQ6dfFTq3u2t7cxMDAAu90eF3uWprxrtVpZoUN6D/kh8/LyQLl5GVwvNBqNsLq6KpaWlh6L3CQidKgFDr+tozAieVecTueZavtUCbm4uIjR0VHWQAqScB/hNDKeNhuFuiVYrVb86U9/OvciM7gaFBcX4+nTpzCZTOxZ5eTkxO37z3pB4tLji/Z4bTo8PIzBwcFTpeSJhIxEIuLKygrW1tYALnCeDKQO19raWlRUVGSs6xSBTqcTnj59imfPnjECKtr3MWaFLy4uYnh4+FQX0ImE3NnZgc1mw8rKimJFXLzIz8/PR1tbG+7cuaPI2hkoA6vVyjqF6HQ6hEIhRfrDI/b8NRoNfD4fhoaGTjVuTvy0qakpvHv3Dn6/H2q1WpHKNOqeZTQaYbVa0dHRAZVKlZGOKQSj0SjU1taiqKiI/S2RhlRngW8mtrCwgKGhIWxsbBxT28cIube3J3748IEVcQWDQUXqrildzWQyobu7G1arNek1M1AeLS0t6OzsRDAYZIm7SmnJUCgErVaLL1++4NWrVyz6x+MYITc2NjA2Ngav18vCeUp0NqA6mry8PLS2tioyGS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"},{"id":"c76b0126-9560-440f-acd6-d3a6d2e06646","height":30.76,"width":29.5,"perimeter":251.9,"area":419.2,"image":"data:image/png;base64,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"},{"id":"60d44279-3514-4b11-a357-b577b2fa9d08","height":30.76,"width":22.89,"perimeter":176.19,"area":303.82,"image":"data:image/png;base64,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"},{"id":"974590ed-02cc-4f26-8222-613a2c065578","height":30.76,"width":25.39,"perimeter":102.78,"area":700.37,"image":"data:image/png;base64,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"},{"id":"1f4dc87d-35db-4fa2-bb8b-58f5bd1e26d6","height":30.76,"width":28.61,"perimeter":118.28,"area":347.87,"image":"data:image/png;base64,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"},{"id":"dd9ea6bc-fc00-41f8-8aa4-bedbc92e927c","height":30.76,"width":28.61,"perimeter":118.18,"area":347.88,"image":"data:image/png;base64,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"},{"id":"b58028e1-accd-490a-bf9c-0dc6271fa45e","height":31.83,"width":27.18,"perimeter":159.51,"area":261.95,"image":"data:image/png;base64,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"},{"id":"6c203316-c32d-440d-ba43-37157cc998ec","height":31.83,"width":24.5,"perimeter":180.24,"area":301.86,"image":"data:image/png;base64,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"},{"id":"c81fa33c-ec4b-47ab-890d-1a7979fd2f23","height":31.83,"width":27,"perimeter":158.9,"area":262.03,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJsAAAC2CAYAAADOU/9kAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1de3BU1f3/3ufu3c0m2UBemgQBCU8ZBGTwjVhUVFR8TMWOxU6tjkht1T58jKP1Z0VEq9XaOjrq2Foota2Or+Hhg1FEfA1CfTAECGAIJCGGZDfZ7N7H5/eHOadnb97Zm5DH/cycye5m7917z/nc7+t8z/cQ+fAxQJCO9QUMBbS0tAAA6bpOqqqSbdsEgBRFIUnqugstyyIi4t+TJIkURRmR/T4ib7ozOI4Dy7IoFotRbW0tNTQ0UFVVFdXV1VFdXR01NjZSbW0tHThwgGpra8k0TdI0rctznnDCCZSTk0OjRo2iSCRCkUiEioqKaOzYsXTcccfRhAkTyLIsAkChUGhYj8ewvrmuYJommpqaKJlM0uHDh2nPnj20b98+qqqqosrKStq9ezcdOnSI4vE4maZJRESKopCmaWSaJjmOw193BQAkyzKXiLZtk2EYVFRURPn5+ZSfn0+FhYV04okn0sSJE2ns2LFUXFxM0WiUAoEASd2JziGEYXMjXQEAiIhs26ZYLEZ79uyhDz74gD755BPasGEDxWIxSqVSRESkaRonkWmaFAwGKZlMcrUpy3Iawbrjgqqq5DgO2bad9rmiKKQoCqVSKdJ1nQKBALW0tJBt21RUVERnnHEGzZ49mxYuXEglJSWUl5fHfm/IjtmQvfCeoLW1FfX19bR161Zav349bdu2jQ4dOkQNDQ3U3NxMRESBQIBLHGojAQD+XpZlauMqh/t9V5BlmRzH4e9VVSVJkjhhJUnihAVAAEiSJNJ1nTRNo3g8TmPGjKFZs2bRWWedRWeddRZNmzaNNE0b0sQbFrBtG7W1tVi/fj1WrVqFOXPmID8/H0QESZKgKAqICESEcDjMX4tNkiRomgbDMEBEUBQl7TixybLcZWPfUVUVqqryzzr7XUmS2n2u6zr//aKiIlx33XVYv3494vE4HMfpOfN9ZA60Yc+ePfj973+PCRMmtBvAzgZyqDSRpLIsIxKJoLCwEPfffz++/PJLAIBpmj7x+gsAUFVVhSeffBJz585FMBhsJxGGA9mYRBYJp2kaQqEQv6cLLrgAb775JhoaGoDe6HkfXQMAqqursXr1akyZMgX5+fl8INyDMlzIxtSy+x5EU8AwDJx99tl46aWX0NTU5KvYvqKlpQWWZaG+vh6PPvooxo0bByLq0BaSZRmapkHTtGFBto5Ixz4LhUJQVRWSJHEbk4iwYMECbNmyBQCQTCZ90vUUALB7924sX74cqqqCiJCfn8/JoygKNE3jA8G+M1wkm9hkWeYOi3j/TOplZ2dzc0JVVSxcuBBfffWVr1q7g2ma+Pbbb/Hcc8/hlFNO6bDj2d9AIMDfS5KEYDCIrKysIU82t9QWpZssy8jNzYUsy9B1Hbqu8++J3nNubi5WrFiBRCLhq1Y3AGDv3r3YsGEDpk+fjlAolDYAhmEgEolAlmVkZWVB07QOSTgcJJtoq4nXz0gnEoxJdF3XEYlE+Gt23BlnnIFNmzbBtm2fcAAQi8Xw5ptvYtGiRe06VtM0BIPBDkmjaRp0XW8n7YY62dx9IN4Lk16hUIjfdyAQ4AQU1WwgEAARoaCgAI8//jji8TgSicTIJB0ANDQ04J577sHYsWOPiWTq6Dfcjoeqqh0GeN0eo9uQF8/BHJeBuj92biblFEXBkiVLUFFRMfJsOQD44osvMG/ePOTk5PCndSC8ScMw0iQiGxxVVbk06Kgx4jGvV9O0DmcIDMNIsyfF8zMvsj/vLxAIpDlMzORQVRWzZs3CunXrRgbhWOT/wQcfTLO9mDflHoiBVINMOpFgN4n/VxQlzV5yH6coStogUwcxwIGSbOJ1hEIh/hCxcMkTTzwBAMPXeWDTS8uWLUNubi6ICFlZWbwjVFVFJBLp98FgpGA2n67rHcbtmPp0X4co0Tq6RvY/RkCRZIZhDAjZgsFgO0+V2XHsAV+2bBkADD87rrGxEdXV1Tj11FNBbaqGPX3BYBDhcJi/P1aSjcXuOpMUnU3Mk2CYuz8TY2Nssn8g7k/8XTfpDcPgmuTGG28EALS2tg4PwgHAK6+8AsMweEiDSbOsrKy0wRqIuc3upJqu63xARO+ODZhIHmbnMUnCvsfO2xkxB+phUlUVuq6n2ZlEhJycHN73S5cuBQC0tLR4TrgBzYcCgAceeIDuuece0jSNFEWhUChE3333HYXDYUokEjz3a/To0XTkyJF2yYle27KSJLU7p6IopKoqKYpCkUiECgoKqKioiHJycigajVJBQQHl5eVRIBDgGbiWZZFt2+Q4DqVSKUokEpRMJunAgQOUSqWotraWvv32W2poaCDbtsk0TUqlUv1+fyyfjuXpibl1sixTNBql+vp6orbcPsdxaPHixbR27VpqbW0lwzA848iAkc22bTz++OP0q1/9ioLBIKVSqbSERdu2SVVVsiyLE0DTNL5ghMHrwWC/TURkGAaNGTOGTjrpJJo2bRqVlJTQlClTqKSkhIqKikhVVTJNky1aIVmWO+w/5t2ZpkmWZZFhGNTa2kr79u2jXbt20TfffEOffvop/fe//6WKiooBuz9FUYjaspHp++RSojaSsX5mxLzqqqto9erV7P3QSNJMJpMAgMcee4yrp5ycnD6pjI68U5b1IElSWqhCnB/szJYKh8M47bTTcN9992H79u2wLAtu9EefOI4D27Zh2zYcx8HGjRuxdOlSlJaWcnvQHSoRVbE7mZM5MKJK74uaFR2GnJwcLF26FM3NzUMnNAIAv/vd71BSUtKp3ZIJ2ZhdJWY+hEIhPmDM22QG+pgxY/CjH/0Izz//PD7++GPU1NQgkUgc0w41TRPJZBK1tbVYt24dbrrpJpx44ontwiTu7F9mR4rkZI5Hb/padISysrL4g2oYBm6++eahQTbHcfDoo4/y0IYoeTqKUfWFbMwwFwfG7fUpioLJkyfj7rvvxueff45EIjFo5weZRN2+fTvuvfdejB8/Pi1nLRgMciKJYZXOSNmTJs49q6qa9nuhUAh/+tOfBjfhAOCJJ55Ie8IYCdzud6ZkE7MgxHlDTdMwbdo0rF69mqvFhoaGwdtpAkzThGVZ2LVrF5566inMnTu3w9kJplJ7Q66OJJtbBcuyjGg0CkmSEAqF8N577yGVSg2+vmvzOpGdnd3uaRRvrLcd1JkaZRkO4usZM2bgjTfeQCKRQDweH3yd1AsAQEVFBW688UYUFBTw8AoJ9hoLaYj2Wk/6V/y+oihpIR7RDlywYAEOHjw4uGYZbNvGP//5TxQUFHAx7I5J9bV1JtlIiOTn5+djxYoVaGpqGpxPYh/BJPPbb7+NxYsX87hYZ8QhV05bb0jnNkuYWmWzDMe6L4iIqLm5Gbt27UJeXh6fgBZvQCRdV5PcvSEbszd0XcdNN92E2trawdMh/QCW5v3MM88gOzs7bdFLX5uqqmmLhVi/shQt8bsvvvgiGhsbj23/mqaJI0eO4Nxzz+XeDXs6RLtNzIDobDqot2r0pJNOwt/+9jc4jjOsiSbCsixs3LgRZWVlaWaE6H33lGiiAGDZKEwwiGPJ1Oynn356bPu5tbUVt99+O/cyRU+pq6kYt4Ev5tiLNyxmoZIQR7vmmmvwySefjBiSibBtGzU1NTj55JPT+orZyl6lxbM4HxMW8+fPR11d3bHp71QqhdWrV3PvRSRKT8jWFeGCwSB/ukRJqOs6HnnkEbSVsxpxRGOIxWIAgAsuuACKoqSt4u9IG/SWaGKfswd+1KhR+P3vfw/Lsga23x3HQUVFRbu1AOxJ6CnZOiKcaKQyg1iWZRQWFuLDDz8cfukwfQQAVFZWYtGiRXwMmC2bKdlEJ0N0SsaNG4dt27YNLOFisRguvfTSNJtMTILsDdk6Ilw4HOYdl5eXh9zcXKxfvx7Nzc0+0QQAwNGjRzF//vx2eXOZqlH20IsZI0SEX/ziFwOnVRKJBB599FEoipLGepZq3RPJ1hPSMRE+btw4VFZWjmi12RUAoLa2Fuecc05aeYZMycaSPMkVVRg1ahS2bNnS/7MxALBly5Y0b4gZpkSEaDTaK7J1RDhGutzcXMycORMHDhzwidYNWAB44sSJnkk2UVKKK7qICFdccUW/5L6l4dtvv8W1117LDVL24yLh2BKz3txoR51z/PHHY/v27T7ReoiWlhasXbvWk0xg9wwDU6HZ2dlcej777LP9Nza2bWP9+vVcrLIwBCOapmk99ka7I1txcTG2bdvmE62XaG1txf/93/956iC4yz6wc06ZMqV/xicej+Po0aOYOnWqJ2JaPI7Ny7HZBcMw8PXXX6O2ttYnWh+QTCaxePFi3te6rrcrgNhbYdBRGz16NNauXet9dAAAfvvb3/KV114FDUUHgzkXzz33nB/eyACpVArvvvsuiouLuQ0tSipWjCdT54GIcO6553pru1mWhW3btqG4uLhLG6u3TZzCYlJt6dKlgzbnbCgBAFatWtWuz8Wskb6MHTuGjZeiKHjvvfe8ywoBgKVLl6atss6UbGwujoSg4amnnorq6mrfTvMI8XgcJ5xwAnRd544c+9sXsrnHm00n/vSnP/WmFpxt29i3bx/y8/O5KPaifIBobEYiEUSjUbz55ps+0TwEAPzrX/9CMBhMy4WTXMVqekMy9zGapqG0tBSHDx/OfNwAYPny5e3qumZKNjGnnojw2GOP+eqzHwCAOwssLtqTRInOiNZZ2dV//OMfmQkKANixYwevieaWSJlO9DJJOWvWrIGf3B0hME0TmzZtQklJSdoY9nY6saPZHbEG3MKFCzPLd7MsC/fcc087cnjhjbJjDMPASy+95JdX70e0trbilltu4X3fk6B7V0Rzl5QNh8MIh8N4//33+y7dDh06hHHjxiEQCHDvo6ero0Qjkly1JsRzXHDBBYMrv30YgpUm68oMcjcxiEuuuKi7sVIT119/fd/IZts2nnrqqbRK1ORaDNFVc0egWR0MqW0JHpvEX7t2re8UDAAAYPr06WmLu7tqbvuaCRy3cyBGFY4//njU1NT0fiyTySTOOeecNCO+Nwtg3UFE0ZNln1999dV+8HaAAADPP/98p/lu7saK5XRU0JCtmhNjpEwoffjhh70bTwDYvHkzcnJyOKvJtRyvJ43ZBaLaFOvAfvTRR75jMICwLAvl5eU9lmwseMtSx9xjz96Hw2E+xmvWrGk3nnJ3F/bMM89QY2MjAeDbJFqWRaqq9uoGFUUhx3FIlmVe2AQAnXbaaTR37lxSVXVoFC8ZBlAUha6++uoefTcQCBAASiaTlEgkKJVKkaqqfPwDgQDpuk70/eo6AkBnnHEGBYPB3l3U7t27kZeXl6ZCmRrs6ZpExnpR1IpTHH/96199x2CA0dDQgK+++gqFhYU9kmyqqsIwjLS0f1mWEQqFEAwGUV5ejssvvxwPPPAA/vOf/6C2thaxWKznYwoAzzzzTDtbq7fL75hYZceJJD399NP7Zkj6yBiJRAI33nhjj8jmDnEUFRVh4cKFuPXWW/Huu+9iz549YNWquvrNTnWh4zi0ZcsWoja1yc4jnq8n21azul+6rpNpmvz4UChEl19+OeXm5vaqk3x4A1mW6cILL6Rnnnmmy+/l5OTQuHHjaO7cuXTmmWfSzJkzqaSkhEKhEFEbH3pav61TslVUVNAHH3zAKyOyv2Jxvu6IRm2kVVWVWlpaSJIkXvnQsiyaP38+BQIB31Y7BggEAlJzczOKi4uptraWLMuivLw8ysvLo/z8fJo2bRrNmDGDzjzzTIpGo5Sfn5/xnvUdks00Tbzwwgu0d+/ejG6IwXEcApC2Bfbpp5/O9z33cWwgyzLdfvvttH//frJtm2bOnElnnnkmlZWVka7rbEtxz4RBh2RTVZU2bdrE9yvPBO490tn7K6+8kgoKCjI6t4/MYBiGBABMW7XtXz+wmiYej2Pq1KndRpR7G9RlLRgMYteuXb5jMNKRSqWwefPmdinDmaYQicdOnjzZTyMagWgX1JVlmd555x1eFTtTOI6Tdh5FUejss88mWe42nuxjmKHdiAOgdevWkSzLvJR5xj/S5hhIkkS5ubm0aNGiNDvOxwjF0aNH22VwZqJGxUl3RVEwduxYf2neCEU7yfbVV1/xeUwvMn5EFWrbNs2YMYMikUjG5/Ux9JBGtrad8jxVcZIkkWVZ3EabMmWKb6+NUKSNeiqVos8++4wA9DqrozMwyaaqKsmyTKeddppntqCPoYU0stXX19PHH3/czoPMBOKcamlpKU2ZMsVPJxqhSCPbvn376OuvvyZqs6+8gDgXOnv2bBo1apQn5/Ux9JBGtsrKSorFYp5JNQZVVQkAnXnmmTzRzsfIAycbAOzfv59IIIdXdhuTbrNmzaJgMOir0BEKTjbbtunw4cNEQv6ae6/PvoLtYVlaWurJ+XwMTXCySZJEX3zxBd9YtjOp1pZ2wltP/69pGhUXF/fXffgYAuCMsm2bWltb+bSSV0s4Wchj3LhxnqllH0MTfPQTiQQ1NTURCfume+EosG24J06c6PmW1D6GFrgarauro8bGRiKPyUZtMbby8nJ/5mCEg0u2vXv3UnNzM1EbObwiWygUIsuyaOLEiZ6HVHwMLchERLt27cLOnTsplUrxRSleEcM0TQoGg1RSUjLwKcc+BhVkajPid+3a1S85ZqZpUl5enh/28PE92RRFodraWiJXSpAXBr0sy1RaWkplZWUZn8vH0IZKbZ7ovn37KJVKkaIopKpqjwO63WlGALzGh4+RDZkE75OBqVOvTKysrCyfbD6+J5ssy1ySMUlEHpItGo36AV0f/5Nsra2t7SScF2QDQNFo1JdsPr4nGwBqaWkh8sgpcCMcDnt+Th9DDzK12WjxeLwd0bwinizLniVj+hi64GRjkk2EV2SzbduzdCUfQxecbKyEKQm2mpdk8xcl++AzCGIszF2TLROwpXyGYWR8Lh9DG76L6GPA4JPNx4DBJ5uPAYNPNh8DBp9sPgYMPtl8DBh8svkYMMj0/c57dOKJJ/LAK4u5eRHUBUDhcNhfWeXje7KxjcvEzAwvycGW8/kY2eBkkyQpLeessxXvvYUkSZRIJDI+j4+hD57P5k5u9GpVvCzLFI/HMz6Pj6EPmdomyrOzsz0rRy9CkiS++NnHyAZPniwtLeULk8UNzTIFAGpqavKzPnx8v7pKlmUaP348/9BL5wAAxeNxn2w+/rfghZWzEonmxboBtuWzTzYfMhHR+PHjJcMwSFGUtErerAxDV/XYWF0Q1jr6fzKZpJ07d/b3vfgY5OCiq6ysjCKRSJo086qE/NGjR/mKex8jF5xZEyZMoJycnH5ZvX706FHav38/OY7jTyOMYHBWFRUVUVZWVtrCFC9WRCmKQqlUivbt2+fPIoxwcLIZhkG5ublEHq6EJyLSdZ0AeLYFuI+hi7QCzswj9WqqigTpWFFR4XukIxxpxllZWZnnJU6ZWq6qqupwbaqPkYM0so0ePZov6/MqsMvOE4vF0tam+hh5ENWoVF5eTpqm8ZgZSz3qDdxxN+bZJpNJqqys9PbqfQwppEm28vJyKi8vp0AgQCTUacsEzGazLIuqqqrIsiw//DFCkUa2MWPG0NSpU3m6kVfFYJgduG3bNmptbfXknD6GHtLIFg6HafLkybxEvVfBXeZwfPTRRz7ZRjDS2KSqqnTSSSf9758ekE3cSXn79u1UX1+f8Tl9DE20qz1aXl5Ouq6TaZqerB0Qa7PV1NTQN998QwDg74kwuAAADz30EBUVFVFOTg6Vl5fT5MmT2T4W/TNW9fX1KCsrg6IoICJIkpTWiKhXzX3MnXfeCfhLrQYdvvjiCwSDQUiShNLSUpx//vlYtmwZXn31VXz22Wc4cuQIbNv2duwSiQTmzJmDYDAIWZYzJhsRQVVVEBEURcHixYt9sg0ytEk1Pk6GYfC/iqIgGAxizJgxuPLKK/H8889j7969ME0zc/I1Nzdj5cqV/IdFwvWFaIqi8GM1TcPkyZPR1NTkk20QwbZt3HDDDe00EtNusiynjaOqqpg8eTIuueQSrFy5Eh988AFisRhSqRRaW1t7N7ZbtmxBdnY2FEXJmGzsYtnr7OxsvPzyy72/KB/9hoMHD2LWrFkgIgQCgQ7HjQkLTdMgSRI0TUMkEoEkSYhEIpgzZw7uuusubNiwAfv370dTUxNSqVT3ki+ZTKKsrMwTySZKOPb6uuuu81XpIMLGjRs5yYLBYIcmEJN24nvRpg8Gg2lEnT17Nu644w5s3LgR9fX1nY81AFx88cWeko1dmCzLOOmkk2Dbtk+2QYCWlhbcf//97caIEaezcVcUBVlZWe2Iqes6VFWFoijQNA2hUAhPP/00qKvCMueddx7pup7xzYjzq0yY7d27l3bv3p3xuX1kDsMwaNOmTaQoCp/pEee02Zipqpo2lrZt80oH7FjLsiiVSvFMH9u2qaWlhaeudYotW7agoKDAM8nmPsezzz7rq9JBgPr6ekSj0S41kdtpED/TdZ1zRNM0GIaBQCDAv6OqKioqKroe50OHDmHx4sWekI1dtOhwnH/++Th48KBPtmMIx3Hw5JNPdjhezITSdT1t7BmpdF1Ps8M7cyhKS0sRi8W6HmcAeO655zwhm6ZpXM+LF/jqq6/CXwRz7OA4DmbMmMElFBtjt73GCKZpWloIRLTVRKJpmsYdiWuuuaZnGqyNkSAibgyqqpoWb+kJ2dj32EUTEaLRKBYtWoRUKuWT7RihoaEhTdv0VZgwojENxpqiKFizZg2SyWTXDgK1Gfcnn3wyERHF43EyDIMsyyIApOt6j7cIYsQW080bGxupsrLSz949RrAsCy+88IIn52Lri9n2obquk+M4NGHCBJo2bRoFAgGJuiObruu0ZMkS/l70Rvo6j868HMdxaO/evbRmzRryA7wDj3g8Ti+++KIn53JzgY3xvHnzaNKkST0/UWVlJXJzc/l8WVexl+7ELLUFDUW7bdq0ab7dNsAAgL///e8IBAKeqFFmJrG/mqZBlmX8+9//7l3EAQB++MMfphGHkcXtjXTWRKNSUZQ0u09RFHz88cfw08UHDpZl4ZRTTuH9nwnZxOPE2YcpU6agqqqqd2NqmibeeOONduQSJ2q7k2qsdfQ5EeHaa6/1Y24DBAB44403uGfpJdmYRyvLMm677ba+jWl9fT1mzJiRRq6eSjXRExUJJ5ItNzcX7777rk+4AUAqlcL8+fMRDofbxT77qkbJFd6KRqPYvHlz38YzmUzizjvv5OTpzYWJpGS6vKNI9GWXXeZngvQzAOCtt94CCbE0L8gmSRK36VVVxZgxY/puFgHAF198wUWlKLUyTa5kel6SJLz88sswTdMnXD/BsixcdNFFaQZ9b4P2HY03Ixoj8H333ZeZlkokErjkkkv4hYpR5kwzeZmEO/XUU9HS0uKTrR8Qi8Xw6quvck3Dxi9TsonZvYFAACUlJaiurs4sWA8A77//Pj+xOJWRCdnY1AbT+Q899JA/q9APSCaTmDBhAidbTk6OJ2Rza7rly5d7Y3sDwJw5czgxAoGAJ5JNJF5ubi62bt3qOwseAgAef/xxTi4xDy1Tsomp47qu45133kFDQ0PmY2eaJl577TWuo1mKcKZkcyfhXX311bBtG0eOHPEJlyEA4LvvvkMoFOL9LI5XpmRj58jJycFZZ52F6upq78bMcRyexeuFGlVVFYZhcGmZnZ0NXddx6623+tItQwDA4cOH8eMf/5j3t7hyygvJRkLY4/XXX/d2NggA1q1bh+zsbE/IJtp+JHinoVAIO3fuRDwe9wnXR8RiMdx2221p2kPXdYTDYU4Sr8g2bty4/hEOjuNg9uzZfFFrJmQTA4vuaaxIJIK6ujo//tYH1NXVYceOHe0WsjDHQFVVT0If7LzPPfdc/6wrAYBPPvmEPykkzBSwBQ9i/Kw3zX1zs2fPRl1dna9SewEA2LNnD6LRqCc2dSQS4a+ZRhPt7Isvvrh/x6e6uhqXXnpp2iyAeFEdGaN9IVsgEMCCBQuwd+9ef0VWD9DQ0ADbtnHVVVd5YuaIEs0tHbOzs5Gbm4u33nqrf8nGbLesrCy+RJ+E6anOaoX0hXySJOGiiy7C0aNHfQnXBWzbhmVZOPvsszFq1ChPycYyd9zz2z/5yU8GZkzi8Tiuu+66NHXKjM/Ogr7d3XxH/y8sLAQR4ZxzzkEsFuNpxj7+B9M0waajWF96YVOL4REiwujRo7nZlJ+fjy+//HJgyAYAX3/9NcaMGQNq8yDdBmmmZGMkZrbC1KlTkUgkfAknIJlMIh6P44orruB9z8IRmZJN1FRiMF9VVaxYsWJgx8FxHLz66qsIhUJpFycugugL2VgKkhgSCYVCkCQJc+fORXV1tT9p3/bAV1dXY8mSJaC2MASrQOUF2UQNJS5wYmbNMbnhX/7yl1y89sY56I5s5Mo0YcZpVlYW3nnnne7XJA5jNDQ0YN++fTj33HOhKApyc3N5H3Y0u9NXm82dNFtcXIz33nvv2GiX5uZm7NixA2VlZWkSiRmVvSWbmN3LiCumHLPzRyIRrFixAvv37x9xarWmpgbvv/8+pk6dygnhXgvgRX09doy4rvQPf/jDse1vAPjjH//IL0iW5bRFMqJqZQHcvjxlHXXewoULeabvcCed4zhoamrC448/jvz8/IzJxOwwTdO4cyf+T/wsFAph+vTpqK2tPfZ9nEqlcPfdd6fdBMtzYjnvnYnnTMhGRMjLy8Ovf/1rNDc3D1vCAcDOnTu5feaFTeYu9MeyN8SFTSxQL8vy4MnIcRwHqVQKF198MSRJ6rDskkgw9yKYvpCNqddwOIysrCwUFxfj4YcfRktLy7CZ5rJtGzU1NVi1ahXy8vJ4X4TDYU9sMlEDGYbRTuvk5+eDiPCXv/xlcBCNIZFIoKKiAscdd1yHBBMTJb1Qo+wpFAdA0zRcdNFF2L59OwAM2ZmHRCIB27bx6aefYsmSJdyejUajaYqQBL4AAAhfSURBVAuJMiUbO07TtLQMXk3TuM183333Dc6k1mQyiddffx2FhYU8hUj0KDNp7s5l8Te3fcEM5vPPPx/r1q3j9lxjY+Pg6zAXHMdBXV0dPv/8c1x44YW879wPLTPaMyGbO9OWvWYzQ0SECy64AAAG79peAFi9enWaFBNvLJOnsLPOZRJOURSeRcz+d8IJJ+Cuu+7Cl19+iUQiMShnISzLQnV1NV555RUeoFUUJe0hYrMCJEwhZWqzkatSgej5n3322di/f//glGoiAOD6669HUVERJ5tYJM4LssmyjEgkwgdBTMRkc7Zi540fPx4/+9nP8Morr+DQoUNoaWk5puUfACAej2Pbtm1YtWoVTjnlFE4asUatoihpy+XYay/UKAlJFGK5q5kzZ2Lr1q2DV6KJYKrr+uuvb7c2sa9qtavOZflwzN4QPxdtHPY3FAph/vz5ePrpp1FbW8tVheM4/WIIs/MydV5RUYGHH34Y8+bN49fLrt293pYFacV+9CKOxgjtjtGFw2GsXbvW09Vu/b6lj2VZSCaTdPfdd9NTTz1FkiSRbdtk2zZpmkamaZIkSSTLMi+55CW6q7bE6scahkHFxcU0ZcoUmjVrFk2fPp2OP/54mjRpEhmGQaqq8pJf3W2FxCSBJEm8WlNlZSUdPnyYdu3aRR9//DHt2LGD6uvr220i3B/OniRJfIsox3HSauDKssyvk/12fn4+3XvvvXTzzTd3e6+9ug6vTtQVACCZTNLPf/5zevbZZ/kGupZlUSQSoVQqRclkkoiIAoEAfy3Lcsbk6wnZ3AgEApSVlUXBYJCmT59Oubm5NHr0aIpGo1RYWEhFRUWUlZVFkiRRKpUiXdcpEAgQAGpqaqJDhw5RdXU1NTQ0UFVVFe3fv5/27dtHTU1NZJpm2u+469N5TTZVVdvV0dM0jRRFIcuyyHEc3sd5eXmUTCbpwQcfpFtuucVTog0oTNNES0sLfvOb33BxLSZbGoaRZuCzif1MW0/mZ3Vd58Fnd0yQxQuDwWBayXX3RLf7N1lQVLwv8X89nb7LtIm/za7fbXpQm/epqiqefPLJwRVL6yssy4JYd58tAfO6g3tDtq6O6yweKB7LSNqdwyM6NGLEvr/JJpKO2X7iw8SyaUpKSvDaa68ND6KJcBwHa9asQWlpKajNWRCnRvoyjdVXsrEcvM5+k5HDPfPhnv1gEpJ5v+LmE7qupw0ySwPyepF3Z028dnYt4uzL3LlzsXXrViQSieFFNAYAePvttzF+/HjeEUx1yrLM05oHWrL1tIyUSFb3LEZH3+2oyvZASDbJVUdPDKdomoYzzjgDhw8fHvxxtEwBADU1NbjssstArthbX+NwfSWb5EptYo1JJ3cyJ7kC02xQ3WXaO5OYgUCAbzQ2UJJNnFwvKyvDDTfcgJaWFjQ3Nw9vojEAQCwWw8033wwSMnLJNUHcn2TriCQkZK50de6OjiOXk8DeBwKBdvHFgSCb+/qysrJwxx13jIiUrHZIJpNg5TfHjh0LEhbOiIMjTqmIJTrdhQXJlUw4lJuYA+h+EMTZGPccpzu7lvXFrFmz8P777wNA17vlDXekUikcPHgQy5cvh6qqnHDZ2dncmFVVFdnZ2R1KE1VVEQqFMsoqGWyto4wZkUxiypGqqmk2mRg+ys7OxiOPPAIAfg08hlgsBgDYsmULXzbGvCd350ejUb61tORa00guY3iotp6kZ8myjHA4nLY9OssIGT16NObNmzd4kh4HIxobGxGPx7Fy5Uq+0W5OTg6f53SnMHc3UEO5ucv5sxYMBnmSA2tiWKOwsBAPPvhg5nu5jxSYpolYLIZ7772X2yVMguXk5MAwjLSla+TKLhkOTYzTsbRtXdfT1KS47eKJJ56IP//5zyPTAcgUiUQCqVQK1dXVWLlyJcrLy7sdIC/KrQ+W5o6Nic4Ak96apmHWrFlYtWoVKisrfZJ5Adu2UVlZiYceeggTJkxIy1UTV21TH9c4DLYmuerWiq/ZOtEZM2Zg1apVOHDggE+y/oBpmjBNE5s3b8ayZcu4MyHGq4YD2chVAoE9XNnZ2TjvvPOwZcsWHD58eEiQbGimkAgAANM0qbq6mj766CN66623aPPmzXTgwAGybZsURSHbtonadhmk70MsRG3pN2xP9K7yyiRJIkVRCAA/F/ucfc+djSMez3LGbNtOO0ZMp2I5fe5zsOOobT/3iRMn0g9+8ANatGgRzZ49mwzDIFmWh8Q4DomL7CnY011RUUEbNmygrVu30vr166m5uZlaWlrafT8UClEymUxLHGSDzsjDcsHcZGpLokzbS5Wo43w0kfCBQIAcx+F5bZqmkW3b7fL2GMEty6KxY8fSggUL6OKLL6bTTjuNRo0axb4zpMZvSF1sb5BKpWBZFhmGQdXV1bRt2zb69NNP6ZNPPqHt27dTdXU1UZt0Y2Bj5zgOJweTfiIhRXT3f03TSJZlSqVSBIBLSMdxeGKjoig8a1nTNJowYQLNmzePZs+eTQsWLKDs7GwKh8PsGofsmA3ZC+8tmNQ7evQoHThwgKqqqqipqYk+/PBDamhooOrqaqqurqb6+npqaWkh27YJAFe57qxhRhBGMjHjlUk9lnrtRjAYpLy8PCooKKBoNEr5+fk0fvx4mjRpEk2YMIHKysooLy+PDMMY0uRyY9jcSF8gGtW2bVNDQwMdOHCAdu3aRRUVFVRTU0MHDx4kAJRIJOi7776jmpoaamho4GsngsFgmt3HSCbLMsmyTJMmTaJoNErZ2dkUiUSooKCAjjvuOCorK6PS0lKaNm0al4ht6nvYjsmwvbFM0Zl3Z5ommaZJqqqSruuUTCbbORPM5mNrFJjtRW1SbbiTyoePY47/BwqGBlfchatLAAAAAElFTkSuQmCC"},{"id":"159da72e-1613-4c8e-a5b0-1f951da4eccc","height":30.76,"width":22.89,"perimeter":176.17,"area":299.04,"image":"data:image/png;base64,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"},{"id":"dec6f501-d704-46be-bf62-6c410e5d6a29","height":31.29,"width":24.14,"perimeter":153.75,"area":272.73,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-03 06:02:40"} 
[2026-04-03 06:02:40] local.INFO: Number of letters detected {"data":{"noOfLetters":17},"timestamp":"2026-04-03 06:02:40"} 
[2026-04-03 06:02:40] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":2467.01,"perimeter_in_feet":205.58},"timestamp":"2026-04-03 06:02:40"} 
[2026-04-03 06:02:40] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[341.87,347.88,184.4,171.88,272.52,419.2,303.82,700.37,347.87,347.88,261.95,301.86,262.03,299.04,272.73,171.51,633.9],"actualFilledAreaSum":5640.709999999999},"timestamp":"2026-04-03 06:02:40"} 
[2026-04-03 06:02:40] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":39.17},"timestamp":"2026-04-03 06:02:40"} 
[2026-04-03 06:02:40] local.INFO: Average character height calculated {"data":{"avgCharHeight":31.011176470588232},"timestamp":"2026-04-03 06:02:40"} 
[2026-04-03 06:02:40] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":1139.0,"originalHeight":779.0,"ratio":1.4621309370988447},"timestamp":"2026-04-03 06:02:40"} 
[2026-04-03 06:02:40] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"203.67","otherDimensionOfSign":139.3},"timestamp":"2026-04-03 06:02:40"} 
[2026-04-03 06:02:40] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"19552\" height=\"13372.263388937663\" viewBox=\"0 0 1139 779\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":712,"y":602,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.88,"bounding_box_area":880,"exact_perimeter":118.18,"approximate_perimeter":111.03,"convex_hull_perimeter":98.52,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.313,"perimeter_to_area_ratio":0.3397},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":112,"y":602,"width":165,"height":172},"scaled_width":29.5,"scaled_height":30.76,"actual_filled_area":419.2,"bounding_box_area":907,"exact_perimeter":251.9,"approximate_perimeter":229.91,"convex_hull_perimeter":119.56,"perimeter_pixels":1408.742207411233,"original_contour_points":410,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.04,"compactness":0.083,"perimeter_to_area_ratio":0.6009},"image_base64":"data:image/png;base64,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CAaDAz655Ck1h6IoA/6/4zjQdb3ob9d1YRgGVFWFcqkTXEEo6BHRyy+/jGeeeQYfffQRAoEAJk2ahPb29v8/qOR60d+apo3Ee/YN13WBPn4Q9Pf48ePR3NyM8ePHwzAMWJYFwzD4YxMnTkQkEkEkEsGYMWMwceJEhMNhMMagKMoVJTQdACzLwj//+U8cPnwYmqYhk8kgkUj0Orj0uow2i1T6eT799FMoigJVVcEYg+d5/HmqqkLTNDQ0NKCurg4NDQ1cYBMmTMCECROwb98+Fo1G0dTUhMbGRoTDYei6DlVVR53AdADIZrNIp9NQFAWu60JV1T4PrnXhlFLO52GMcctV+pjneUgkEn3+6NBjsR3HQTQaxaxZs3Dbbbdh6dKluHjxImtqaoJt29A0DZqmjQ5hdXZ2su9973tMURQGgKmqygDI2yVuiqIMeDNNk2maVvQcVVVZJBJh8XicrV69mr3yyisskUiwVCrFMplMzf5S9TKOkQwRy7IAAIZhQFEUOI4Dz/P441u3bsX27dsxfvx4LFy4EPfeey/Onz/PxowZU3NWSgqpgui6Ds/z4DhO0TBq2zYf1vL5PM6cOYMzZ87gxRdfxOTJk7F69Wp0d3ezYDAIRVFqR1RyaKvM0FZ6HVVVZaZpMsMwmKqqTNd1fs3p/+lv0zTZ8uXL2UsvvcQcx2Gl4ZmqRAqpMkKia6nrOtM0rUg0dD8UCrH6+npmmiZ/TFEUFgqF+P9/9atfZa2trczzvOoWlBRS5YRE17NUSJqmsXA4XPSYYRhFfwNg4XCY6brOdF1nd9xxB9uzZ0/1WigppMoIqa8ZG1knUVB0vQ3D4MNeIBAoOi4cDvNzfPOb32T79u1jrutWl5ikkKr7pigKCwQCzDAMLriGhgb229/+lmUymaqwTn1HHiVVAUXeKapOenEcB5Zl4cc//jG+9rWv4d///nevtdLLjRRSFSMu4YhCYowhn8/Dtm3s27cPt99+OzZt2oR0Oj1i1kkKqUYo1YfnedA0DZFIBMlkEo8//jh++tOfIplMYiR8JymkKoYWiQlaLCZc10Umk0EoFEJDQwOeffZZrFy5Eh0dHZd9qJNCqiFIGz0LvTxfLJvNoqurC4ZhYM+ePfjKV76CQ4cOwbbtyyYmKaQqR0xjoYwDynei5EPDMBCJRGDbNgDg1KlTWL58OXbs2IFcLndZxCTX2qocEpKYyiKOWq7r8rU7ElMymUQmk8GaNWsQjUZRKBRYIBCo6HqdbxapJyOw6AaAj+m0Ao4e0yymsI4kpX4HJaz193n6ez4do2kaP59pmkXnjkQiRdeDXo8eUxQFuq73mq2VLvoyxuA4DtCzAExks1nYts3zyizLwkMPPYStW7dW3AGv6LcZjUbR3d0N0zShKAq/GPTrGulMVHpP5NSqqgpd1+G6btEXR8LyPA+e5/Evn4YYcWpOQkRP3jsAxGIxeJ6HTCYDCNcFJQ41vRfxWg0Gej/02SzLQi6Xw6ZNmxCLxdDZ2cni8XhFLnpFhdTd3Q1N0/D4449jzpw5iMfj/INms9lLPr/SEw/btrl4yGJmMhm0tbXhwoULOHfuHBRFgW3b6Ozs5I+n02nYto18Ps9//SQIGmbQIyDLspBOp4GetBJN07iIIFhsej4JqRwx9XUMY4xbSNd1EYvFcPr0aaxZswZNTU1wHIfpuu67mCoqpFAohDFjxuChhx7CtddeC/Qke1EKaiAQqOTLlw0NEzTcep6HbDYLVVVhGAYfhmhIoV9+V1cX2tracOTIEbz11ls4cuQIzpw5g/b2dmQyGaTTaVBOEWMMgUAAuVwO6BnayLoRJKbB/IAGElw0GkU6nUZzczPOnz+PFStW8Ci434UJFRVSLpfDxYsX+RdEQxpNX0vjJJcb+hJFgVCpUTQa5e+X8tgVRSkSVSwWQ1NTE+bMmYMVK1YgmUziwoULaGtrQ0dHB9544w3s2bMHJ06cgK7rfGhTVRWO43CrIfphg7XC/R3PGOOWr7OzE6ZpIpVK4d5778Xu3bsrIiZfFm0Hysc5duwYE/E8jxUKBTbS2Lbd5+OWZbHu7m7Get6rZVmsUCgw27aZ4zisUCiwbDZ7yXOn02l28uRJtnXrVvblL3+ZGYbBTNNksVisz8S30hQSP65/LBbjxxiGwQKBAJs7dy6//n5pqKJxpLq6OkQiEeTzeT77QI85Nk0TrusOeHMcp6I3skiu66JQKHDfhuIyEGZShmFwH8c0TYRCIViW1adV9TwPrusiGo1iypQpePDBB/H6668jl8vhqaee4rVvkUik1+yVLFN/lTx9UTq7ZIyBMQbTNJFOpxGLxfhxhUIBp06dwo9+9COkUqlhfLt9UEmLVFdXx95++23GGGOu6zLXdX23LH7jui4rFArMsqyi90vvnzIVRRzH4QlnrMeS5XI5/ncmk+FW7OTJk2zz5s2spaWFWycIqbaliXHlXHtN04pymwAwXdf5/UAgwF+D0lF+9atfsUQi4d+MZqhCKidnORwOsyNHjhRd4CsNz/O4CEmInuexAwcOsOXLlzP0pNSapskAsGAwWCQA+uKpxGkoP3JVVYtuiqKwhoYGtnv3bubHUopcIhlBFi9ejF27dqG1tRVTp07lJeEU1IzH4ygUCnBdlw+HAxWwDpauri784he/QCKRQD6fH5aYpJBGEMdxYNs27rjjDrzzzjt46qmnAACZTAae56GzsxPRaBSe5/Hgpuu63H8bLpqm4fDhw9i8eTNM0xzWuapjneIKxXVdBAIBFAoFAMBjjz0GxhieeOIJRKNRGIaBzs5OoOdL9zwPuq7zWJQfr6/rOn7961/jpptuGlZIQFqkEYQCshSs1DQNGzZswP79+5HL5dDZ2YnGxkagJ2IeCoX4jNMvRBHn83m0tbUNaYiTQhphOjs7EQwG4TgO8vk8VFXFokWLsGPHDsTjceRyOb6sJFoiP1YFwuEwACAej+PUqVN4+umnMX78+CGdSwppBDl//jzi8TgfYiKRCDo6OpDL5XDfffdh7969yOVyPOYEAGPHjgVKVv2HSi6Xg6qq6OzsRCwWw5YtW5BMJoeUXSmFNII0NzcX5Rm5rovGxkZEo1E4joOZM2fiwIEDqK+vRyaTQSQSQSKRQDgc9mV5iTHGrVI+n0cymcSaNWuGdC4ppMsARarpJuY30VSfVu0plURVVYTDYcyfPx87d+7kSWumafL1NYq6Xyq3i84p3ugctB6n6zpM08QLL7yA3bt3w/O8QVklKaQqhnKbFi1ahD/96U9QVRW2bSOXy8EwDL7YLOZ3DbYdI4mbhlBFUfDcc88NemYohVTFkOWIRCJYsWIF1q5di1AoBJQkBZa6NIOZwYvCo4yE1tZW7N27d1BWSQqpirFtm1sdx3HwxBNP4Bvf+AYgLHyLKcxim8Jyo9+U4RkMBvliLwBs3rx5UIKUQqpiNE3jWQeqqiIUCmHDhg2YPXs2CoUC7wBHfhdB/lY5iDEpVVXheR5CoRAOHDiAAwcOoFAolGWVpJCqGBIDxZdSqRSuueYaPPPMM7wbHKX5ikUHEJIIL4XneTAMA/l8nsemcrkcdF3HL3/5y7KXTqSQqhgaZqjnZDgchm3bWLZsGVavXo1IJAJN0/iQJs4Gh5KzJoYUDMPAq6++iqNHj5b1XCmkKoZ6TNbV1XErQSm7W7Zswbhx4xCNRgHBP7pU+VRfr2HbNnRdR6FQgKIoaGxs5LO41tbWsgKUUkhVQGmGo1jrRk5wIBDgs7hwOAxN07B161bu41CuOWVGCrsPDCgsGgJpxoaeZRu6/9xzz+GDDz645GeQQqphFi5ciAceeACxWIwvmYTDYRQKBR4mGA6KoqCzsxO7du26ZIGlFFINEwqF8MMf/pBbD3K+MQhneyAURUF3dze2b99+yWOlkGqYTCaD66+/HsuWLQOELStUVeUO+nAggb7//vv46KOPBjxWCqmGiUQi6O7uxqZNm3iKLq27+VGyRuewLAuvvPLKgE63FFKNEwwG0dLSgrvvvhuWZfEmEn426WCMYefOnf1u3gMppNomm83CMAx0dXXhBz/4AU9LoUYYw0WcyR05cgRvv/12v8dKIdUw4XAY3d3daGhowKJFi7B06VJeBu5XES3N/izLwtGjR/tt3CWFVAMMlM8UDAb5Esmjjz5a1Pl2oAyBvqBFW3HxVszEPHjwYL9OvBRSjSO2sbn66qsxc+ZM3+reILTZAYDjx4/3O3uTQqphRCtDBZUPPPAALMvyZdamaVpRQebx48fxxhtv9JkRIIVUw9DKPVWaOI6D+++/H6qqDrvgESVBTcMw4Lou9u/f3+e5pZBqGMpuJOuj6zrmzJmDKVOm+Fr7Ji4G9zdzk0KqcRhjCAaDvG8AANx8882+LZEQlmXBNE2cOXMGn3zySa9jpZBqHBIM+Uue52Hp0qW+FFCWOu3Uq2D//v29FnGlkGocXdd5P07qezlv3jxMmjRp2OemRDeydDTEHT58uFcYQAqphmGMwbIsLiZygqdPn45bbrmF5y+JvTGJcpZQxG29iIaGBrz22mu8OwohhVTDiC0CKd5DHU7mzZvHix4hWBNiMM64WEzQ1dWFRCKBjo6OomOkkGoccdcAivsAwI033ljUuURsSl8uovBoIZgxhosXL+LcuXPF78OXTyMZEURLUSqQ5uZm3st7qKkl4jILxazQY81OnjxZ5HBLIdUw4jqY6BhTL6WWlhbous6346K6tcEg9iInFEXBu+++WyRMKaQaRrRCYutpVVURi8XwhS98AY7j8Dp+EhHtrVIOooAsy+LreseOHeNNuiCFVNuIMy8xB4kqTW644QZAiDWJQioHajdIx1Mxpqqq+Oyzz4oS3aSQahyxHAk9wx3Vp82fP7+oWTsJQkwTKQdxxyf0CKxQKODixYv8MdmMtMYRrRKVbdPs6vrrr+dDmGEYfGgqt9sbWTI6Xszhfu+993Ds2DF+rLRIo5jGxsaiTXgwxFLu/rhw4QJPKZFCGsXU19dzC0VWZTCdSi7F2bNn+X0ppFFMf9uZDaY3wECcPXv28y1Vh302SdXCGEM8Hu9zOPNjiDt79uznexcP+2ySqkVRFEydOrVon1v46Ce1tbV93iHOlzNKqhLP8zBt2jQeCxK74foBpa1ACml04zgO34KidInDL+TQdoVACWgkJMMwiipoh0OhUODRbSmkUYxhGBgzZgxQkorrFxRFhxTS6EZRFLS0tBRZH6pT88Phtm0b2WwWkEIa/dAmOChJgvMDxpi0SFcCruvyHpQifk3/KVccUkijG8/zPv+ie5LahpLc1h9i6ooU0iiG0j0gDGt+Dm+qqkqLdCVAKSPi2pq4vZcfkEWS+UijGOrPrSgKbNsuykUaSkl3X74WVfRKiyTxBSkkiS9IIUl8QQpJ4gtSSBJfkEKS+IIUksQXZBxpFEN7t1GGJG2EPNRlktJouLh5jhTSKEZcwhhsdW05MMZ4hFwObaMcyhdCSVKbH2ttruvKcqQrhfb29oqd23EcKaQrAc/zcOHCBaDEAvk1zFG+E6SQRjeu6/aySIqi+OYraZrGd/mWQhrF6LrOfSS/HW307MxEbXOkkEYx1OW2L8faD2c7EAggHA4DUkijnw8//JDHjQKBAO9GUk5im3hMaaMuMWkOMo40+kmn071q2hhjZQUkxeGQMVbUm9vzPEyYMEEK6UrAdV10dHRwQYg9JsvxmSgKjj5iUIqiYMqUKfwxObSNYgqFAlKpVFGv7MHmapcKTtd16LoORVHQ3Nz8eSN4H9+3pMro7OwsamEMQRiDaY8s7hpA63Wu66KxsZGfTw5to5gzZ87AcZwiqyLuUTsYKP5ExQOqqmLixImyG8mVwIkTJ/gOSRBmYeXW/hd19heeo2kaGhsbce2110LTNAVSSKObc+fOcQdbURS+LjaUrv+ibxUKhTB27FhMnjyZPyaFVOOQ/5JOp4EekVDD9v379/PjwuEw32OtnL3aRCjvSHTax40bh2uuuebzY3z5NJIRg6bnpbs8JhIJvP/++zzxTCyILDeprbT7Ld0vFAqYNGlSUZtlKaRRAq3CU/VrIpHAyZMnAcFKEeWuu1EEm4RHwnJdF7NmzSoa7qSQRgF9BRo/+eQTMMag63ov53owrf9KrRdZoRkzZsA0TX4SKaRRAAnJcRz+xR89epRvuSU63ChJkb0UpaEDWrNraWkpOk7GkWoYskBkJSji3N3djQ8++AAQmpEqigLTNGHbdlHfpEtBw5lo7VpaWni3XEJapBqGvtzSrUY//fRTHDlypJcvRP0jyx3WqDe3eLxhGJg5cyZvckpIi1TDiLMm2pTPsix8+OGH+M9//sP3tKX/dxwHmqbBNM1eSycDIQY1TdPEtGnTUF9fX3SMFFINQ6vztm1D0zQYhgHDMPDaa6/x/o59WaVyeyOJPlUwGIRlWchkMli5cmWvPd/k0FbDiFNzsYbt0KFD3DcaDuLO2pZlgTGGuro6TJ8+vWjGBmmRah9VVYtyhrLZbNHOjsOhNB9JURRMmjSpl6MNaZFqG3HmZVkWdF3HgQMHiooi/XoNwzCgaRrmzp3b53FSSDUM+TqFQoHvZ7tt2zbfzi+GFVzXRSgUwp133tn3sb69quSyQ41AXdeFpmloa2vD7t27+d/DhXwkXdfheR4mTZqEJUuWQOkjfiB9pBpHrHb929/+hlQqBfhYCCnO8hYvXtwrok1Ii1TjUGT74sWL+Otf/4pQKAQMsf1xKWSJPM9DXV0dvvSlL/W7sbK0SDXAQHuJ6LqO7u5uHDt2DH//+9/5Im1fGyJfykL11f8IPUHIuro63HLLLX0Oa5AWqbZRVRVdXV2IRqN4/vnnUSgUYFkWX1gdLhR0DAaDuO222/od1iCFVPsYhoF8Po/W1lZA+PL92LiGOr6lUimsWLECpmn2e6wUUg1TKBQQiUTwhz/8AalUqii5v3QJY6jQOQca1iCFVPvkcjls2bIFEKxQfw7xYNE0DblcDnfffTdvFtEfUkg1TCAQwN69e/Hxxx8jn8/zGZzjOL74SJR2sn79+ktmC0gh1TDvvfce/vjHP3LRiMn6fvVDuuuuu7BgwQIEg8EBk5ikkGqY1tZW7Nmzhw9pNPXXNM2X1X/DMPCtb32rrHNJIVUBlOlINwoCQkjUp9V3ut/W1obNmzcjGo3yYxzHgW3bRTtpi7dSyHpRZDwcDvOsSE3TEI/HsWDBAtTX118ypVIKqcrRdR3pdBqapiGbzcJxHOi6jkcffRTpdBrZbLYog5EYTEk2ZQ7Q+WlD5RUrVhTt0j0QUkhVjOd5yOfziMViyOfzME0Tuq5j586d+Mtf/oJcLtdn3yKUKSQx14i6udHjruti1apViEQiZb1XKaQqhhZkC4UCX4Vvb2/HY489BtM0ixL5h9JhxHEcLiZxE+V8Po/rrrsOc+fOHTB2JCKFVMXQd0hDm+d5ePrpp3Hq1KmiXpDkDw0lmk0VKBQyIOu0du3aQZ1HCqmKoU2NqfRn27Zt2LJlCyKRCGzb5gWRpcMYiascSvtEAsCsWbPw7W9/u2xrBLn6X91QgpplWThw4ADWr18PAMhkMjBNc9hT/NKMAMuyMHbsWKxatYqno5SLtEhVjGmacF0XH3/8MVavXo1kMslzqOlfGt5EX2kwXWvpebSmdtNNN+GRRx4ZlDWCFNLlob84kbjskMlkeLm1bdtF+dK33nor2traAMFvov+nwkexBXJfuUhUbUI3Oo9t23y6r6oqfv/73w/J15JCGkECgQC6u7vhui6i0SjS6TRisRgYY7AsC11dXVixYgXa29u5UKhYsdza/YEwDIPPChVFwXe+8x1MnjwZgUBg0FNAKaQRJJfLIRqNQlVV5HI5vq9HMBhEMpnExo0b8dJLL/Xyh6jz2nCxbZtbv1mzZuHJJ58cst8lne0RJBQK8Ui16JIcPXoU3//+9/Hmm2/yKTl6LAgNY1SSPVyCwSAymQw2btyIKVOmDNo3IqSQqoRgMIh0Oo1//OMfWLVqFbLZLBRF4aXSolUabA/I/qivr0cymcQ999yDe+65Z8gighzaRpZkMgld1/lQtWPHDqxcuRJdXV2wLAuhUIi38rMsizvYjuP4Yo2SySQAYPPmzcOug5NCGkHq6+tx/vx57N+/H9OmTcPDDz/Mh7ixY8fy0uu6ujqgZ2jzyxrReX/2s5/h6quvHpY1ghzaRpbW1lZs374d27dv58lp+XwewWAQiUQCgUAAtm0jkUgAJethYveRobJq1So89dRTvuR3D0tIYlS0r1a6tAszOYtidwvbti/566rErocipWtUYnyltK0ehGZWFAQsLY0u7d5B98nXoabpb775Jn73u99h165dcF0XjDHkcjl+nnw+36sTrUhfsSL0s3BLn4GKHUk0N998MzZt2gTXdXu1qBkKFbVI0WgUlmXxqk/XdWHbNkzT5H13BsKPXQ7LeQ1RDCQgsXcihCiwOMOi51FQkPo0QggYUmzINE28/PLL2LRpE9555x3+xVbyx0L+VaFQgOu6GDduHDo6OuA4Dnbu3An8v+Puy0WuqJBc10Uul+MXnsRDzuJAdVK4DEKiVnhUmUrWoXTRs6/qDNrghdq9lIrR8zycPn0a7777Ll5//XW8+uqrOH78OFRVRTgcRnd394ALq34ITNd1FAoFjB07FolEgu+4/Zvf/IY27fPtAldUSLZto66uDvX19fwXq2kadF0vWh8aKUSrWGptIBQbQhgGRStFPwSaqgPA//73P7z11lv473//i0OHDuHIkSPo6OiArus8Ik1OdGkjdBE/hETnTyQSqKurQyqVwne/+12sW7fOVxGh0kJyHAdNTU2IRCLcH6JfcWm31JGk9L1Q6XMkEullNchPUhQFBw8eRDKZxIkTJ3Dw4EH861//wsmTJ3k7GLHk2XEc7vvQsFb6+n5upY4eITU2NqKjowOpVAoPPvggr4Hzm4rP2k6fPo1t27ZhwYIFqKurQz6f59bIj44Zw4W+RBqacrkcOjs7kU6n+TZV+Xwe7e3taGtrw2effYZkMgnLsqBpGlKpFN83VkwyI1+QBETDH/lTYoDR7xIiQtd1dHR0IBQKYenSpdi4cSMikYjv1giVFlJTUxPa29vx5JNPoq6uDowxbtZd1x3xWZtoAcSUUxK4mIFI1RvicER+lfh+yVrREkYwGITrur32AhF3qK7UZ9U0DY7jYPHixdi5cydM06yIiFBpIbW3t3MTL+bS0JqRX/XpQ6W/oYSEI+6Y2N/zS59DMzESnChM8sHEvUAq+WMpFAq477778OKLL9L7q5gv4ZuQ+qudoi9CDJ6NtICI/r7EcvNxSvfp6AvRYonXoFwBqarKY3Glzj+9JgUuGWMwDAOWZSEcDmPJkiV49tlnScAVdUhlZLuKoRgQDYvkkJNPZ1kWn42JRKNRLFy4EH/+858Rj8crLiLItbbqRrRmYnTadd0iEVFpEnWfXbJkCZ5//vnLJiJIIVU3NBRSTX/pLDeVSiEcDsOyLB6r+/nPf45du3Zh/Pjxl01EkENb9UP+EYmIMgBospLNZqGqKkzTxI4dO/D1r3+dnPnLGqSTQqpiSkMONDMUF3gbGxsxc+ZMvPDCC2hpabnsAiKkkKoYxhjf7DgYDPJttFRVRSgUwsSJE7F27Vo8/PDDFY0RlYMUUhVDU3wKFVAkvKWlBV/84hfxk5/8BIsXLx5RARFSSD5S+n2WRq5L87coF1vsri+mqDiOA8MwEAgE+IrAzJkzsX79eqxatYqi6CMuIkghVRbybUzT7BUlVxQF4XAYmUyGHxMKhXgeted5iEQiyGQysG0bixYtwrp163D77bcjFotVjYAIKaQKEolEkMvlimrFKHXFdV1eXUsZlOT/UOFiMpnE/PnzsW7dOtx1113QdR2RSKSqBERIIVUQsjaBQIDHgcTy6qamJnR1dVG6K+9NFI1GMXv2bGzYsAGzZ89GY2OjL+mwlUQKqYIEg0HYtl208i8uFLe3t3MfybIsLFmyBI888gjuvPNOxONxOr6qBURIIVWQfD7PhyoIu1WLqbwzZszArbfeimXLlmHhwoUVyxeqNFJIl4FgMIhsNgvXddHY2IjFixfjxhtvxP3334+rrroK0WgU2WwW0Wi05gRESCFVkMmTJ6OlpQU33HADFi9ejHnz5uGqq67i7YhRQ0PXpdDRk3ZAGYyiGSb6i4/4sQNPNUM9p/vKtVIUBU1NTYjFYojH42hoaMCYMWMwZcoUTJ8+HZMmTcLUqVNRX1+PeDyOUCg0akTTFzp6VpdnzJiB5uZmnD9/HgAQi8V6tTipRKVDNRMMBjFt2jRMmzaNb2cVjUYxY8YMXHfddQgEAmhubsbkyZMxZswYvsDak/w/akXTF/zD5nI5pigKz7ZLpVKIRqOfH9hPFedoRtx8mGreKI9b07QrSigSyWXh/wB+Ywt6HrR8agAAAABJRU5ErkJggg==","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":657,"y":302,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.87,"bounding_box_area":880,"exact_perimeter":118.28,"approximate_perimeter":111.25,"convex_hull_perimeter":98.52,"perimeter_pixels":661.4873734152932,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3125,"perimeter_to_area_ratio":0.34},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":9,"position":{"x":163,"y":302,"width":160,"height":172},"scaled_widt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","detection_approach":"prominent_color_detection"},{"index":10,"position":{"x":495,"y":299,"width":152,"height":178},"scaled_width":27.18,"scaled_height":31.83,"actual_filled_area":261.95,"bounding_box_area":865,"exact_perimeter":159.51,"approximate_perimeter":140.66,"convex_hull_perimeter":95.14,"perimeter_pixels":892.0214280248111,"original_contour_points":395,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.17,"compactness":0.1294,"perimeter_to_area_ratio":0.6089},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":11,"position":{"x":334,"y":299,"width":137,"height":178},"scaled_width":24.5,"scaled_height":31.83,"actual_filled_area":301.86,"bounding_box_area":779,"exact_perimeter":180.24,"approximate_perimeter":156.33,"convex_hull_perimeter":93.27,"perimeter_pixels":1007.9625535217655,"original_contour_points":435,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.3,"compactness":0.1168,"perimeter_to_area_ratio":0.5971},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":2,"y":299,"width":151,"height":178},"scaled_width":27,"scaled_height":31.83,"actual_filled_area":262.03,"bounding_box_area":859,"exact_perimeter":158.9,"approximate_perimeter":140.21,"convex_hull_perimeter":95.11,"perimeter_pixels":888.6072144624379,"original_contour_points":385,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.1304,"perimeter_to_area_ratio":0.6064},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":13,"position":{"x":743,"y":2,"width":128,"height":172},"scaled_width":22.89,"scaled_height":30.76,"actual_filled_a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","detection_approach":"prominent_color_detection"},{"index":15,"position":{"x":434,"y":2,"width":108,"height":172},"scaled_width":19.31,"scaled_height":30.76,"actual_filled_area":171.51,"bounding_box_area":593,"exact_perimeter":99.3,"approximate_perimeter":98.71,"convex_hull_perimeter":88,"perimeter_pixels":555.3137084989849,"original_contour_points":16,"approximation_points":6,"shape_analysis":{"aspect_ratio":1.59,"compactness":0.2186,"perimeter_to_area_ratio":0.579},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":16,"position":{"x":274,"y":2,"width":130,"height":172},"scaled_width":23.25,"scaled_height":30.76,"actual_filled_area":633.9,"bounding_box_area":715,"exact_perimeter":105.25,"approximate_perimeter":100.91,"convex_hull_perimeter":98.77,"perimeter_pixels":588.5929291125641,"original_contour_points":125,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.32,"compactness":0.7191,"peri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","detection_approach":"prominent_color_detection"}]},"dataObjects":[{"id":"22cdb6db-e941-46e7-85b5-ae353e1ce668","height":30.76,"width":24.32,"perimeter":186.09,"area":341.87,"image":"data:image/png;base64,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"},{"id":"90916034-f6d5-47d8-83bc-83750eb24eea","height":30.76,"width":28.61,"perimeter":118.18,"area":347.88,"image":"data:image/png;base64,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"},{"id":"64a093c8-82ae-474d-b4fb-07d649da3fe1","height":30.76,"width":24.5,"perimeter":109.31,"area":184.4,"image":"data:image/png;base64,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"},{"id":"c76b0126-9560-440f-acd6-d3a6d2e06646","height":30.76,"width":29.5,"perimeter":251.9,"area":419.2,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKkAAACwCAYAAAB0DE58AAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO192VMb2fn201K3NvZ9X4TBSGIVi7A94xlPJpVMrlOVyh+Ti+QPyUVucpWqXKSmpio1Uz/P1NjGmB0kQGITILEKxKqlJfV3EZ3zHbUFtACBtqeKMmA1fbr76fd9z7sCBRSQ4eAAQBRFied5BAIBAIBKpYJWq0U4HIZGo3mQE0Wj0YSfJUlK+FcQBJyfn8NgMECtVoPjOO5BTlzAnSFJkhQIBKDX6xGJRBL+T/541Gr1vc4liiIEQUAoFIIkSRAEATzPcwDAkw/87W9/wz//+U8EAgHodDrodDqIokgXJF9kqpBfBCEnwfn5OWpra/GHP/wBf/nLX+51rgLuj6urK+lf//oX/vrXv8Lr9aK6ujrh/+XPTy6E5JB/Xo5YLAatVgtBENDX14c//elPkCRJ4jiOoyTVaDTY3NxELBYD4tKUHIwkb06quG2RarUap6enUKvVePPmzb3OVcD9cXR0hMnJSTidToiiCL/fD9zwHG/jx23PX35us9mM7777DiCSNBKJIBaLJRAyFotBo9EgHA5DpVKldJK7IBqNIhqNYmNjA3Nzc/QtSutJC7gW29vb+PDhA0RRhFqtRiwWuxcHlDxKcp5YLIaTkxNqfvKIE+Ty8hIcx1FCki+O4yhp7wMima9btFqthkqlwuXlJWZnZ3F8fHyv8xVwd1xdXUl///vfsbCwAJVKBYPBQPlBICfsQwixSCQClUpFhSbP8wAhKSGkRqNBKBSiBxGbNBqN3tswTmazsBcdjUbB8zyi0Sg8Hg/m5ubudb4C7o6TkxPMz8/j5OQEiO8XbsN9+aHVanF1dYVYLIZIJAK1Wp1IUgDgeZ7urshBoVAIHMdBrVbfe+OkBETaHh0d4ePHjzg7O5NKS0sLKv+Rsba2hvn5eQBASUnJZyQlwkUuZO6Dq6srIM4BlUqVoLlV5GSSJOHy8pJ+kJBVkqS0EZQ1K9RqNcLhMABga2sLc3Nz2NraSst5C7gefr9fmpmZwfr6OhCXojqdjpp9hJiSJFH78b6mIAHP8wkbd0J81S3HPRpYf2kgEIDL5YLL5XrqZeUdtre38euvv+Ls7AyIC7BgMPika8oYksZiMSrREZemq6uriEQi6XUrFJAAj8eDjx8/Uq2m1WqfekmZQ1IwpgXHcTg7O4PL5YLP53vqZeUNzs/PJbfbjcPDQ/o7IjyeEhlDUtZFRbwMU1NTmJmZedJ15RN2dnbw4cMHBINBSJIElUpF/eRPiYwhKVHzxF8KAE6nE9PT05DSHUkoAABgt9vxyy+/0GdB8jYeamN0V2QUSYlaIW9vIBDA4uJiwbH/CDg7O5McDgc2Njboc3hqchJkDElVKhU4jqPhUYPBAI7jsLKyguXlZcRisYI0TSP29vawtbUFSZKg1WrBcdyjhcRvQ0aRlA2FkejD/v4+/vvf/97bWVzA9ZAkSXK73Zibm4NaraY2Keu3ZH3aj03ajCEpuXDWWRyNRnF2doaNjQ1sbGw88QpzF8fHx/j111/hdruTCgNBEJ5kXQQZQ9LrUgLPz8+xtLQEh8PxRCvLfbjdboyPj9NYPdFmRHA8tW2aMSSVZ+qrVCqo1WpIkoTt7W04nc7CLj9NcLvdWF1dpXnFcpI+tamVMSQlIG9tLBajrqjj42OsrKxgb2/viVeXewgGg5LD4YDX6wXinhU2E+6pfaTIJJKS7Bfy1rKJLeFwGHa7HdPT04Uw6QNjaWkJHz9+pGmZkGm1AkkZJNs1kh0mALhcLoyPjyfczALuj7m5OUxNTYHjOGg0GuoKxDXP5CmQkSRl315BEKBSqeDz+bCxsZERNy1XcHV1JW1vb8Pj8UAURZoRjweoaXtI8Ao+owhqtTrBwNZoNOA4jiZOy0sPWLLJbwgbfSJpYgaDAU6nE+Pj4w+15LzH1NQU5ubmoNFoIIpiwn1PtmliS4sQf8aSJEEUxaTP8KHwYJJUni0jimJCSfRNjmAlFxQIBHB8fIyFhQX4/f6COL0nTk5OpK2tLbhcLpqWlyrYZ5xOPBhJ5QQkmdty++audo4kSTg4OMD79+8Lu/wHwOHhIRYWFrC6uqr4GFIxKpe26TYN0mKTxjuQgOM4CIKQ1Bmc6oWpVCqcnZ1haWkJbrf7AVebnzg6OsLMzAwuLy9Tjiixmyswzv904UFJShYu3/jgGlKmQlSSNubz+bC0tIRwOFxQ+feA1+uF3W4H7hD2lAuddDv7H4ykpGYfjGpXq9WorKyEwWAAz/MP4nM7Pz/H7OwsdnZ2HmDV+Qmfzyc5HA6aga+k0DLZ832slL4HtUnltorBYEBnZyf6+/vB83xCbTbbeEIJiIF+dnaGubm5Qsb+PbCwsICff/6Z7sqVkFT+vDiOg8FggF6vT/t60+onLS4uRnt7O3p7e6mdeldEo1GqlnZ2drC8vFyIPt0BkiRJs7Oz+PDhQ0IIWglYkgqCgOLiYhQXFz9Y58Xr8GAk1Wq1tPMECXGqVCrU1dXhzZs3aG1tpa4OnU4HxG8O+bx893+TN+Dw8BBut5uW3RagHDMzM8SmpxvbZN1H2Dp7ouojkQh9dlqtFiMjI/j222/v7MJSigcjqTzmHovFoNPp0NLSAqvViqGhIboLDAaDVCqyUY7bwL7JbJeNApTj4uICLpcLkUiEOuJTcQmKogitVguLxYI//vGP6O/vp8RNFx7UJgUTlUCcuMXFxWhra8ObN29QU1NDVcNd3BasVHU6nfjw4QOOj48LKl8hDg8PJafTSXf1uENkiKTztbW14auvvkJdXV32bJxoSxRmBx+JRBCJRFBcXMz19/fDZDJRSchGKpS4QHiepwY+x3Hw+Xyw2+3Y399/qEvIeezu7uLnn3/G/v4+tFotfVZK9grsc1Wr1WhsbERFRQWg0DtwHzz4xom4ngRBgCAI9AY0NzdjYGAAoVCI2jeQ9f+5CdFolL71PM/j6uoKq6ur2N7efuhLyFns7+/j3bt3AFNTphTEbtVoNKivr8fo6ChKSkogCEL2qHvypkUiESpVo9EoNaorKirQ19cHrVabkKBAKkRvQzJzYnNzE3a7vbDLV4BYLCZtbGzQlzrVmDsbAn3+/DlevHgBjUbDiaKYPRsndpeO+M49HA7TLCa9Xs89f/4cAwMDCb62VG8W69c7Pj7Gx48fC933FGBnZychg4xV0UokKun4LAgCzGYzWlpagPhGLGvUvSiKCRdLamVYW6aurg7Dw8PUBiVvoBI/G/GzEqlLJmI4HA4sLy8jGo0WpOkNcDqdmJqaSnC+EzWtZPMkSRIqKipQVFSE9vb2hHB3WVlZGleexgSTQCDwWUSpubkZNpsN9fX1QJxokEUzrotCkXQ/cnPIS7Gzs4P3799nRJlDpuLy8lL6+PEj1tfXcXZ2Ru1L1sySp1OyJSTk+RwdHWFoaAhff/01HWEUi8XS3hryUZ+swWDg6urqUFNTAzA3SYnKl1eTkn+DwSB2d3dpIVkBn+Po6Ajr6+sJ+b2QeWTk0pQ48MnLz/M8ampqMDg4iNraWvo5nuezM1XvJlgsFlitVpq1r9RfKicnMS2urq7gcrmwsrKSxlVnNzY3NzE/P089KwRsV+VkJGW/j0QiaG5uxsuXL6nrifxf1mRBKUVDQwPGxsbQ3t4OpODUZ9u9QHYTNzY2MDExgYuLi4JdKsPR0ZE0Pj6OtbU1qraVbJTYduPkOKPRiJ6eHqjVanrzU3Vl3QWPTlKtVstZLBb09vZCr9enFPFgO0Gzqujo6AhTU1PY3NxM27qzFW63Gz/99BNOT08BhnxgXvRkJJPnTDQ0NGBwcBBNTU0Jn3uMvUB6U6qvQWtrK1paWmhjLEEQFLsxkhXwhUIh7O7uFnJMk8DtdsPlcl2b8aREshLfqM1mg06nSzBAiV88nXbpk2yJa2pq0NnZiZKSEiAFlc9m/pOGZuRN9nq9cDgcCIVCBZUfh8/nk1wuF46PjxNIRHb3bF8DyBJ4CHieh1arRXt7O/r7+z87B8mmSieehKRarZYbHBxEf38/OI6j4/mUglX75Maur69jdnYWR0dHaVp19sHr9WJpaYmqegKWmDepaza8XV1djYaGhs8+QyZ6pxNP5lwcHR3F6OgobdpKWrqwDbPoIuOFX6zhz35P5qBOT0/T2HQB/8vA/89//kPr48kLzYYxSd8ncn/Ze0/C2m1tbfjiiy+S+kOj0ShN90tX/9InI2lxcTG6urrQ2NiYkNoXDocT/KZKVUk4HMb+/j7pcpL3Kv/g4EDa3NzE5eWloti63LVHJKxer0dnZye6u7uh1+s/exjXJU0/JJ6MpBzHcR0dHTAajQiHw9QpzPJLPs78NpycnMDhcODi4iJt684WHB0dweFwpJQbQaYkg7Fbq6qq8OLFC3R0dCQ9RqPR5J4LikVPTw9GR0dpSh9JUpFPi1YCQRAQjUaxsrJSyNiPO/AdDgc1hZSA5/nP/NCtra2w2WzQarVJVRqbdpkuPClJm5ubMTY2hufPn0MURerKSJWgiLtCSMPd//u//8Pl5WXeqvzt7W1pdnaWOvCV3kfWtIrFYigvL4fFYsHz58/TuNrb8aQk5TiOM5lMGBwcBJJEOZjP3fq3yMbg7OwMk5OTn+1o8wnb29uYmJig90Bp2FKevtfS0oKRkRGaa5EMbCl7uvDkqUPPnj2DzWajBjj75qdSl08QDAaxsbGR17H8tbU12pdAbuffBDlJ29vbMTQ0dK2qxyM12n1ykpaWlnJNTU0oKyuDXq9PqLthXU+3gRBcFEW6acjHHNPDw0Npa2sLbrc7wXRKBeQZ1NbWoq2t7cbPsmHWdOHJSQoAnZ2d+Prrr3FxcUF75ZOIEhsduemLVWn7+/uYmprKy7E6k5OT+Pe//w2tVgutVotoNAqdTvfZ/WLr6QkpiVM+FouhubkZHR0dtyY0s1G/dCEjSFpbW4vu7m5UVVUBjPsDdyi5JVWlk5OTebfLD4VCktfrxfb2NkKhEHXU37T7Zk0rtuGxxWLB69evIQjCk7d8zgiS1tTUwGazUdXCqnylJCXHEIIvLy/DbrfnlWOfjF9nQ8M8z9+6cWLtSp7nodFo0NvbC5vNlvY1K0FGkFQQBK67uxtGoxGQRT2U2jtstaogCBBFEdvb23nVimd7exvz8/OUdMTvqbSGCfF7X1lZCaPRmPaYvFJkBEkRj2x0dXWhpKQkQT2lujONRqN0RunKygomJyfzQpr6/X5pcXERc3NztJcBa6vLa8iui7XHYjH09PSQRh5PruqRSSTV6XQYGBhAZ2dnQiw/FZDICiHq0tISfvnllyef6PYYOD09xdTUFDwez2fJzEokIiFvSUkJvvzyy6RpeU+FjCFpaWkpNzw8jIGBgc/aXSsF6Z5CjiWDIPKhy8nOzg6mpqaAuFYhGWIktn7b/SQ7fuK3ZovtnhoZQ1LEHftGoxFqtZpugJQ69NVqNQ2tsmTd39/H+vr6I6z+6RCNRqWtrS0awGB7uZL7glsid4TIRqMRra2tGaPqkWkkDYVCMBqNMBqN9IbKcyGv+2KbRpAHE4lE4PF4MDk5iVgslrN2qdfrxbt373B5eQnETadwOAyVSoVAIEA1kzzcrFKpEprFlZSUoKGhAT09PU9yHdcho0hqMBg4s9kMo9FI3/5QKKS46x7iUoRIU0mScHx8DIfDkdPS1O12Y3FxEVdXVwDTGSZZWY68pJnYraSu/sWLF4+2bqXIKJICgNlsxujoKHQ6HVX5SiIaRPKy7SER9x3Ozs5idnY2ret+KoRCIcnlcmFubg64Jic0FovR6J08TEq0FM/zMBqNePPmTUapemQiSYuKijA2NoaOjg66W2dHW18HttM0ZKpsa2sLS0tLOanyT05OMDU1hZOTE4AhZrIqUHmcnU3oUalUMJvNaG5ufuQruB0ZR1KO47ju7m50d3fTMJ0SyGvJWWlxfn6Ozc1N+iBzCfPz83j37h2NwRNNolarP9MqYO4TSTQnkpQ0k8tEl3LGkRTxMKnZbKYRE6U1NKwnIBaLUVdMJBLB+vo6FhYW0rzyx8Xe3p40NzcHt9tN7U+204u8+zZ7H9mBxXq9HjabDUNDQ1CpVBml6pGpJDUYDLDZbDCbzVQlKQFRZ+xQLPJgnE4n3r17h5OTk8wTFXeEz+eDw+FAIBD4LGBBfiZklGskNtJUX1+Pr7/++to6pqdGRpJUq9Vy/f39sFqtKRd6EfuKSFUiYTweDxYXF3OqSG9/fx8ul4uSlPiX2QQdYpfL7VFCUK1WSzWXwWDIOCmKTCUpADQ1NeHFixdJO78RRz2RBnIXFRv7Z+1aj8eTM9Gn09NTyeFwYHJyElqtlpo18knK7PWzXhLy8oqiCKvVitevXz/RldyOjCWpVqvlmpqa0NXVBchsLfnsJyXViiqVCpubm5iens6J4blbW1t49+4dgsGg4qTjZGZTZWUlmpqa0l6ndB9kLEkBoLu7Gy9fvqQ1+fIbyUZSbgPHcXREzO7ubhpX/TjY2dnB5OQkcIdMMfZ7o9GI/v7+hHaOmYaMJmlbWxtGRkZQVFREN0HsDjWVt5/sdu12O6amphAMBrNWmkqSJG1tbcHn8wHx4sPbwN4rnuchiiL0ej16e3thtVrTut77IqNJqtVquWfPnqG+vp6SjC3QS7UATKVSYX9/H7Ozs2kf2ppOkBouMpdACeQJO5Ikobq6Gv39/XSSSKYio0mK+MSSuDr6zB4lak5p68hIJIKLiwu43e6s3eVfXl5KU1NTGB8fp8kjSmxSNiJH8iJaW1vx/PnzjAuDypHxJK2ursbr169RV1eXkLzL+kKVgDwHURSxubmJ9+/fQxTFrFP5Pp8Pb9++pZWwKpVKUbBDfp8MBgP6+vpgsVjSttaHQsaTtKGhgevv70dDQwOKi4vp75MNKLgJbLh0Z2cHb9++TXsPo3Rgd3cXs7OzNOOJlYy3gWxA1Wo1amtrYbFY6OyCTEbGkxQATCYTvvnmG/h8PtrYVRRFap+ShF3uhjlQkUiE+lrX1taysn25JEmS0+nE4uJiQuGhEvta3te1p6cHv/3tbzNe1SNbSGowGFBVVYXS0tKE8N9davIJtra2sm7c49HREZxOJwKBQIL2UCJJCUlJFWlDQ0PCqJtMRlaQtLS0lDOZTDCbzQ/2Nzc2NmC327Oqx/7q6io+fvyIi4uLhHh8KiXLarUaVVVVsFqtqKysTPuaHwJZQVIAGBwcxPDwMCAb85hKixeSsa5SqbC3t4ePHz/C7Xanbc0PCVEUaXIzm46ndCId63qyWCz46quvbmxElknIGpK2tLSgp6eH1uWn2nKQ3QELgoBgMIiZmZmsSd8LhUJYW1vD4eHhZ/+ntKEbIfTg4GBW7OoJsoakPM9z7e3tCelk8kZlNyEZocnMzWzI2N/Z2SHVBVR7RKNRxR4K0ougsrISJpMpqwYGZ89K42HSoaEhaDSaz0ofboM8bs3zPK6uruBwOHB8fJzmld8Pl5eX0vT0NGZnZxNS8VIB8YBYrVZYLJas2NUTZBVJ6+rqYDabUVpaCo1GkzQF7SYIggCdTkcrSi8uLjA7O4vFxcWMlqahUAh2ux2rq6uArBOevCz5OvA8T5PJu7u7077mh0RWkbSmpoZ78eIFent7E/JMk6k8ea8jlUpFfas8z9Nw4uHhIX7++ee0z2y/D+bn5/Hjjz9Cr9fTfqDEP0xCxWxzMnn9Ekl4bmlpwdjYGMrLy5/6klJCVpEU8Q1UR0cHQqEQvfk6nU7x8aRpBLHRfD4flpaWMtaxHwwGpb29Pezt7dHJgfIse5LwTL4n1wYmbMpxHFpbW9Hb25uRdUw3IetIWl9fj6GhITqXFArDonKTgPwcCARgt9sztpfp9vY2Pn36hP39/WuvU96ZhO2kR36v0+nQ19eX8RlPyZB1JNXr9dzIyAiGh4ep2lYy8Y2VLCR+TWy53d1dTE1NZWRm1MrKCt6+fYtgMJhQs0Ugn9IiH4pB7G+j0YjXr19nZMnybcg6kiKesf/ll18C8XJcJWBHactT/shYnUxrxROJRCR2kgqxO0mptjz7KVkNE+KE7e3txZdffpnRGfjXIStJWlpaCpPJBIPBkFImE/EGEIlDQovhcBiLi4uYmJjIqIklJycnWF9fpx1c5H5h1oskb5fJdsmuqKhAS0tL1m2YCLKSpGq1mmtpacHg4CBCoZCifEp2R5ys5Pfo6AiTk5O0M10mwOl0YnZ2NuHlImArE9j+TwRErWs0GrphSvcom3QhK0mKeMnzq1evAIW1TqRpF9tJjj02FotlVMb+2dmZ5HQ6sbS0RLOceJ5PaOImn6gsbyuOeF19Q0MDxsbGslLVI5tJWltbC6vVCrPZTFU+m+lznX0GJkEF8aQT8r3X68WPP/6YEbv8g4MDjI+P4+DggK43GAzSyBFr5oiiSAcAGwwGgOneYjAY8M033zz5fND7IGtJWlpayrW1taGrqyuhFU+yunwl8f1wOIyDgwM4HI6kSRyPDY/Hg+XlZcW7cSJtWfJGo1E0NTXBZrNlnW+URdaSFHGV39XVdW38PpV8S8Sl19TUFJaXlx98rakgGo1KLpcLLpcrQcXfBkEQqDuOSNKurq6slqLIdpJWVVXBbDajvLwckiRRvymLVEp+Y7EYNjY2yAjuJ1P5Ho8Hs7OzOD09TWi1fhNUKhX9HNkMNjY2YmxsLKE2LBuR1SQ1GAzc8PAwRkZGkqbtpcIzQu7T01Osra096S7f4XDg06dPCAQCigIVkO32BUFALBZDV1cX3rx5g9LS0qxV9ch2kgJAe3s7bDYbtUuTuWKUqEtiy11dXWFxcfHJkqElSZLsdjucTmdCP3sFxwFxlxO5FpLnkO3IepKWlJSgq6sLtbW1CVWTqeZckoccDAaxsLCA8fFxRCKRR1f5a2trmJ+fh9/vB+IEVXIt7NjFcDiMyspKdHd3p5R8k6nIepLyPM81NTWhvr4eRUVF9Pes9FRq0xH7j8xEemzndzgclmZmZrCyskI3gxqNRpHKJyQlUtRkMqGvrw86nS6rVT1ygaQA0Nvbi++++w5+v58mVoiimCCBbqvLZzsfa7Va7OzsYG1t7VGvIxwOw263Y3x8nK6RNIGQ47rr4TgOer0eVqsVfX19j7b2dCInSGowGGCxWGA0GpNGXZSGTQkuLi7g8XjgdDoftRWP1+uFx+MB7tBTAHF7lESYvvrqq4wavXgf5ARJS0tLuZ6eHjrJTZ5soTRsys4l3d7exvv37xNmx6cTkUhEWlxcxPLyctJYvRIQbdDe3o5Xr15lbHvxVJETJMX/ekZRpzXp0kGgxCZls6IQH6szMTGBzc3NNK76/+Pi4gLT09NYWVmhUj2VzR9bHtPT05M1jR+UIGdIWlZWBovFgvr6eppMQpCKRCJZUpIkYX19Hevr64/i2Pd4PJibm8PBwUFClhYUrp848BsaGvD69euszXhKhpwhqcFg4AYGBjA4OAjISkqUSCR5B2lJkuD3++FwOK7dvDwklpeXaTUoQSrvBond9/T0wGazoaSkJCdUPXKJpADQ2dmJsbGxhD6mSjtCkypMME0XAoEAJicn0+7YPz09lZaWlmgvf6IFSMaTErLGYjEUFRVhcHAQDQ0NaV3vYyOnSFpWVobOzk4YDIaEenSlqo+1Y0nfT4fDgbm5ubTW5Z+fn8Pr9eLi4iLhpVLanQXxnX1FRQU6OjoU1eFnE3KKpBzHcQMDA3jz5g0d23id+0lel0/KSNikYkmScHh4iJmZGcWNau+CX375Bd9//z30en1CIR2YsC6pp2f7CLCN28LhMPr7+7OyZPk25BRJES957u/vR319PZDCDvm6bijRaBR7e3vUf/nQOD09ldbW1uD3+xNs32SbJVayElOAZOhXV1djeHg451Q9cpGktbW1nNVqRXNzc0IUSSmIj5UNM66urmJycjItu3y32435+Xmcn58nDKxlSUokJ3GRkfWxn2ttbcWbN2/oy5lLyDmSIj5Ai5UoSvt3giEEm0hNHPsk6eOhcHl5KTkcDiwuLiaoeTaoAJlNLS+NIRLVaDTCZDJBEIScUvXIVZLW19fDZDJRG0/pCB3EJae84cLp6SkWFxcfvBUPqVB1u91UdZMXJFmxIGRSlhQVVlRUoL+/P2tLlm9DTpK0rKwMw8PDtEhPyaaHTXVj50Sxw3MdDseDxvI9Hg+mp6dpD3wShJDXaMk7k7DrU6vV6OjowIsXL1J6GbMJOUlSQRASHPtKQNQmmJaKrEQ7PDzExMTEg8byd3Z24HA4bjVH2LWRNREvhFarhcViweDgYNa0F08VOUlSxDcSnZ2d0Gg0ihN/iSRiY/9EWvn9fiwtLT0YSf1+v3RwcIC9vT2AsTXZF0Wu5iHraYW4f7SlpSVnMp6SIWdJWlRUxLW1taG8vPyzmaTy/vkExCyIRqM0WYMdLTM9Pf1gdfmrq6v44YcfqAuJ7YxH1Dt7GtL/iRCXJDe3tbVheHg4KxuRKUXOkhQAzGYzVfksGdgQKHn4tyEcDuPo6Agej+feXU5CoZC0tLSEhYWFBNV9E9j+VcQU0ev16OrqQktLS8458FnkNElNJhNev36N4uLiBLcNW5yndPdPuoasrq5if3//XusiGfhk2JnSunrE1T2p5aqursbLly/x7Nmze60n05HTJDUYDFx/fz8aGxupxGTJmsoQXUJkMjbxPt33dnd34XQ6E6T5bWBNAeL0b21txejoKCorK3NWiiLXSYp4WW9nZydV9UQKiaJIiaeEJCQPYGNjA+/evbuzyr+8vJQmJiawuLiYcgIM2VyRtVssFnR1dd1pHdmEnCdpbW0tBgYGaCXpXZOhiVkQCAQwNTV1Z8c+GQW+urpK18KmFt4EVgu0trZieHgY1dXVd1pHNiHnSVpVVQWbzQaTyQQw05qRggQD08aG4zhsbm5icXHxTuux2+348OFDwm5eaRKMKIqU2GazGVarFTzP57SqR/AV2McAAAqvSURBVD6QVK/XcyaTCd3d3XSHLFezSkhCNk4ajQbHx8dwOp3Y399PyS4NBALSwsICVldX6VQQtVpNp4oohUajQVtbG1pbW1M6LluR8yRFvBXPF198QXfRrATleZ5GdNgveb4pcf2Ew2H4/X7Mzc2lPDx3Z2cHXq8XoVAIsViMSsZku3v5elgPRG1tLerr61FXV3ev+5ItyAuS8jzPdXR00E0Gm/meigtKkiRqP87NzcHhcCAYDCqWpnt7e5ifn6c/E1eYkgx84p0g7cWzvedoKsgLkgLAs2fPMDo6Cp7nE0hBiHob5LVGa2trWF1dVbzpOTo6khYXF/Hp06eE36dStsxxHEpKStDb24sXL14oPi7bkTckJY7v2tpaSgwiQZVIMuIJCAaD1ETY3t5W3BX67OwM09PTOD8/BxhyKq1jIv1TS0pKYLVaUVZWpui4XEDekLSyspIbHh5Gd3c3tQFJWxqlYL0CHMfB4XDgw4cPilT+7u5uQtUp8dey01BuO7dKpUJLSwuGh4ezasryfZE3JEU8GcNisVCSplJcF41GqeQlNu3a2ho+ffp0a3Wm3++XZmdnsbW1RTOy5KmBSs5fXV0Nm80Gs9mseN25gLwiaXl5OXp6elBVVQXESaq0kzLiMXcw+abn5+dYXV3F6enpjcd5PB78+uuvODs7QygUol6CVFR+LBZDe3s7zUXIJ+QVSbVaLdfR0YHGxkY6QPe6oRByyGvyESeX1+uFy+W6MX3P6/XCbrfT0hTyt8huXSkaGxthMpnyStUj30gKACMjI/j9739Py4eVllyQ+D672VKpVNjc3MT3339PRyvKIYqitLq6isXFRYRCIVojT/4mOy0EspeG/Z1er0d1dTWMRuM970D2Ie9IWl5ejsbGRqrylZI0Wae7SCQCv9+P9fV1uFyupMd5PB4sLS2ldA7WLUb+7ejoQH9/f0qSN1eQdyTleZ5rb2+nc9+TDYNIBnlnEYKzszM4HI5rZz8tLy9jcnLy1r8vNzlI2BTx6gGz2YxXr17lnapHPpIU8bp8i8WSMJzrNsglG0sij8eTtEWk3++XFhYWFElS+cxTdqCDwWBAR0cHuru7U7nMnEFekpQkCzc2NiYknCgBm3vKzn5aWlr6LGPf6/XC4XDg5ORE0d9m7VF2fmhVVRWePXuWd7t6grwkaVFRETcwMEA7QysJi8rT+0hDNDKY1m63Y3p6OkGaut1ubGxsKFqTvBcVsUvVajXMZjN6e3vzUtUjX0mK+EaETOdQGruXf89Kvo2NDYyPj1MS+/1+aXl5WXGmFFtzBeZlIEMa8s2BzyJvSVpTU4POzk4UFRWlVAiHuL1IiEoG1Pp8PiwvL9Nxj/v7+3C5XPB6vYr+pnxYL5nh1NjYiKGhoZyvY7oJeUtSnU7HDQ4OYmRkhNp+JHeUdUuRDQwbFSLhVOLzJFn2l5eXWFlZAQCsrKxgYmIioSUOQTKtLYoidDodjeVHo1GEw2EMDw/DZrOl8U5kPvKWpGBi+RqNJqGSVD4zXmmZyc7ODt69e4fT01MpGAzC4/FAFEXFc6TIeUhaYEVFBRobG2EwGO58jbmA3OxwpRD19fUYHByETqdDMBhMsAtJA4ZUOoPs7Ozghx9+QFNTE+x2O22hwxLwJhB3GEk+efbsGbq7u3OynWMqyGuSqtVq7u3bt1JzczP8fv9nlaRKZ80TnJ6eYnZ2Fv/4xz/g8/loVz4lJdNsvVUsFoPBYIDVaqUD1PIZea3uEc/Yf/36NfWVyjcwSDG+f3Jygp9++gkzMzPQ6/WKp4eQc5NzVVZWYmRkBJ2dnXe4qtxC3pO0rq4O33zzDZqbm+nviDRLJd+TTTwJBALUfFDa6wnMRgzxgIPJZMrZdo6pIO9JqtFoOJPJRJOh2ca5BErsSdbJj3i8PRgMAik0oSDH6nQ6WK3WvMx4Soa8JynimVHt7e2fZRgRcilNStbpdAnN0EhEKhV1r1Kp0NTUhIGBgZycJHIXFEgaj+qMjY2hra0NgiDQTiVsychtdfmIF+mB6W8KZrBusrlR8nn1xMzo6enBt99+m/e7eoICSePty3t6emiPfeJ+QlwaPkYvelKBqtPp0NLSQisHCiiQlMJkMmFoaChhh83mcz4GJElCZWUlzGYzbbBWQIGkFEVFRVxnZycqKyupDUrUcCrFencF68Dv6+tDUVFRQdXHUSApg9bWVvT09ND+TKxtmm7EYjFUVlbCarXSFMIC/ocCSRm0tLTg1atXNJYfjUYfdeJxfX09rFYrKisrH+2c2YACSRnU1tZidHSUDEoAmKrQdEOtVlNJXnDgJ6JAUgY6nY5rbW1Fc3MzBEGg0jTVfNO7oKysDE1NTWhra0v7ubINBZLK0NzcjMHBQYRCoZTnkt6GZGQn7q7W1lb8+c9/VjwYLZ9QIKkMxcXFMJlMdOxMNBp9sI0Tmy9KJjFzHAdBENDW1ob6+nqUlZUVVL0MBZLKUFxczNlsNlitVhrLTwdIMnUkEoFWq0VfX18hDHoNCiRNgq6uLjI7HkhxGNh1IKHUZMkmjY2NGBwczNuS5dtQIGkSlJSUoKWlBRUVFQ/2N+UdUIjHgMyq7+vrK+zqr0GBpEnAcRxnNBrpWJ1U+pheB7aXFEk6wf8iXTCbzWhvb7/3OXIVBZJeg+7ubnz55ZcoLy9/kL93XQJ1eXk5LQYsIDkKJL0GjY2N6O/vfzCVL/cQqNVqlJSUoKmpKa+7kyiBCkx1JOkfT2Zwkg2D0lHX8r6agiA8iiM8HeA4jjOZTHj58iUQvwckF1QQhIRe+0r67hMOEtMhGo3S0pVsduCT61GpVElzZJWC53lEIhEIgkDTI6n9Tj5EuroRUoXDYfr2K/ETkhaKPM/Th3Z1dfUoGUTpQk1NDXp6elBdXZ1Q8RkOhxOa5l7XQJcFz/MQBAGCIFCHfUVFBcbGxlBaWpq1UrSkpIT2epWTMxWysk2KSW4tua8J6j4cDkOr1VKiErIpsZcMBgM0Gg0ikQjNUBcEIattrfr6es5ms6GjowNgiEagVqsT3vibIIoi/SKh1u7ubgwMDKT1GtINn8+Hg4MDKuRINxd51cJtIPc1EAggEonAYDDQMUAqxEU1+VAoFPpMgiopRGOlJomopNL/M1PR1dUFi8UCxN92tsUOie2n8iBINxK9Xo+Wlpas707S1NSEmpqaO6t5AnJfSW+ti4sLHBwcAISkgiCguLiYSgXWvkCcrHJ7I5n9wc7uJA8v2zPMq6qqMDIygtra2gQpSlQS6/+86UsQBIiiiKurK4iiiL6+Pvzud79LaY5UJsLn8+Hw8DDhWsnMqdvuifwYxAWBWq1GVVUVSktLAdLBRKPRYHd3FwaDgTJao9FQCUrU+E0gyRiiKFJR3dvbm/VDWktKSriJiQmpra0NGo0GPp+P3lT2Xt2mMci4yJKSEhQXF+M3v/kN+vr6sn5Xr9fr0dTUhOPjY/o7uWZRomm0Wi1CoRB4nsfz58/R3t5ObXUO/2OvpFarcXp6CpVKhUgkAr1eT6sllRSjkTcnEAhAEATqtNZqtVn/IPx+v0Tso0AgQDULKflQYpcGAgHo9XpotVpcXV1BpVJBp9Nl/b2JRCLS2dlZUo2ZSt7D1dUVSktLoVKpEAgEoNVqwfN8Vt+bAvII/w+rJA7i/hDMMgAAAABJRU5ErkJggg=="},{"id":"60d44279-3514-4b11-a357-b577b2fa9d08","height":30.76,"width":22.89,"perimeter":176.19,"area":303.82,"image":"data:image/png;base64,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"},{"id":"974590ed-02cc-4f26-8222-613a2c065578","height":30.76,"width":25.39,"perimeter":102.78,"area":700.37,"image":"data:image/png;base64,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"},{"id":"1f4dc87d-35db-4fa2-bb8b-58f5bd1e26d6","height":30.76,"width":28.61,"perimeter":118.28,"area":347.87,"image":"data:image/png;base64,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"},{"id":"dd9ea6bc-fc00-41f8-8aa4-bedbc92e927c","height":30.76,"width":28.61,"perimeter":118.18,"area":347.88,"image":"data:image/png;base64,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"},{"id":"b58028e1-accd-490a-bf9c-0dc6271fa45e","height":31.83,"width":27.18,"perimeter":159.51,"area":261.95,"image":"data:image/png;base64,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"},{"id":"6c203316-c32d-440d-ba43-37157cc998ec","height":31.83,"width":24.5,"perimeter":180.24,"area":301.86,"image":"data:image/png;base64,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"},{"id":"c81fa33c-ec4b-47ab-890d-1a7979fd2f23","height":31.83,"width":27,"perimeter":158.9,"area":262.03,"image":"data:image/png;base64,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"},{"id":"159da72e-1613-4c8e-a5b0-1f951da4eccc","height":30.76,"width":22.89,"perimeter":176.17,"area":299.04,"image":"data:image/png;base64,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"},{"id":"7f88f690-e6a5-4800-ac4e-4fd687674728","height":30.76,"width":19.31,"perimeter":99.3,"area":171.51,"image":"data:image/png;base64,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"},{"id":"5687230b-2f5b-4dc6-bc76-8a68beb674d5","height":30.76,"width":23.25,"perimeter":105.25,"area":633.9,"image":"data:image/png;base64,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"}],"no_of_letters":17,"perimeter_of_sign":205.58,"nested_area":91.4,"occupied_area":39.17,"avg_char_height":31.011176470588232,"widthOfSign":"203.67","otherDimensionOfSign":139.3,"width_of_smaller_line":20},"timestamp":"2026-04-03 06:02:40"} 
[2026-04-03 06:02:41] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"203.67","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1375,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"203.67","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":139.3,"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":17,"perimeter_of_sign":205.58,"nested_area":91.4,"occupied_area":39.17,"avg_char_height":"Greater than 24 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\"},{\"id\":\"1f4dc87d-35db-4fa2-bb8b-58f5bd1e26d6\",\"height\":30.76,\"width\":28.61,\"perimeter\":118.28,\"area\":347.87,\"image\":\"data:image\\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKQAAACwCAYAAACB8sXMAAAABmJLR0QA\\/wD\\/AP+gvaeTAAAgAElEQVR4nO1dfXAU5f3\\/7t7t7d2FvAfCu4LKaykVCooV8AVLlVeRlyqD4ttQrVOnYzu1rZ220850ph1bq7W2KFKrIIIQQVQEY0UQqKAC8v4SBIUkAgl5v9vb3c\\/vj+Z5fs9u7pJ72SR3yX5mdpJcdvd29\\/nu9\\/2FyIWLNILU2ReQLgAAIqLa2lrKysoij8dDTU1N5PP5SJJaf0yyLLf6\\/1AoRH6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\"},{\"id\":\"dd9ea6bc-fc00-41f8-8aa4-bedbc92e927c\",\"height\":30.76,\"width\":28.61,\"perimeter\":118.18,\"area\":347.88,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"6c203316-c32d-440d-ba43-37157cc998ec\",\"height\":31.83,\"width\":24.5,\"perimeter\":180.24,\"area\":301.86,\"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":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"203.67","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"203.67","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":139.3,"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":17,"perimeter_of_sign":205.58,"nested_area":91.4,"occupied_area":39.17,"avg_char_height":"Greater than 24 inches","width_of_sign":"203.67","width_of_smaller_line":20,"other_dimension_of_sign":139.3,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"Simple","uv_printing_needed":"Yes","quotationId":1375}},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"24.63793"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"403.852728"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"6.47577"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"45.5955882"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":34.27375},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":355.68127200000004},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"7.312"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"349.2394"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"2.295"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"11.8405"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.018656692291600004},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":18.656692291600002},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.001481775414166667},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":1.4817754141666668},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.01413385779666667},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":14.13385779666667},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.029048507106667"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"29.048507106667"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.01409816254"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"14.09816254"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0188768228"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"18.8768228"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.0015061821866667"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"1.5061821866667"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":19.56040002715341},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":68.55000000000001},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"69.464"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"9.5603347221737"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1403.7618883629204,"totalDenseWeight_before_formula":155.59458672230946},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1544.1380771992126},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":17,"totalDenseWeight":171.15404539454042},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":17,"sign_depth":"1"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":24.32,"height":30.76,"depth":"1"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":28.61,"height":30.76,"depth":"1"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":24.5,"height":30.76,"depth":"1"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":19.31,"height":30.76,"depth":"1"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":24.32,"height":31.29,"depth":"1"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":29.5,"height":30.76,"depth":"1"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":22.89,"height":30.76,"depth":"1"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":25.39,"height":30.76,"depth":"1"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":28.61,"height":30.76,"depth":"1"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":28.61,"height":30.76,"depth":"1"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":27.18,"height":31.83,"depth":"1"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":24.5,"height":31.83,"depth":"1"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":27,"height":31.83,"depth":"1"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":22.89,"height":30.76,"depth":"1"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-15","width":24.14,"height":31.29,"depth":"1"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-16","width":19.31,"height":30.76,"depth":"1"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-17","width":23.25,"height":30.76,"depth":"1"},"timestamp":"2026-04-03 06:02:41"} 
[2026-04-03 06:02:42] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775196162_c3d8d128ee5db34f2dfedbca2e406f2f","bins_packed":[{"bin_data":{"w":22.1,"h":32.13,"d":29.8,"id":"unique","used_space":82.627,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":32.13,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/2b940fb5e36b993d1fe59ec89c09d379/1775196162-2335-2307533.svg","items":[{"id":"item-6","w":29.8,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/2b940fb5e36b993d1fe59ec89c09d379/1775196162-2321-6807433.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":28.91,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/2b940fb5e36b993d1fe59ec89c09d379/1775196162-2323-4240201.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-9","w":28.91,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/2b940fb5e36b993d1fe59ec89c09d379/1775196162-2325-9477537.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-10","w":28.91,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/2b940fb5e36b993d1fe59ec89c09d379/1775196162-2326-4732160.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-11","w":27.48,"h":32.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/2b940fb5e36b993d1fe59ec89c09d379/1775196162-2326-8287895.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-13","w":27.3,"h":32.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/2b940fb5e36b993d1fe59ec89c09d379/1775196162-2327-3552348.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":25.69,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/2b940fb5e36b993d1fe59ec89c09d379/1775196162-2328-4993041.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-12","w":24.8,"h":32.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/2b940fb5e36b993d1fe59ec89c09d379/1775196162-2328-9735983.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":24.8,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/2b940fb5e36b993d1fe59ec89c09d379/1775196162-2329-1047293.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":24.62,"h":31.59,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/2b940fb5e36b993d1fe59ec89c09d379/1775196162-233-9319497.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":24.62,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/2b940fb5e36b993d1fe59ec89c09d379/1775196162-233-3745375.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-15","w":24.44,"h":31.59,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/2b940fb5e36b993d1fe59ec89c09d379/1775196162-2331-9113896.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-17","w":23.55,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/2b940fb5e36b993d1fe59ec89c09d379/1775196162-2332-9762612.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":23.19,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/2b940fb5e36b993d1fe59ec89c09d379/1775196162-2332-4254610.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-14","w":23.19,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/2b940fb5e36b993d1fe59ec89c09d379/1775196162-2333-5818666.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":19.61,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/2b940fb5e36b993d1fe59ec89c09d379/1775196162-2334-8940230.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-16","w":19.61,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/2b940fb5e36b993d1fe59ec89c09d379/1775196162-2334-9055861.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-04-03 06:02:42"} 
[2026-04-03 06:02:42] local.INFO: Box added from packed bin {"data":{"length":29.8,"width":22.1,"height":32.13,"denseWeight":171.15404539454042},"timestamp":"2026-04-03 06:02:42"} 
[2026-04-03 06:02:42] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":31.8,"width":24.1,"height":34.38},"quantity":1,"denseWeight":171.15404539454042}],"cheapestShippingCost":1724.84802670868,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":31.8,"width":24.1,"height":34.38},"denseWeight":171.15404539454042,"volumetricWeight":86.5,"higherWeight":171.15404539454042,"quantity":1}],"totalHigherWeight":171.15404539454042,"DS":0,"rate":2243.761858753988,"tariffAndDS":2243.761858753988,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3803.26762105493,"totalShipmentCostFormula":"((tariffAndDS (2243.761858754) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 3803.27","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":31.8,"width":24.1,"height":34.38},"denseWeight":171.15404539454042,"volumetricWeight":86.5,"higherWeight":171.15404539454042,"quantity":1}],"totalHigherWeight":171.15404539454042,"DS":0,"rate":1252.957612288036,"tariffAndDS":1252.957612288036,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2205.6948540532294,"totalShipmentCostFormula":"((tariffAndDS (1252.957612288) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2205.69","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":31.8,"width":24.1,"height":34.38},"denseWeight":171.15404539454042,"volumetricWeight":86.5,"higherWeight":171.15404539454042,"quantity":1}],"totalHigherWeight":171.15404539454042,"DS":0,"rate":1609.84802670868,"tariffAndDS":1609.84802670868,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1724.84802670868,"totalShipmentCostFormula":"(((tariffAndDS (1609.8480267087) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1724.8480267087","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":31.8,"width":24.1,"height":34.38},"denseWeight":171.15404539454042,"volumetricWeight":86.5,"higherWeight":171.15404539454042,"quantity":1}],"totalHigherWeight":171.15404539454042,"DS":0,"rate":1114.75,"tariffAndDS":1114.75,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1982.8489000000002,"totalShipmentCostFormula":"((tariffAndDS (1114.75) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1982.85","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx 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[2026-04-03 06:02:42] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-03 06:02:42"} 
[2026-04-03 06:02:42] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-03 06:02:42"} 
[2026-04-03 06:02:42] local.INFO: Final API Response {"data":{"sign_width":"203.67","sign_height":139.3,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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IP65.","sequence_no":7},{"material_id":8,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":9,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":10,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":10},{"variable_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":13,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":14,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":14},{"variable_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":15},{"variable_id":22,"dense_weight_expression":1.478,"result":"50.64","sign_material":"Power Supply 20A-(10A+10A)","description":"Power Supply 20A–(10A+10A) UL Certified","sequence_no":16},{"material_id":17,"dense_weight_expression":2.295,"result":"11.8405","sign_material":"Wire 18g UL UL Certified Red & White China","description":"18 AWG Wire Gauge (Red & White) - UL Certified","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.018656692291600004,"result":18.656692291600002,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.001481775414166667,"result":1.4817754141666668,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.01413385779666667,"result":14.13385779666667,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":28,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":30,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":31,"dense_weight_expression":0.029048507106667,"result":"29.048507106667","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.01409816254,"result":"14.09816254","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.0188768228,"result":"18.8768228","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.0015061821866667,"result":"1.5061821866667","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":19.56040002715341,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":68.55000000000001,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":69.464,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":9.5603347221737,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":171.15404539454042,"result":1544.1380771992126,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"203.67","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"203.67","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":139.3,"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":17,"perimeter_of_sign":205.58,"nested_area":91.4,"occupied_area":39.17,"avg_char_height":"Greater than 24 inches","width_of_sign":"203.67","width_of_smaller_line":20,"other_dimension_of_sign":139.3,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"Simple","uv_printing_needed":"Yes","quotationId":1375},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1375},"timestamp":"2026-04-03 06:02:42"} 
[2026-04-03 06:02:42] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 06:02:42"} 
[2026-04-03 06:02:44] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-03 06:02:44"} 
[2026-04-03 06:02:44] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":139.3,"sign_width":"203.67","dimensions":[{"id":"22cdb6db-e941-46e7-85b5-ae353e1ce668","height":30.76,"width":24.32},{"id":"90916034-f6d5-47d8-83bc-83750eb24eea","height":30.76,"width":28.61},{"id":"64a093c8-82ae-474d-b4fb-07d649da3fe1","height":30.76,"width":24.5},{"id":"61229b50-8172-4c60-8989-ba0ffd274c24","height":30.76,"width":19.31},{"id":"6f9030b0-4e04-4e68-8c64-0fc5dfa6652e","height":31.29,"width":24.32},{"id":"c76b0126-9560-440f-acd6-d3a6d2e06646","height":30.76,"width":29.5},{"id":"60d44279-3514-4b11-a357-b577b2fa9d08","height":30.76,"width":22.89},{"id":"974590ed-02cc-4f26-8222-613a2c065578","height":30.76,"width":25.39},{"id":"1f4dc87d-35db-4fa2-bb8b-58f5bd1e26d6","height":30.76,"width":28.61},{"id":"dd9ea6bc-fc00-41f8-8aa4-bedbc92e927c","height":30.76,"width":28.61},{"id":"b58028e1-accd-490a-bf9c-0dc6271fa45e","height":31.83,"width":27.18},{"id":"6c203316-c32d-440d-ba43-37157cc998ec","height":31.83,"width":24.5},{"id":"c81fa33c-ec4b-47ab-890d-1a7979fd2f23","height":31.83,"width":27},{"id":"159da72e-1613-4c8e-a5b0-1f951da4eccc","height":30.76,"width":22.89},{"id":"dec6f501-d704-46be-bf62-6c410e5d6a29","height":31.29,"width":24.14},{"id":"7f88f690-e6a5-4800-ac4e-4fd687674728","height":30.76,"width":19.31},{"id":"5687230b-2f5b-4dc6-bc76-8a68beb674d5","height":30.76,"width":23.25}]},"timestamp":"2026-04-03 06:02:44"} 
[2026-04-03 06:02:44] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-03 06:02:44"} 
[2026-04-03 06:02:44] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":139.3,"sign_width":"203.67","dimensions":[{"id":"22cdb6db-e941-46e7-85b5-ae353e1ce668","height":30.76,"width":24.32},{"id":"90916034-f6d5-47d8-83bc-83750eb24eea","height":30.76,"width":28.61},{"id":"64a093c8-82ae-474d-b4fb-07d649da3fe1","height":30.76,"width":24.5},{"id":"61229b50-8172-4c60-8989-ba0ffd274c24","height":30.76,"width":19.31},{"id":"6f9030b0-4e04-4e68-8c64-0fc5dfa6652e","height":31.29,"width":24.32},{"id":"c76b0126-9560-440f-acd6-d3a6d2e06646","height":30.76,"width":29.5},{"id":"60d44279-3514-4b11-a357-b577b2fa9d08","height":30.76,"width":22.89},{"id":"974590ed-02cc-4f26-8222-613a2c065578","height":30.76,"width":25.39},{"id":"1f4dc87d-35db-4fa2-bb8b-58f5bd1e26d6","height":30.76,"width":28.61},{"id":"dd9ea6bc-fc00-41f8-8aa4-bedbc92e927c","height":30.76,"width":28.61},{"id":"b58028e1-accd-490a-bf9c-0dc6271fa45e","height":31.83,"width":27.18},{"id":"6c203316-c32d-440d-ba43-37157cc998ec","height":31.83,"width":24.5},{"id":"c81fa33c-ec4b-47ab-890d-1a7979fd2f23","height":31.83,"width":27},{"id":"159da72e-1613-4c8e-a5b0-1f951da4eccc","height":30.76,"width":22.89},{"id":"dec6f501-d704-46be-bf62-6c410e5d6a29","height":31.29,"width":24.14},{"id":"7f88f690-e6a5-4800-ac4e-4fd687674728","height":30.76,"width":19.31},{"id":"5687230b-2f5b-4dc6-bc76-8a68beb674d5","height":30.76,"width":23.25}]}},"timestamp":"2026-04-03 06:02:44"} 
[2026-04-03 06:02:44] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-03 06:02:44"} 
[2026-04-03 06:02:44] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-03 06:02:44"} 
[2026-04-03 06:02:44] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-03 06:02:44"} 
[2026-04-03 06:02:44] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-03 06:02:44"} 
[2026-04-03 06:02:44] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-03 06:02:44"} 
[2026-04-03 06:02:44] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-03 06:02:44"} 
[2026-04-03 06:02:44] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"22cdb6db-e941-46e7-85b5-ae353e1ce668","height":30.76,"width":24.32},{"id":"90916034-f6d5-47d8-83bc-83750eb24eea","height":30.76,"width":28.61},{"id":"64a093c8-82ae-474d-b4fb-07d649da3fe1","height":30.76,"width":24.5},{"id":"61229b50-8172-4c60-8989-ba0ffd274c24","height":30.76,"width":19.31},{"id":"6f9030b0-4e04-4e68-8c64-0fc5dfa6652e","height":31.29,"width":24.32},{"id":"c76b0126-9560-440f-acd6-d3a6d2e06646","height":30.76,"width":29.5},{"id":"60d44279-3514-4b11-a357-b577b2fa9d08","height":30.76,"width":22.89},{"id":"974590ed-02cc-4f26-8222-613a2c065578","height":30.76,"width":25.39},{"id":"1f4dc87d-35db-4fa2-bb8b-58f5bd1e26d6","height":30.76,"width":28.61},{"id":"dd9ea6bc-fc00-41f8-8aa4-bedbc92e927c","height":30.76,"width":28.61},{"id":"b58028e1-accd-490a-bf9c-0dc6271fa45e","height":31.83,"width":27.18},{"id":"6c203316-c32d-440d-ba43-37157cc998ec","height":31.83,"width":24.5},{"id":"c81fa33c-ec4b-47ab-890d-1a7979fd2f23","height":31.83,"width":27},{"id":"159da72e-1613-4c8e-a5b0-1f951da4eccc","height":30.76,"width":22.89},{"id":"dec6f501-d704-46be-bf62-6c410e5d6a29","height":31.29,"width":24.14},{"id":"7f88f690-e6a5-4800-ac4e-4fd687674728","height":30.76,"width":19.31},{"id":"5687230b-2f5b-4dc6-bc76-8a68beb674d5","height":30.76,"width":23.25}],"sign_height_raw":139.3,"sign_width_raw":"203.67"},"timestamp":"2026-04-03 06:02:44"} 
[2026-04-03 06:02:44] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":140.0,"sign_width":204.0,"tax_factor":0.0887},"timestamp":"2026-04-03 06:02:44"} 
[2026-04-03 06:02:44] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-03 06:02:44"} 
[2026-04-03 06:02:44] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-03 06:02:44"} 
[2026-04-03 06:02:44] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-03 06:02:44"} 
[2026-04-03 06:02:44] local.INFO: Dimension Calculation {"data":{"dim_id":"22cdb6db-e941-46e7-85b5-ae353e1ce668","height":30.76,"width":24.32,"ceilHeight":31.0,"ceilWidth":25.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:44"} 
[2026-04-03 06:02:44] local.INFO: Dimension Calculation {"data":{"dim_id":"90916034-f6d5-47d8-83bc-83750eb24eea","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:44"} 
[2026-04-03 06:02:44] local.INFO: Dimension Calculation {"data":{"dim_id":"64a093c8-82ae-474d-b4fb-07d649da3fe1","height":30.76,"width":24.5,"ceilHeight":31.0,"ceilWidth":25.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:44"} 
[2026-04-03 06:02:44] local.INFO: Dimension Calculation {"data":{"dim_id":"61229b50-8172-4c60-8989-ba0ffd274c24","height":30.76,"width":19.31,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:44"} 
[2026-04-03 06:02:44] local.INFO: Dimension Calculation {"data":{"dim_id":"6f9030b0-4e04-4e68-8c64-0fc5dfa6652e","height":31.29,"width":24.32,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:44"} 
[2026-04-03 06:02:44] local.INFO: Dimension Calculation {"data":{"dim_id":"c76b0126-9560-440f-acd6-d3a6d2e06646","height":30.76,"width":29.5,"ceilHeight":31.0,"ceilWidth":30.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:44"} 
[2026-04-03 06:02:44] local.INFO: Dimension Calculation {"data":{"dim_id":"60d44279-3514-4b11-a357-b577b2fa9d08","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:44"} 
[2026-04-03 06:02:44] local.INFO: Dimension Calculation {"data":{"dim_id":"974590ed-02cc-4f26-8222-613a2c065578","height":30.76,"width":25.39,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:44"} 
[2026-04-03 06:02:45] local.INFO: Dimension Calculation {"data":{"dim_id":"1f4dc87d-35db-4fa2-bb8b-58f5bd1e26d6","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Dimension Calculation {"data":{"dim_id":"dd9ea6bc-fc00-41f8-8aa4-bedbc92e927c","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Dimension Calculation {"data":{"dim_id":"b58028e1-accd-490a-bf9c-0dc6271fa45e","height":31.83,"width":27.18,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Dimension Calculation {"data":{"dim_id":"6c203316-c32d-440d-ba43-37157cc998ec","height":31.83,"width":24.5,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Dimension Calculation {"data":{"dim_id":"c81fa33c-ec4b-47ab-890d-1a7979fd2f23","height":31.83,"width":27,"ceilHeight":32.0,"ceilWidth":27.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Dimension Calculation {"data":{"dim_id":"159da72e-1613-4c8e-a5b0-1f951da4eccc","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Dimension Calculation {"data":{"dim_id":"dec6f501-d704-46be-bf62-6c410e5d6a29","height":31.29,"width":24.14,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Dimension Calculation {"data":{"dim_id":"7f88f690-e6a5-4800-ac4e-4fd687674728","height":30.76,"width":19.31,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Dimension Calculation {"data":{"dim_id":"5687230b-2f5b-4dc6-bc76-8a68beb674d5","height":30.76,"width":23.25,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":17,"baseProductionCost":6749,"result":[{"id":"22cdb6db-e941-46e7-85b5-ae353e1ce668","height":30.76,"width":24.32,"depth":2,"price":392},{"id":"90916034-f6d5-47d8-83bc-83750eb24eea","height":30.76,"width":28.61,"depth":2,"price":392},{"id":"64a093c8-82ae-474d-b4fb-07d649da3fe1","height":30.76,"width":24.5,"depth":2,"price":392},{"id":"61229b50-8172-4c60-8989-ba0ffd274c24","height":30.76,"width":19.31,"depth":2,"price":392},{"id":"6f9030b0-4e04-4e68-8c64-0fc5dfa6652e","height":31.29,"width":24.32,"depth":2,"price":409},{"id":"c76b0126-9560-440f-acd6-d3a6d2e06646","height":30.76,"width":29.5,"depth":2,"price":392},{"id":"60d44279-3514-4b11-a357-b577b2fa9d08","height":30.76,"width":22.89,"depth":2,"price":392},{"id":"974590ed-02cc-4f26-8222-613a2c065578","height":30.76,"width":25.39,"depth":2,"price":392},{"id":"1f4dc87d-35db-4fa2-bb8b-58f5bd1e26d6","height":30.76,"width":28.61,"depth":2,"price":392},{"id":"dd9ea6bc-fc00-41f8-8aa4-bedbc92e927c","height":30.76,"width":28.61,"depth":2,"price":392},{"id":"b58028e1-accd-490a-bf9c-0dc6271fa45e","height":31.83,"width":27.18,"depth":2,"price":409},{"id":"6c203316-c32d-440d-ba43-37157cc998ec","height":31.83,"width":24.5,"depth":2,"price":409},{"id":"c81fa33c-ec4b-47ab-890d-1a7979fd2f23","height":31.83,"width":27,"depth":2,"price":409},{"id":"159da72e-1613-4c8e-a5b0-1f951da4eccc","height":30.76,"width":22.89,"depth":2,"price":392},{"id":"dec6f501-d704-46be-bf62-6c410e5d6a29","height":31.29,"width":24.14,"depth":2,"price":409},{"id":"7f88f690-e6a5-4800-ac4e-4fd687674728","height":30.76,"width":19.31,"depth":2,"price":392},{"id":"5687230b-2f5b-4dc6-bc76-8a68beb674d5","height":30.76,"width":23.25,"depth":2,"price":392}]},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":140.0},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":4.0,"PSUCost":197.96},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Total Production Cost and Tax {"data":{"productionCost":6946.96,"taxFactor":0.0887,"tax":616.195352},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Box Calculation Details {"data":{"breadth":146.0,"boxDepth":8,"oneBoxCapacity":-149.0,"noOfBoxes":-1.0,"noOfFullBoxes":-2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-149.0,"widthOfHalfBox":-94.0},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":1663.7697841726622,"shippingWeightInKG":754.544119806196},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":754.544119806196,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":17,"min":"701","max":"1000","rate":"525","created_at":null,"updated_at":null}}},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":525,"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":6749,"PSUCost":197.96,"tax":616.195352,"shippingRate":525,"miscellaenous":0,"signPrice":8088.155352},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"203.67","sign_height":139.3,"sign_depth":2,"totalCost":8088.155352,"TATDays":7,"baseProductionCost":6749,"productionCost":6946.96,"PSUCost":197.96,"tax":616.195352,"shippingCost":525,"uniqueReturns_count":2,"objects_count":17},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"22cdb6db-e941-46e7-85b5-ae353e1ce668","height":30.76,"width":24.32},{"id":"90916034-f6d5-47d8-83bc-83750eb24eea","height":30.76,"width":28.61},{"id":"64a093c8-82ae-474d-b4fb-07d649da3fe1","height":30.76,"width":24.5},{"id":"61229b50-8172-4c60-8989-ba0ffd274c24","height":30.76,"width":19.31},{"id":"6f9030b0-4e04-4e68-8c64-0fc5dfa6652e","height":31.29,"width":24.32},{"id":"c76b0126-9560-440f-acd6-d3a6d2e06646","height":30.76,"width":29.5},{"id":"60d44279-3514-4b11-a357-b577b2fa9d08","height":30.76,"width":22.89},{"id":"974590ed-02cc-4f26-8222-613a2c065578","height":30.76,"width":25.39},{"id":"1f4dc87d-35db-4fa2-bb8b-58f5bd1e26d6","height":30.76,"width":28.61},{"id":"dd9ea6bc-fc00-41f8-8aa4-bedbc92e927c","height":30.76,"width":28.61},{"id":"b58028e1-accd-490a-bf9c-0dc6271fa45e","height":31.83,"width":27.18},{"id":"6c203316-c32d-440d-ba43-37157cc998ec","height":31.83,"width":24.5},{"id":"c81fa33c-ec4b-47ab-890d-1a7979fd2f23","height":31.83,"width":27},{"id":"159da72e-1613-4c8e-a5b0-1f951da4eccc","height":30.76,"width":22.89},{"id":"dec6f501-d704-46be-bf62-6c410e5d6a29","height":31.29,"width":24.14},{"id":"7f88f690-e6a5-4800-ac4e-4fd687674728","height":30.76,"width":19.31},{"id":"5687230b-2f5b-4dc6-bc76-8a68beb674d5","height":30.76,"width":23.25}],"sign_height_raw":139.3,"sign_width_raw":"203.67"},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":140.0,"sign_width":204.0,"tax_factor":0.0887},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Dimension Calculation {"data":{"dim_id":"22cdb6db-e941-46e7-85b5-ae353e1ce668","height":30.76,"width":24.32,"ceilHeight":31.0,"ceilWidth":25.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Dimension Calculation {"data":{"dim_id":"90916034-f6d5-47d8-83bc-83750eb24eea","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Dimension Calculation {"data":{"dim_id":"64a093c8-82ae-474d-b4fb-07d649da3fe1","height":30.76,"width":24.5,"ceilHeight":31.0,"ceilWidth":25.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Dimension Calculation {"data":{"dim_id":"61229b50-8172-4c60-8989-ba0ffd274c24","height":30.76,"width":19.31,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Dimension Calculation {"data":{"dim_id":"6f9030b0-4e04-4e68-8c64-0fc5dfa6652e","height":31.29,"width":24.32,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Dimension Calculation {"data":{"dim_id":"c76b0126-9560-440f-acd6-d3a6d2e06646","height":30.76,"width":29.5,"ceilHeight":31.0,"ceilWidth":30.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Dimension Calculation {"data":{"dim_id":"60d44279-3514-4b11-a357-b577b2fa9d08","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Dimension Calculation {"data":{"dim_id":"974590ed-02cc-4f26-8222-613a2c065578","height":30.76,"width":25.39,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Dimension Calculation {"data":{"dim_id":"1f4dc87d-35db-4fa2-bb8b-58f5bd1e26d6","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Dimension Calculation {"data":{"dim_id":"dd9ea6bc-fc00-41f8-8aa4-bedbc92e927c","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Dimension Calculation {"data":{"dim_id":"b58028e1-accd-490a-bf9c-0dc6271fa45e","height":31.83,"width":27.18,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Dimension Calculation {"data":{"dim_id":"6c203316-c32d-440d-ba43-37157cc998ec","height":31.83,"width":24.5,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Dimension Calculation {"data":{"dim_id":"c81fa33c-ec4b-47ab-890d-1a7979fd2f23","height":31.83,"width":27,"ceilHeight":32.0,"ceilWidth":27.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Dimension Calculation {"data":{"dim_id":"159da72e-1613-4c8e-a5b0-1f951da4eccc","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Dimension Calculation {"data":{"dim_id":"dec6f501-d704-46be-bf62-6c410e5d6a29","height":31.29,"width":24.14,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Dimension Calculation {"data":{"dim_id":"7f88f690-e6a5-4800-ac4e-4fd687674728","height":30.76,"width":19.31,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Dimension Calculation {"data":{"dim_id":"5687230b-2f5b-4dc6-bc76-8a68beb674d5","height":30.76,"width":23.25,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":17,"baseProductionCost":7089,"result":[{"id":"22cdb6db-e941-46e7-85b5-ae353e1ce668","height":30.76,"width":24.32,"depth":3,"price":412},{"id":"90916034-f6d5-47d8-83bc-83750eb24eea","height":30.76,"width":28.61,"depth":3,"price":412},{"id":"64a093c8-82ae-474d-b4fb-07d649da3fe1","height":30.76,"width":24.5,"depth":3,"price":412},{"id":"61229b50-8172-4c60-8989-ba0ffd274c24","height":30.76,"width":19.31,"depth":3,"price":412},{"id":"6f9030b0-4e04-4e68-8c64-0fc5dfa6652e","height":31.29,"width":24.32,"depth":3,"price":429},{"id":"c76b0126-9560-440f-acd6-d3a6d2e06646","height":30.76,"width":29.5,"depth":3,"price":412},{"id":"60d44279-3514-4b11-a357-b577b2fa9d08","height":30.76,"width":22.89,"depth":3,"price":412},{"id":"974590ed-02cc-4f26-8222-613a2c065578","height":30.76,"width":25.39,"depth":3,"price":412},{"id":"1f4dc87d-35db-4fa2-bb8b-58f5bd1e26d6","height":30.76,"width":28.61,"depth":3,"price":412},{"id":"dd9ea6bc-fc00-41f8-8aa4-bedbc92e927c","height":30.76,"width":28.61,"depth":3,"price":412},{"id":"b58028e1-accd-490a-bf9c-0dc6271fa45e","height":31.83,"width":27.18,"depth":3,"price":429},{"id":"6c203316-c32d-440d-ba43-37157cc998ec","height":31.83,"width":24.5,"depth":3,"price":429},{"id":"c81fa33c-ec4b-47ab-890d-1a7979fd2f23","height":31.83,"width":27,"depth":3,"price":429},{"id":"159da72e-1613-4c8e-a5b0-1f951da4eccc","height":30.76,"width":22.89,"depth":3,"price":412},{"id":"dec6f501-d704-46be-bf62-6c410e5d6a29","height":31.29,"width":24.14,"depth":3,"price":429},{"id":"7f88f690-e6a5-4800-ac4e-4fd687674728","height":30.76,"width":19.31,"depth":3,"price":412},{"id":"5687230b-2f5b-4dc6-bc76-8a68beb674d5","height":30.76,"width":23.25,"depth":3,"price":412}]},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":140.0},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":4.0,"PSUCost":197.96},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Total Production Cost and Tax {"data":{"productionCost":7286.96,"taxFactor":0.0887,"tax":646.353352},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Box Calculation Details {"data":{"breadth":146.0,"boxDepth":8,"oneBoxCapacity":-149.0,"noOfBoxes":-1.0,"noOfFullBoxes":-2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-149.0,"widthOfHalfBox":-94.0},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":1663.7697841726622,"shippingWeightInKG":754.544119806196},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":754.544119806196,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":17,"min":"701","max":"1000","rate":"525","created_at":null,"updated_at":null}}},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":525,"defaultShippingRate":null},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":7089,"PSUCost":197.96,"tax":646.353352,"shippingRate":525,"miscellaenous":0,"signPrice":8458.313352000001},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"203.67","sign_height":139.3,"sign_depth":3,"totalCost":8458.313352000001,"TATDays":7,"baseProductionCost":7089,"productionCost":7286.96,"PSUCost":197.96,"tax":646.353352,"shippingCost":525,"uniqueReturns_count":2,"objects_count":17},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":139.3,"sign_width":"203.67","shipping_weight":171.15404539454042,"shape":"rectangular","dimensions":[{"id":"22cdb6db-e941-46e7-85b5-ae353e1ce668","height":30.76,"width":24.32},{"id":"90916034-f6d5-47d8-83bc-83750eb24eea","height":30.76,"width":28.61},{"id":"64a093c8-82ae-474d-b4fb-07d649da3fe1","height":30.76,"width":24.5},{"id":"61229b50-8172-4c60-8989-ba0ffd274c24","height":30.76,"width":19.31},{"id":"6f9030b0-4e04-4e68-8c64-0fc5dfa6652e","height":31.29,"width":24.32},{"id":"c76b0126-9560-440f-acd6-d3a6d2e06646","height":30.76,"width":29.5},{"id":"60d44279-3514-4b11-a357-b577b2fa9d08","height":30.76,"width":22.89},{"id":"974590ed-02cc-4f26-8222-613a2c065578","height":30.76,"width":25.39},{"id":"1f4dc87d-35db-4fa2-bb8b-58f5bd1e26d6","height":30.76,"width":28.61},{"id":"dd9ea6bc-fc00-41f8-8aa4-bedbc92e927c","height":30.76,"width":28.61},{"id":"b58028e1-accd-490a-bf9c-0dc6271fa45e","height":31.83,"width":27.18},{"id":"6c203316-c32d-440d-ba43-37157cc998ec","height":31.83,"width":24.5},{"id":"c81fa33c-ec4b-47ab-890d-1a7979fd2f23","height":31.83,"width":27},{"id":"159da72e-1613-4c8e-a5b0-1f951da4eccc","height":30.76,"width":22.89},{"id":"dec6f501-d704-46be-bf62-6c410e5d6a29","height":31.29,"width":24.14},{"id":"7f88f690-e6a5-4800-ac4e-4fd687674728","height":30.76,"width":19.31},{"id":"5687230b-2f5b-4dc6-bc76-8a68beb674d5","height":30.76,"width":23.25}]}},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Input Parameters {"data":{"dimensions_count":17,"shape":"rectangular"},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:02:45] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":3690.3300000000004,"dimensions_count":17},"timestamp":"2026-04-03 06:02:45"} 
[2026-04-03 06:04:44] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"1056.41","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\\php2B93.tmp"}},"file_present":true},"timestamp":"2026-04-03 06:04:44"} 
[2026-04-03 06:04:44] local.INFO: Validation Passed {"data":{"sign_width_or_height":"1056.41","user_input_dimension":"width"},"timestamp":"2026-04-03 06:04:44"} 
[2026-04-03 06:04:47] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":45},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":40},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":35},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":45},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"1056.41"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"1056.41","file_size":42791},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":18,"position":{"x":1087,"y":85,"width":42,"height":51},"scaled_width":25.24,"scaled_height":30.65,"actual_filled_area":662.98,"bounding_box_area":773,"exact_perimeter":100.21,"approximate_perimeter":96.68,"convex_hull_perimeter":97.81,"perimeter_pixels":166.76955262170054,"original_contour_points":44,"approximation_points":7,"shape_analysis":{"aspect_ratio":1.21,"compactness":0.8296,"perimeter_to_area_ratio":0.1512},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":35,"position":{"x":930,"y":84,"width":46,"height":53},"scaled_width":27.64,"scaled_height":31.85,"actual_filled_area":281.66,"bounding_box_area":880,"exact_perimeter":188.96,"approximate_perimeter":168.55,"convex_hull_perimeter":96.45,"perimeter_pixels":314.4507934888327,"original_contour_points":130,"approximation_points":14,"shape_analysis":{"aspect_ratio":1.15,"compactness":0.0991,"perimeter_to_area_ratio":0.6709},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Nested area calculated {"data":{"nestedArea":35407.396499999995},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"413d3b60-63a8-4636-a950-52eef9c44c6d","height":31.85,"width":27.64,"perimeter":189.75,"area":279.49,"image":"data:image/png;base64,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"},{"id":"8a7eb04f-534f-4dd1-a196-66a4551ca685","height":30.05,"width":19.23,"perimeter":95.79,"area":151.48,"image":"data:image/png;base64,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"},{"id":"f8eace08-f617-4bb6-a49c-00c3a9a0ed60","height":30.05,"width":22.83,"perimeter":101.06,"area":579.75,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Number of letters detected {"data":{"noOfLetters":45},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":6906.220000000003,"perimeter_in_feet":575.52},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[279.13,304.05,164.3,151.3,239.05,356.95,270.64,660.45,310.37,341.06,449.57,341.42,206.55,658.83,252.77,253.67,167.91,340.7,662.98,459.14,278.41,176.04,170.26,271.55,270.64,281.66,254.03,279.13,341.42,172.43,204.02,662.98,309.64,263.78,280.39,281.66,279.49,263.42,227.13,263.42,226.77,267.57,226.59,151.48,579.75],"actualFilledAreaSum":13854.5},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":96.21},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Average character height calculated {"data":{"avgCharHeight":30.75666666666664},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":1758.0,"originalHeight":242.0,"ratio":7.264462809917355},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"1056.41","otherDimensionOfSign":145.42},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] 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=\"101415\" height=\"13960.42662116041\" viewBox=\"0 0 1758 242\">
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w1DINqmkb/V/6SySSllNJcLkeZf03TKKX0f+bTMAyazWappmlU13WayWSorusFPgkAxGIx+ssvv+Dg4AB2ux26rsMwDFRUVGBkZAT9/f2w2Wzksia2sbFBf/31VxwdHcFqtYKQT0Mnk0k4nU7IsoyvvvoKTU1Nl+ZT13X622+/YX5+HqqqoqqqCoqiIJfLwefz4ZtvvoHT6fzkb3p6mra0tFAA1GazUVEUKQAqyzL97rvvaDqdvrRVo5TSH3/8kdbW1lIA/IcQQgFQq9VKGxsb6U8//XSpkfL+/Xv65ZdfUofDQQFQu93OfX/99dd0d3eXAoAAAJ2dnaivr4fT6YSu69B1HS6XC6qqIhKJwDCMS5vYx48fsbm5iQ8fPgAAPB4PAMBut8NqtUJVVWxtbWFrawvJZPLSQPnw4QPm5uaQTqchiiLYLqmurobf70ddXR3AAJEkCffu3UM6nYamaSCEQFEU6LqOjY0NLC4uXta8kEql8Mcff0DXdRBCkEwmAQCZTAaqqoIQgoqKCvz888+X5lPXdTo3N4d4PA6bzcYXHeZCPHz4EOl0GmCAOJ1O9Pf3w+l0cvQopSCEQNM0LC0twTCMS1mtlZUVbG9vQxAENlkAgM1mAz5tKaRSKezs7CAWi12GS6iqinA4DEmSkMvlAIDzVlVVFa5evcr5QzD/kfT396OmpgaCIIAQwieaTCYxPT3NB7qIpdNpOjs7i93dXRiGAUopByY/uRiGgXg8jrm5OVxG1kkmk5iamoLFYuHbXxAEyLIMv9+PxsZG/qzAfqmvr0dPTw90XYckSTxSstksXr58yUP7InZ0dIR///0Xqqryv1ksFlRXV0MURcDcvmzLPn369FIWIh6PIxqNAnmRAROUu3fvwuFw/Pdv7BebzYaxsTG+avkT3NzcxM7OzoUndnBwwFadT0jXdTx48ADNzc0FkzUMA1NTU3j79u2FfOZyObq4uIijoyNks9mCrSrLMm7fvg2S51jIf3lwcBAul4vnZzbpg4MDvH79+kLhaxgGXV1dxcrKCidUq9UKQRDw6NEjDA8PAwA0TeOLsr29jYWFBei6XrZfSilCoRBUVS3Ilrquo7OzE62trQXPc0Dsdju5fv06f4C9rGka0ul0wcqWY8lkEpOTk3y7WCwWaJqG+vp6BINBTExMgBDCo8QwDORyOUxOTl4o7ScSCczOzvIFNgwDgiBAkiRMTEwUbBcAkPI/VFdXo7OzEwsLCzAMA5qmwTAMKIqC1dXVC+3n/f19hEIhEEJAKeXjt7S0oKGhAbIs80yTyWSgaRoEQcCzZ88uBMjh4SHPVpIkQdM0SJIEq9WK4eHhY4ssfD7AgwcPgE97D1arlYfvP//8g6Ojo7InFolEsLi4yElT0zQ4HA6Mjo7C6/Wirq4O4+PjyGQyAMCLtMXFRczPz5flk9Ufq6urcDqd0DQNMIGprKxEMBiEw+EoaA8KAPF6vaS9vR1utxsAoCgKL2RSqRSWlpbKmlg2m6Vra2s4PDxELpcDpRQ2mw12ux0jIyNwOBxwOp3o7e2FKIq8XmCFWyQSKYu/GKCaphVENyEEAwMDqKioOPbOsQhpa2tDc3MzzzKiKIIQgnQ6jenp6bIILpPJYH5+nleDMCPA4/FgYGAAhBBitVpx69atggKNEfrk5CQURSnVLVKpFEKhECilPDpgJoqHDx8e4w+cBMiVK1cwODgISfpELyxV6bqOubm5goGLtffv33NiY8SZy+XQ3d3NewiLxULYZ+ZDFEVomoaZmRl8/PixZL97e3uYn58vIGuY5fro6OiJHfwxQCoqKjA6OgpCCGw2GwzD4FXl8vIy9vf3S5oUpZQuLi4iEokAZmSwSviLL76ALMv82atXryIYDH6amFkviKKIWCyGlZWVkvwqikLX1tbw9u1bTpyEEAiCgMbGRly7du3E944BIggC6erqKggnXddBKcXOzk7JPJLL5fDy5UtOyCzDeL1eBjxfJYfDwbcNIQSqqoJSiqOjI0xPTyORSBS9XTOZDObm5pDNZgEz3VJKYbVaMTg4eCJ/nAgIADQ1NaGnp4d3n8z29/cRDodLIrgPHz5gamoKlFKIoshTaHd3d0EPAbM2CQaD8Pl8/DmW9v/880/s7e0V6xbJZBLPnz/nPRkzh8OBe/fucY783E4EpKamBgMDA0BeF0oIQTabxfr6+jEnZ1k8Hsfz58/5GDDT3s2bN4+tkiiK5Nq1a6irq+NbhjVkkUikpLSfTqcRjUZBKYXFYuHjybKM7u5uWK3WE9W4EwGxWCwYHx+H0+nkIQdzX4dCISQSiaImRSmlf/31F28MGXcYhoGJiQme3vOtrq4OQ0NDvKJk9dDGxgZmZmaKjs6dnR1EIhEIgsDbAUmS0Nraeip/nAqIIAikqakJ9fX1nKGZqLK1tVU0waVSKYTDYV6us066sbERTU1NEATh2Cq53W7cunWrQNVSVRW6ruP169e8cDvHL41EIjxbsepYlmUMDAycuBBnAgKzHunp6QEhhKdgURQRj8cRiUSgquq5K7W5uYlQKARd1yEIAgzDACEEfX19aGtrO/EdQggZHBzElStXCviLUopnz55x6fEsy2QymJyczB+TE+r4+Dj/PifZqYBUVVWhv78fhmFwzqCUQtd1LCwsnDmo+SxdWlrC8vIyBEHgP5RSDA8Pw+v1nvquz+dDf38/F6vYl1pcXMT6+vrZaJgyw+zsLJ8z4w+v14tAIABRFE9V808FBAACgQBkWeaMz0J/fn6+gFtOMkVR8OLFC6RSKd67EEIgyzIGBwfPfNflcmF8fBy6rvNKmVKKg4MDvHz58lwe2djYwMbGRoEcCgB+vx8tLS1n+j4VEEEQSEdHB9ra2nhDBhPxaDSKra2tMwdmEiDbKsxaW1vh9/sL6o/PTZZlBAIB3lzmd8fT09NnZptUKkVfvHiBZDLJU6umaXC5XLhz5w4sFkt5gABAQ0MDhoeH+cCCIEBVVbx79w5v3rw5c+CdnR2Ew2G+uuz9kZGRY/XH5yZJEmlvb0dHRwcHk40zMzNzZnHIei5mDPfq6mqMjY2dKyWcCYjb7Ybf74eiKDyfU0qRTCYRjUZPVeL39/dpPB7H2tpagaouiiKrAc6cFMzFCAaDPDoZZ8ViMayvr5+6bbLZLJaXlwGzqCOEQBRF+Hw++P3+M/njXEAIIWRsbAwul+vTw3kK+fPnz0/tQL1eL37//XceWRaLBYqiwOfzYWho6MztwkxRFExMTHC5gPmilOLx48enFocLCwt48+YNB5IlhYcPHxb0TWUBAjPUuru7IUkSnwQhBLFYDO/fvz/xna2tLYTDYa5OwUzZHR0daG5uPndSpl/S0tKCmpoaWCyWAj5YXl4+kUcSiQSNRqPQdZ2rfYzIOzo64HQ6z/V7LiA1NTUYHh6Gruu8txEEAWtra9je3j72PKWUzs/Pc44RRZHXIUNDQ6ivry8KEJi1UFtbG2/MYBZ3CwsLJ5J6LpdDKBTiPMHE7IaGBvT19RUVmecCwm4AsAkx1v/48SPevHlzbC/ruo6ZmRkkEgmIosiVKofDgZGRkXPrl3zz+Xzo7e3lXwwmwHt7e5iZmTkmViUSCczNzRX0TKIoor29/dx0WzQgFouFBAIBVFdX8y/Dzn1P4pHDw0OEQiF+tsNWq7GxEf39/UWtEjNZljE8PFyQ9tnvT58+PcYjm5ubWFtb4511vpjMDtUvDAjMhqu7u5vvY6aJvn79GoeHhwXPxmIxzh/5Ka6vrw8NDQ1FTYoZK+Nramp4X8KavXA4XOBb0zT66tUrfmCv6zqy2Szsdjvu3r1bdGQWBYjD4cCdO3d4BwozdDc3Nwt4JJvN0nA4jHfv3gF5e9jpdGJsbKyodPu5NTc3o7+/n39mQL99+7bgMDyZTOLZs2d8fvnvF8sfKBYQl8uFwcFBCILAv5SiKIjH49jY2OA8kkqlEI1Gj52wV1dXIxgMlrRdmMmyjJGREciyDLvdDpi1RjqdxsrKCq+F4vE4P+GHmeorKirQ1dWFmpqaov0VBQgr4xsaGviX1TQNNpsNU1NTPJyTySSePHnCt5bD4QClFNevX0dnZ2epWAAmIPfv34eiKLx/slgs0HUdk5OTHPS9vT0sLCwApojMBG3z7LZof0UBAjP99vX18c9M62QHyTDL9dXVVU60qqrCbrcjEAicqUGcOUFBICxtMlMUBel0Guvr6zg4OEAmk6HRaBSZTAaZTAaKokAURbhcLgQCgRN1l1P9Ffug0+nEyMhIQQrUdR2Li4s4ODiAqqp0dXWVn9azvsflcuHu3btl8Qczr9eL27dvA3nb0DAMLC8vM98F7T6lFHa7nZfrpVjRgNhsNgwMDBTok5IkgfUsoihidnaW3zxiAPh8PiY0lX2j0GKxYGhoCDDJnNUXW1tb2N3dRSqV4oAwDVjXdQSDQVRWVpbkq2hA7HY76ejoKNAjJUlCKpXC/Pw8EokEJicnCzQISZIKLrSVax6Ph9y8eRN1dXVck4V5AWd1dRW7u7ucP/KzzKNHj0oqBFEKIDC7X6aiwVwFXdextraGWCyGaDTKV0hVVbjdboyMjJx6BlKK1dbWore3l2sjMCMnGo1iZWUFiUSCn+XAPIEcHh4uiT9QKiCSJGFsbIyLLEwFW1hYwN9//42jo6MCRvd4PFwwvqg5nU7cunWLf2ZyxIsXLzA9Pc2vTzAhOxAIoLa2tmQ/JcVTZWUlefLkCZVlmZ+qUUoRDofhdrt5qw5z9VwuFzo6Oi7EH8zY7QCHw4FsNgtd17lMub+/X3C673a7EQgETjzMvnTb3t6mAwMD/Baww+GgLpeLut1ufgMaABUEgf7www+0lOPH8+zVq1fU7/dTAFSSJH4b2eVy8ZvQFouFOhwO+vjxY5rNZkv2XdKWwWehKwgC0uk0kskkFEXh28Vms6GyshKjo6NFiTLFWm1tLROY+J0Pm82GXC5XcH3jxo0b6OzshN1uLzkySwaE6aIw64N8FmcVKzsD6e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imation_points":8,"shape_analysis":{"aspect_ratio":1.25,"compactness":0.0678,"perimeter_to_area_ratio":0.7366},"image_base64":"data:image/png;base64,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"},{"id":"d6d8f55c-f32a-4196-a1c7-c174ed7f9e40","height":30.65,"width":25.84,"perimeter":136.53,"area":449.57,"image":"data:image/png;base64,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"},{"id":"e4120a10-54e9-440d-b62a-b812d7dd1d22","height":30.65,"width":20.43,"perimeter":126.57,"area":206.55,"image":"data:image/png;base64,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"},{"id":"4bb54f81-bd4c-4c97-adb2-f76b1e67b2df","height":30.65,"width":25.24,"perimeter":100.21,"area":662.98,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC4AAAA3CAYAAABzYHhkAAAABmJLR0QA/wD/AP+gvaeTAAAJJ0lEQVRogeWa3Wsc1RvHP3PmzMzOvjUNmljXbiUk2Js2IFaEvqgYFNGrSiA3Kg29KJReFL3xz+h96UX1QklBaG+KUHrRQlpQA4q20fpW41tMatfd7O68Hi9+e85vptmmNmKaH78Hht2ZOWfmO895zvc8Lwf+R8XSf8IwVEKItRtb1pr34zjGtm1s2872WbvTOsWiB/rs2bPcuHFj7cb3wKCUyrWVUlIsFqlUKvi+z65du8x5qVRCSrnuj5IAt27d4uzZs5w+fXq9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mWx0y3LMgAgJydnuXAyysvL46qqqpCTk4PZ2VlIksTkRyIRXLx4EfMdAgPLcRyuXLkCXdcBgLkUnudhmiZUVV12sADg9/uxadMmAEAqlQLHcSy36O/vZ5kc5vtZnuexYsUKthUOWCLC7OwsJiYmHghYURRRVFQEWZYhCAJUVUV+fj50XUdeXl7mWueG4zhUV1cjHo+zYOBkVFevXsXJkycRj8dJ07RlTdg9Hg+ee+45FBQUIDc3F/F4HOXl5RAEAYWFhSzILKDm5mbSNI25E57nWQzfvn07DQ4O3pePvRPRPLpx48a9ybh8+TI1NDRkRBQnWfF4PLRz50765ZdflhS9loMycoOSkhLU19ejvb0dgiCwZNk0TUSjURw9ehRTU1M4e/YsHnvsMUxPT1NOTs6SSpSlUIYQIqKWlha8++67aGtrg6qqSCaTLClRFAWJRAIAUFNTg/r6evh8PlRWVuLRRx9Ffn4+NE2DIAgPBPwCpoZh0A8//IAPP/wQIyMjcLvdSKVSLPPC3GGUZRnpdBo8z8Pv96O+vh6lpaXIysqC1+vFmjVrUFRUBFVVHXd03y9wWwazs7P0ySef4KuvvsL4+Dhs24amaUilUsylOaAdn4g595eVlYXVq1ejsrIShYWFeOihh1BZWQmfz4eSkhIoirLkeuu2DxERjY2N4ciRI/j2229x8eJFlng7BaEDWpIkcBzH/LPzEnN84HK54Pf7UVVVhfz8fHi9XtTU1MDv9yMnJ2dRJnPHhUREk5OTOHXqFJqbm3H8+HEkk0lWKUiSxKKLJEngeZ6BtCwL6XQatzoMWZaRnZ0Nn8+H2tpa1NbWYu3atfD5fMjOzr4r6LsuSCQSNDw8jB9//BH9/f04c+YMJicnoWkaLMvK0GgGY46DIAgQBAGpVCqjLHe+X7VqFWpra9HY2IjNmzejtrb2X5Ole9oCIqJYLIbe3l6cPXsWfX19GBwcRF9fH65fvw5FUWDbNmtupNNptgMOOTshyzIkSUIymWSmVFxcDL/fj1deeYWZyO2aH4s2dCIiwzDQ1dWF1tZWXLt2DVeuXEFnZyempqYQiUSAucPm+GjLshYcRsd0TNMEEbHw+vrrr+PVV1/FI488ssCDLNmdzEVHRCIRDA0NYWRkBBcvXkQkEkEgEEB/fz9rKzkalGUZpmlmeBZH47quI5lMQtd17NixA++//z68Xm8G4GVz3oZhkK7rmJ6ehtNuGh8fx+TkJAKBAMbHx9Hf359h47quI5VKMdPRNA3xeBxerxdNTU1466234PV6GcYFpfhSyeVyLYiGADA9PY3+/n4MDQ1hYGAAoVAI3d3d6O7uRiwWAwCoqop0Os0CTyAQwLFjx+D1emFZFj2oiHhHSqVSZBgGDQ8P0/fff08vv/wylZeXswxP07SMvy6Xi7Zs2UIDAwP/ecK0AHgoFKIvvviCmpqaWFUry3JGWyknJ4e+/vrru/cQ/gsKh8PU1dXFmn9Or0IURVae79q1i5XkIgCMjo7S0NAQDMNAJBLBzMwMbNtGXl4edu7c+cBSwJycHI6I6J133sHAwACGh4eBObdm2zYsy0JXVxfC4fDNhw4dOkSbN2+mDRs2UFlZGem6Th6Ph5566qn765veIyUSCdq/f39G21SSJAJAJSUl1NHRcVOzkUgEbW1tcLvdzKnruo7e3l4Eg8EHjRU8z2Pz5s1QVRWGYQBzla4gCIjFYpiamvpnHQDk5uaC53lEIhEoigJZlhGLxaAoCoaHh/GgSxhZlrnc3FysXLkyo0B0TEFRlJtgS0tL4XK5gFtalYZhoLW1FfF4/EFiBeZ87fzUk+d5EBEsy2I9Cwa2pKQEkiTBNE2W+oVCIbS0tDywnoFDRETXrl1DNBoFEYHnedYJ0nUdbrf7Jti8vDxs3LiRvZVt26wz09fXh5MnT+JfO3r3SYZhoLOzk0UwWZbZ7paWlsLj8dwEq2katmzZAlmWmX04ScbMzAwOHz6Mjo6OB2K7RESBQADNzc0sI7MsC/F4HIIgoK6ujpkoo0AgQI2NjRljIsc5A6Ddu3fTn3/+SbOzs8sKeGJigg4cOEAej4dFL+cqKCign376aWEEIyI6cuQIiyQOUKcrrWkaPf/88+zh+9VyNBql6elp+vzzz6m0tJQURSFBEFgXSJZl2rRpE01MTNxeztWrV+mNN95gQOdrVpIkUlWV1q9fT++99x719PSQZVmLbjDbtk3hcJj++OMPeu2116i6upoFgPmN7MLCQvruu+/INM3b87csi06fPk1PP/00ax1lZWVlTA2dVtKTTz5JBw4coOPHj9Ply5fJMAwyTXOBxomITNOkGzdu0MDAAB09epT27t1Lzz77bMbcQtd1JkuSJNqzZw8Fg8EMXgtifjQapebmZnz66adobW0F5sY+8XgcPM9nVK2KoqCsrAzr16/HmjVroCgKu5xZrWmaiMfjSCQSGBsbw7lz53Dp0iUmz+12I5lMMncpiiJeeOEF7Nu3D3V1dXfPS2ZmZujYsWP0+OOPLxj/cBxHkiSRLMskimLGoXBGoM6U0eVykaZpJIrigtnurXNgx1ZffPFFam9vX5x5hcNh+v333+mll15i2+UMj+cLFgSBNE0jTdOYQGcA7QyYnc9dLhcbNt86Il25ciXt2bOHzpw5s7TDm0qlqKenhz744APasmULsydN0zLaonfS1p20yfM806YkSfTMM8/QwYMHaXBwkBKJxB2B3jVPJSKKRCI4d+4cWlpa0N3djfb2dkxNTYHjOGiaBiJCMplkNo252O50znmehyiK4DiOddQ9Hg8aGhpQU1OD7du344knnrjrDyUW9UuOeDyOvr4+dHZ2YmRkBKFQCMFgEKOjowiFQkgkEqwP4AB25gSapqGwsBCVlZWoqKjAqlWrsG3bNlRUVEDX9XtK8JdUARARWZaFqakpBAIBBAIBhEIhRKNRmKbJWqGOdmVZhqqqqKurQ35+PoqLi+HxeBZdgSxbuZJKpUgQBObaeP7miG0e8P+2pP6/pP8BqFqCTE+rk1kAAAAASUVORK5CYII="},{"id":"b6fbc453-d362-46fd-bc65-9e51944af2d3","height":31.85,"width":27.64,"perimeter":189.6,"area":280.39,"image":"data:image/png;base64,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06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"1056.41","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":1376,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"1056.41","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":145.42,"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":45,"perimeter_of_sign":575.52,"nested_area":245.88,"occupied_area":96.21,"avg_char_height":"Greater than 24 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\"},{\"id\":\"8a7eb04f-534f-4dd1-a196-66a4551ca685\",\"height\":30.05,\"width\":19.23,\"perimeter\":95.79,\"area\":151.48,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"f8eace08-f617-4bb6-a49c-00c3a9a0ed60\",\"height\":30.05,\"width\":22.83,\"perimeter\":101.06,\"area\":579.75,\"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":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"1056.41","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":"1056.41","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":145.42,"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":45,"perimeter_of_sign":575.52,"nested_area":245.88,"occupied_area":96.21,"avg_char_height":"Greater than 24 inches","width_of_sign":"1056.41","width_of_smaller_line":20,"other_dimension_of_sign":145.42,"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":1376}},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"60.51609"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"1086.4256976"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"18.12888"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"127.6445808"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":84.18374999999999},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":956.8371023999999},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"19.6704"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"939.50748"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"6.075"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"31.3425"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0477736359672},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":47.7736359672},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0037943381450000003},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":3.7943381449999998},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.036192148460000004},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":36.19214846},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.07438364648"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"74.38364648"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.03610074468"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"36.10074468"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0483373176"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"48.3373176"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00385683584"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"3.85683584"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":50.087733434440004},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":184.41},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"186.8688"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"15.680561214446"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":3678.3337614066395,"totalDenseWeight_before_formula":392.8519198816182},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":4046.167137547304},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":45,"totalDenseWeight":432.13711186978003},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":45,"sign_depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":23.44,"height":30.05,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":27.64,"height":30.05,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":23.44,"height":30.05,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":19.23,"height":30.05,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":24.04,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":28.84,"height":30.05,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":22.23,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":25.24,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":27.64,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":38.46,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":25.84,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":38.46,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":20.43,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":25.24,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-15","width":23.44,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-16","width":23.44,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-17","width":24.04,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-18","width":37.86,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-19","width":25.24,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-20","width":25.84,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-21","width":22.83,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-22","width":26.44,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-23","width":24.04,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-24","width":22.83,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-25","width":24.04,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-26","width":22.83,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-27","width":23.44,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-28","width":22.83,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-29","width":38.46,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-30","width":24.04,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-31","width":20.43,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-32","width":25.24,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-33","width":27.64,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-34","width":23.44,"height":31.85,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-35","width":27.64,"height":31.85,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-36","width":27.64,"height":31.85,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-37","width":27.64,"height":31.85,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-38","width":24.04,"height":31.85,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-39","width":26.44,"height":31.85,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-40","width":24.04,"height":31.85,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-41","width":26.44,"height":31.85,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-42","width":22.83,"height":30.05,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-43","width":23.44,"height":30.65,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-44","width":19.23,"height":30.05,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
[2026-04-03 06:04:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-45","width":22.83,"height":30.05,"depth":"1"},"timestamp":"2026-04-03 06:04:47"} 
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[2026-04-03 06:04:48] local.INFO: Box added from packed bin {"data":{"length":41.56,"width":42.24,"height":32.15,"denseWeight":432.13711186978003},"timestamp":"2026-04-03 06:04:48"} 
[2026-04-03 06:04:49] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":43.56,"width":44.24,"height":34.4},"quantity":1,"denseWeight":432.13711186978003}],"cheapestShippingCost":3741.0283390233503,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":43.56,"width":44.24,"height":34.4},"denseWeight":432.13711186978003,"volumetricWeight":217.5,"higherWeight":432.13711186978003,"quantity":1}],"totalHigherWeight":432.13711186978003,"DS":0,"rate":5686.128505562398,"tariffAndDS":5686.128505562398,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":9353.73960236881,"totalShipmentCostFormula":"((tariffAndDS (5686.1285055624) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 9353.74","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":43.56,"width":44.24,"height":34.4},"denseWeight":432.13711186978003,"volumetricWeight":217.5,"higherWeight":432.13711186978003,"quantity":1}],"totalHigherWeight":432.13711186978003,"DS":0,"rate":3163.35365888679,"tariffAndDS":3163.35365888679,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":5286.01743958906,"totalShipmentCostFormula":"((tariffAndDS (3163.3536588868) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 5286.02","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":43.56,"width":44.24,"height":34.4},"denseWeight":432.13711186978003,"volumetricWeight":217.5,"higherWeight":432.13711186978003,"quantity":1}],"totalHigherWeight":432.13711186978003,"DS":0,"rate":4063.0888515759325,"tariffAndDS":4063.0888515759325,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":4178.0888515759325,"totalShipmentCostFormula":"(((tariffAndDS (4063.0888515759) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 4178.0888515759","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":43.56,"width":44.24,"height":34.4},"denseWeight":432.13711186978003,"volumetricWeight":217.5,"higherWeight":432.13711186978003,"quantity":1}],"totalHigherWeight":432.13711186978003,"DS":0,"rate":2811.25,"tariffAndDS":2811.25,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":4718.2855,"totalShipmentCostFormula":"((tariffAndDS (2811.25) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 4718.29","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":43.56,"width":44.24,"height":34.4},"denseWeight":432.13711186978003,"volumetricWeight":217.5,"higherWeight":432.13711186978003,"quantity":1}],"totalHigherWeight":432.13711186978003,"DS":0,"rate":4399.15579883436,"tariffAndDS":4399.15579883436,"fuelSurcharge":"0.475","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":7526.95557180559,"totalShipmentCostFormula":"(( tariffAndDS (4399.1557988344) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.475)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 7526.9555718056","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":43.56,"width":44.24,"height":34.4},"denseWeight":432.13711186978003,"volumetricWeight":217.5,"higherWeight":432.13711186978003,"quantity":1}],"totalHigherWeight":432.13711186978003,"DS":0,"rate":3741.0283390233503,"tariffAndDS":3741.0283390233503,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3741.0283390233503,"totalShipmentCostFormula":"((tariffAndDS (3741.0283390234) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 3741.0283390234","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":"2026-04-03 06:04:49"} 
[2026-04-03 06:04:49] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-03 06:04:49"} 
[2026-04-03 06:04:49] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-03 06:04:49"} 
[2026-04-03 06:04:49] local.INFO: Final API Response {"data":{"sign_width":"1056.41","sign_height":145.42,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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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":6.075,"result":"31.3425","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":0.0477736359672,"result":47.7736359672,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0037943381450000003,"result":3.7943381449999998,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.036192148460000004,"result":36.19214846,"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":0.07438364648,"result":"74.38364648","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.03610074468,"result":"36.10074468","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":0.0483373176,"result":"48.3373176","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00385683584,"result":"3.85683584","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":50.087733434440004,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":184.41,"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":186.8688,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":15.680561214446,"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":432.13711186978003,"result":4046.167137547304,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"1056.41","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":"1056.41","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":145.42,"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":45,"perimeter_of_sign":575.52,"nested_area":245.88,"occupied_area":96.21,"avg_char_height":"Greater than 24 inches","width_of_sign":"1056.41","width_of_smaller_line":20,"other_dimension_of_sign":145.42,"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":1376},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1376},"timestamp":"2026-04-03 06:04:49"} 
[2026-04-03 06:04:49] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 06:04:49"} 
[2026-04-03 06:04:50] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":145.42,"sign_width":"1056.41","dimensions":[{"id":"58823822-f65f-40c5-980c-018a004b465f","height":30.05,"width":23.44},{"id":"21072012-f4ec-4ef9-bdce-423f066b0a1d","height":30.05,"width":27.64},{"id":"cbd6dd83-cd81-432c-becb-a7acadd4d68e","height":30.05,"width":23.44},{"id":"66f665d3-a4c9-4658-b31b-618e143aff69","height":30.05,"width":19.23},{"id":"cc8cfeb8-61b4-48f3-b3f0-c8103e421ad0","height":30.65,"width":24.04},{"id":"d8e4615f-fc3d-492f-803b-2466ee4bbfa9","height":30.05,"width":28.84},{"id":"ee094cbb-e762-45d4-bc81-2dfec81f4ba6","height":30.65,"width":22.23},{"id":"e3453ac8-f870-4e4d-8f8c-cb3867eaebcc","height":30.65,"width":25.24},{"id":"4f1733ab-bf43-4142-8f5f-73286552286c","height":30.65,"width":27.64},{"id":"bb90db40-1ed5-41ef-b8ae-e3f5b64990c9","height":30.65,"width":38.46},{"id":"d6d8f55c-f32a-4196-a1c7-c174ed7f9e40","height":30.65,"width":25.84},{"id":"154d70e9-2610-4c4a-9445-a3d5350d904b","height":30.65,"width":38.46},{"id":"e4120a10-54e9-440d-b62a-b812d7dd1d22","height":30.65,"width":20.43},{"id":"6494b418-b49e-4b37-8761-a2a3757d3ef2","height":30.65,"width":25.24},{"id":"2d1223a3-1827-463f-8054-f538cd084ef8","height":30.65,"width":23.44},{"id":"314998a1-6758-4f71-92b3-a1df98465135","height":30.65,"width":23.44},{"id":"3988b013-3315-48d0-a3ff-c0f0ebb3289d","height":30.65,"width":24.04},{"id":"2ca784ef-4a8e-4fe4-95fe-b9a146751f12","height":30.65,"width":37.86},{"id":"4bb54f81-bd4c-4c97-adb2-f76b1e67b2df","height":30.65,"width":25.24},{"id":"b5a5a488-27cb-40a0-a774-7d68b39e09fa","height":30.65,"width":25.84},{"id":"a03e4bde-94ba-4501-ae84-1c7e7838582f","height":30.65,"width":22.83},{"id":"90b36ad8-335f-411f-a41a-8599dabe7f27","height":30.65,"width":26.44},{"id":"7b17fe39-596e-4d28-a3b6-38e082d44d1d","height":30.65,"width":24.04},{"id":"ebbfdcb7-468b-45ad-8eab-4ddb21d77327","height":30.65,"width":22.83},{"id":"20dd4bd8-566e-4699-bb4b-b244d9f488aa","height":30.65,"width":24.04},{"id":"9882f2a8-9527-43d7-ba7a-4aa99ca18e32","height":30.65,"width":22.83},{"id":"4e46c022-d6c3-4996-94a4-6e488e015860","height":30.65,"width":23.44},{"id":"783a9d40-7acc-474d-a2cb-841c0e62f7f9","height":30.65,"width":22.83},{"id":"94a77914-9888-40c4-9564-3d025e0b0650","height":30.65,"width":38.46},{"id":"c94e54bf-27ab-4e6c-8c43-9adaa92bfcf0","height":30.65,"width":24.04},{"id":"4b4e4a55-9180-44ce-b5c6-6f577a2c348e","height":30.65,"width":20.43},{"id":"ffd799df-6d2b-4ea4-98ba-b4d2b535420a","height":30.65,"width":25.24},{"id":"4b9fdd13-47ac-45dd-bb0b-b871fc611a69","height":30.65,"width":27.64},{"id":"a9ed77cb-d3ba-468f-97f5-806e6c114afa","height":31.85,"width":23.44},{"id":"b6fbc453-d362-46fd-bc65-9e51944af2d3","height":31.85,"width":27.64},{"id":"0345dd98-74a8-47f8-85bf-e1982f3ceecf","height":31.85,"width":27.64},{"id":"413d3b60-63a8-4636-a950-52eef9c44c6d","height":31.85,"width":27.64},{"id":"111f1af5-9054-4cc9-8ac9-fba4706181e8","height":31.85,"width":24.04},{"id":"625e1094-adad-4f67-a4a4-a83b824bb4b9","height":31.85,"width":26.44},{"id":"3d8709e2-ec45-4893-941f-ce96faad4248","height":31.85,"width":24.04},{"id":"fba02b6a-d1bf-4f8c-ae3b-844b7122b875","height":31.85,"width":26.44},{"id":"d0e78fe2-0cc4-4cd6-b3d4-1c4145854e78","height":30.05,"width":22.83},{"id":"7298339f-a6ae-4078-8b4b-0045a36a0887","height":30.65,"width":23.44},{"id":"8a7eb04f-534f-4dd1-a196-66a4551ca685","height":30.05,"width":19.23},{"id":"f8eace08-f617-4bb6-a49c-00c3a9a0ed60","height":30.05,"width":22.83}]},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":145.42,"sign_width":"1056.41","dimensions":[{"id":"58823822-f65f-40c5-980c-018a004b465f","height":30.05,"width":23.44},{"id":"21072012-f4ec-4ef9-bdce-423f066b0a1d","height":30.05,"width":27.64},{"id":"cbd6dd83-cd81-432c-becb-a7acadd4d68e","height":30.05,"width":23.44},{"id":"66f665d3-a4c9-4658-b31b-618e143aff69","height":30.05,"width":19.23},{"id":"cc8cfeb8-61b4-48f3-b3f0-c8103e421ad0","height":30.65,"width":24.04},{"id":"d8e4615f-fc3d-492f-803b-2466ee4bbfa9","height":30.05,"width":28.84},{"id":"ee094cbb-e762-45d4-bc81-2dfec81f4ba6","height":30.65,"width":22.23},{"id":"e3453ac8-f870-4e4d-8f8c-cb3867eaebcc","height":30.65,"width":25.24},{"id":"4f1733ab-bf43-4142-8f5f-73286552286c","height":30.65,"width":27.64},{"id":"bb90db40-1ed5-41ef-b8ae-e3f5b64990c9","height":30.65,"width":38.46},{"id":"d6d8f55c-f32a-4196-a1c7-c174ed7f9e40","height":30.65,"width":25.84},{"id":"154d70e9-2610-4c4a-9445-a3d5350d904b","height":30.65,"width":38.46},{"id":"e4120a10-54e9-440d-b62a-b812d7dd1d22","height":30.65,"width":20.43},{"id":"6494b418-b49e-4b37-8761-a2a3757d3ef2","height":30.65,"width":25.24},{"id":"2d1223a3-1827-463f-8054-f538cd084ef8","height":30.65,"width":23.44},{"id":"314998a1-6758-4f71-92b3-a1df98465135","height":30.65,"width":23.44},{"id":"3988b013-3315-48d0-a3ff-c0f0ebb3289d","height":30.65,"width":24.04},{"id":"2ca784ef-4a8e-4fe4-95fe-b9a146751f12","height":30.65,"width":37.86},{"id":"4bb54f81-bd4c-4c97-adb2-f76b1e67b2df","height":30.65,"width":25.24},{"id":"b5a5a488-27cb-40a0-a774-7d68b39e09fa","height":30.65,"width":25.84},{"id":"a03e4bde-94ba-4501-ae84-1c7e7838582f","height":30.65,"width":22.83},{"id":"90b36ad8-335f-411f-a41a-8599dabe7f27","height":30.65,"width":26.44},{"id":"7b17fe39-596e-4d28-a3b6-38e082d44d1d","height":30.65,"width":24.04},{"id":"ebbfdcb7-468b-45ad-8eab-4ddb21d77327","height":30.65,"width":22.83},{"id":"20dd4bd8-566e-4699-bb4b-b244d9f488aa","height":30.65,"width":24.04},{"id":"9882f2a8-9527-43d7-ba7a-4aa99ca18e32","height":30.65,"width":22.83},{"id":"4e46c022-d6c3-4996-94a4-6e488e015860","height":30.65,"width":23.44},{"id":"783a9d40-7acc-474d-a2cb-841c0e62f7f9","height":30.65,"width":22.83},{"id":"94a77914-9888-40c4-9564-3d025e0b0650","height":30.65,"width":38.46},{"id":"c94e54bf-27ab-4e6c-8c43-9adaa92bfcf0","height":30.65,"width":24.04},{"id":"4b4e4a55-9180-44ce-b5c6-6f577a2c348e","height":30.65,"width":20.43},{"id":"ffd799df-6d2b-4ea4-98ba-b4d2b535420a","height":30.65,"width":25.24},{"id":"4b9fdd13-47ac-45dd-bb0b-b871fc611a69","height":30.65,"width":27.64},{"id":"a9ed77cb-d3ba-468f-97f5-806e6c114afa","height":31.85,"width":23.44},{"id":"b6fbc453-d362-46fd-bc65-9e51944af2d3","height":31.85,"width":27.64},{"id":"0345dd98-74a8-47f8-85bf-e1982f3ceecf","height":31.85,"width":27.64},{"id":"413d3b60-63a8-4636-a950-52eef9c44c6d","height":31.85,"width":27.64},{"id":"111f1af5-9054-4cc9-8ac9-fba4706181e8","height":31.85,"width":24.04},{"id":"625e1094-adad-4f67-a4a4-a83b824bb4b9","height":31.85,"width":26.44},{"id":"3d8709e2-ec45-4893-941f-ce96faad4248","height":31.85,"width":24.04},{"id":"fba02b6a-d1bf-4f8c-ae3b-844b7122b875","height":31.85,"width":26.44},{"id":"d0e78fe2-0cc4-4cd6-b3d4-1c4145854e78","height":30.05,"width":22.83},{"id":"7298339f-a6ae-4078-8b4b-0045a36a0887","height":30.65,"width":23.44},{"id":"8a7eb04f-534f-4dd1-a196-66a4551ca685","height":30.05,"width":19.23},{"id":"f8eace08-f617-4bb6-a49c-00c3a9a0ed60","height":30.05,"width":22.83}]}},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"58823822-f65f-40c5-980c-018a004b465f","height":30.05,"width":23.44},{"id":"21072012-f4ec-4ef9-bdce-423f066b0a1d","height":30.05,"width":27.64},{"id":"cbd6dd83-cd81-432c-becb-a7acadd4d68e","height":30.05,"width":23.44},{"id":"66f665d3-a4c9-4658-b31b-618e143aff69","height":30.05,"width":19.23},{"id":"cc8cfeb8-61b4-48f3-b3f0-c8103e421ad0","height":30.65,"width":24.04},{"id":"d8e4615f-fc3d-492f-803b-2466ee4bbfa9","height":30.05,"width":28.84},{"id":"ee094cbb-e762-45d4-bc81-2dfec81f4ba6","height":30.65,"width":22.23},{"id":"e3453ac8-f870-4e4d-8f8c-cb3867eaebcc","height":30.65,"width":25.24},{"id":"4f1733ab-bf43-4142-8f5f-73286552286c","height":30.65,"width":27.64},{"id":"bb90db40-1ed5-41ef-b8ae-e3f5b64990c9","height":30.65,"width":38.46},{"id":"d6d8f55c-f32a-4196-a1c7-c174ed7f9e40","height":30.65,"width":25.84},{"id":"154d70e9-2610-4c4a-9445-a3d5350d904b","height":30.65,"width":38.46},{"id":"e4120a10-54e9-440d-b62a-b812d7dd1d22","height":30.65,"width":20.43},{"id":"6494b418-b49e-4b37-8761-a2a3757d3ef2","height":30.65,"width":25.24},{"id":"2d1223a3-1827-463f-8054-f538cd084ef8","height":30.65,"width":23.44},{"id":"314998a1-6758-4f71-92b3-a1df98465135","height":30.65,"width":23.44},{"id":"3988b013-3315-48d0-a3ff-c0f0ebb3289d","height":30.65,"width":24.04},{"id":"2ca784ef-4a8e-4fe4-95fe-b9a146751f12","height":30.65,"width":37.86},{"id":"4bb54f81-bd4c-4c97-adb2-f76b1e67b2df","height":30.65,"width":25.24},{"id":"b5a5a488-27cb-40a0-a774-7d68b39e09fa","height":30.65,"width":25.84},{"id":"a03e4bde-94ba-4501-ae84-1c7e7838582f","height":30.65,"width":22.83},{"id":"90b36ad8-335f-411f-a41a-8599dabe7f27","height":30.65,"width":26.44},{"id":"7b17fe39-596e-4d28-a3b6-38e082d44d1d","height":30.65,"width":24.04},{"id":"ebbfdcb7-468b-45ad-8eab-4ddb21d77327","height":30.65,"width":22.83},{"id":"20dd4bd8-566e-4699-bb4b-b244d9f488aa","height":30.65,"width":24.04},{"id":"9882f2a8-9527-43d7-ba7a-4aa99ca18e32","height":30.65,"width":22.83},{"id":"4e46c022-d6c3-4996-94a4-6e488e015860","height":30.65,"width":23.44},{"id":"783a9d40-7acc-474d-a2cb-841c0e62f7f9","height":30.65,"width":22.83},{"id":"94a77914-9888-40c4-9564-3d025e0b0650","height":30.65,"width":38.46},{"id":"c94e54bf-27ab-4e6c-8c43-9adaa92bfcf0","height":30.65,"width":24.04},{"id":"4b4e4a55-9180-44ce-b5c6-6f577a2c348e","height":30.65,"width":20.43},{"id":"ffd799df-6d2b-4ea4-98ba-b4d2b535420a","height":30.65,"width":25.24},{"id":"4b9fdd13-47ac-45dd-bb0b-b871fc611a69","height":30.65,"width":27.64},{"id":"a9ed77cb-d3ba-468f-97f5-806e6c114afa","height":31.85,"width":23.44},{"id":"b6fbc453-d362-46fd-bc65-9e51944af2d3","height":31.85,"width":27.64},{"id":"0345dd98-74a8-47f8-85bf-e1982f3ceecf","height":31.85,"width":27.64},{"id":"413d3b60-63a8-4636-a950-52eef9c44c6d","height":31.85,"width":27.64},{"id":"111f1af5-9054-4cc9-8ac9-fba4706181e8","height":31.85,"width":24.04},{"id":"625e1094-adad-4f67-a4a4-a83b824bb4b9","height":31.85,"width":26.44},{"id":"3d8709e2-ec45-4893-941f-ce96faad4248","height":31.85,"width":24.04},{"id":"fba02b6a-d1bf-4f8c-ae3b-844b7122b875","height":31.85,"width":26.44},{"id":"d0e78fe2-0cc4-4cd6-b3d4-1c4145854e78","height":30.05,"width":22.83},{"id":"7298339f-a6ae-4078-8b4b-0045a36a0887","height":30.65,"width":23.44},{"id":"8a7eb04f-534f-4dd1-a196-66a4551ca685","height":30.05,"width":19.23},{"id":"f8eace08-f617-4bb6-a49c-00c3a9a0ed60","height":30.05,"width":22.83}],"sign_height_raw":145.42,"sign_width_raw":"1056.41"},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":146.0,"sign_width":1057.0,"tax_factor":0.0887},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"58823822-f65f-40c5-980c-018a004b465f","height":30.05,"width":23.44,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"21072012-f4ec-4ef9-bdce-423f066b0a1d","height":30.05,"width":27.64,"ceilHeight":31.0,"ceilWidth":28.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"cbd6dd83-cd81-432c-becb-a7acadd4d68e","height":30.05,"width":23.44,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"66f665d3-a4c9-4658-b31b-618e143aff69","height":30.05,"width":19.23,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"cc8cfeb8-61b4-48f3-b3f0-c8103e421ad0","height":30.65,"width":24.04,"ceilHeight":31.0,"ceilWidth":25.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"d8e4615f-fc3d-492f-803b-2466ee4bbfa9","height":30.05,"width":28.84,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"ee094cbb-e762-45d4-bc81-2dfec81f4ba6","height":30.65,"width":22.23,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"e3453ac8-f870-4e4d-8f8c-cb3867eaebcc","height":30.65,"width":25.24,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"4f1733ab-bf43-4142-8f5f-73286552286c","height":30.65,"width":27.64,"ceilHeight":31.0,"ceilWidth":28.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"bb90db40-1ed5-41ef-b8ae-e3f5b64990c9","height":30.65,"width":38.46,"ceilHeight":31.0,"ceilWidth":39.0,"biggerDimension":39.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"d6d8f55c-f32a-4196-a1c7-c174ed7f9e40","height":30.65,"width":25.84,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"154d70e9-2610-4c4a-9445-a3d5350d904b","height":30.65,"width":38.46,"ceilHeight":31.0,"ceilWidth":39.0,"biggerDimension":39.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"e4120a10-54e9-440d-b62a-b812d7dd1d22","height":30.65,"width":20.43,"ceilHeight":31.0,"ceilWidth":21.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"6494b418-b49e-4b37-8761-a2a3757d3ef2","height":30.65,"width":25.24,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"2d1223a3-1827-463f-8054-f538cd084ef8","height":30.65,"width":23.44,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"314998a1-6758-4f71-92b3-a1df98465135","height":30.65,"width":23.44,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"3988b013-3315-48d0-a3ff-c0f0ebb3289d","height":30.65,"width":24.04,"ceilHeight":31.0,"ceilWidth":25.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"2ca784ef-4a8e-4fe4-95fe-b9a146751f12","height":30.65,"width":37.86,"ceilHeight":31.0,"ceilWidth":38.0,"biggerDimension":38.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"4bb54f81-bd4c-4c97-adb2-f76b1e67b2df","height":30.65,"width":25.24,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"b5a5a488-27cb-40a0-a774-7d68b39e09fa","height":30.65,"width":25.84,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"a03e4bde-94ba-4501-ae84-1c7e7838582f","height":30.65,"width":22.83,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"90b36ad8-335f-411f-a41a-8599dabe7f27","height":30.65,"width":26.44,"ceilHeight":31.0,"ceilWidth":27.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"7b17fe39-596e-4d28-a3b6-38e082d44d1d","height":30.65,"width":24.04,"ceilHeight":31.0,"ceilWidth":25.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"ebbfdcb7-468b-45ad-8eab-4ddb21d77327","height":30.65,"width":22.83,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"20dd4bd8-566e-4699-bb4b-b244d9f488aa","height":30.65,"width":24.04,"ceilHeight":31.0,"ceilWidth":25.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"9882f2a8-9527-43d7-ba7a-4aa99ca18e32","height":30.65,"width":22.83,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"4e46c022-d6c3-4996-94a4-6e488e015860","height":30.65,"width":23.44,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"783a9d40-7acc-474d-a2cb-841c0e62f7f9","height":30.65,"width":22.83,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"94a77914-9888-40c4-9564-3d025e0b0650","height":30.65,"width":38.46,"ceilHeight":31.0,"ceilWidth":39.0,"biggerDimension":39.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"c94e54bf-27ab-4e6c-8c43-9adaa92bfcf0","height":30.65,"width":24.04,"ceilHeight":31.0,"ceilWidth":25.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"4b4e4a55-9180-44ce-b5c6-6f577a2c348e","height":30.65,"width":20.43,"ceilHeight":31.0,"ceilWidth":21.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"ffd799df-6d2b-4ea4-98ba-b4d2b535420a","height":30.65,"width":25.24,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"4b9fdd13-47ac-45dd-bb0b-b871fc611a69","height":30.65,"width":27.64,"ceilHeight":31.0,"ceilWidth":28.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"a9ed77cb-d3ba-468f-97f5-806e6c114afa","height":31.85,"width":23.44,"ceilHeight":32.0,"ceilWidth":24.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"b6fbc453-d362-46fd-bc65-9e51944af2d3","height":31.85,"width":27.64,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"0345dd98-74a8-47f8-85bf-e1982f3ceecf","height":31.85,"width":27.64,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"413d3b60-63a8-4636-a950-52eef9c44c6d","height":31.85,"width":27.64,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"111f1af5-9054-4cc9-8ac9-fba4706181e8","height":31.85,"width":24.04,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"625e1094-adad-4f67-a4a4-a83b824bb4b9","height":31.85,"width":26.44,"ceilHeight":32.0,"ceilWidth":27.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"3d8709e2-ec45-4893-941f-ce96faad4248","height":31.85,"width":24.04,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"fba02b6a-d1bf-4f8c-ae3b-844b7122b875","height":31.85,"width":26.44,"ceilHeight":32.0,"ceilWidth":27.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"d0e78fe2-0cc4-4cd6-b3d4-1c4145854e78","height":30.05,"width":22.83,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"7298339f-a6ae-4078-8b4b-0045a36a0887","height":30.65,"width":23.44,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"8a7eb04f-534f-4dd1-a196-66a4551ca685","height":30.05,"width":19.23,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"f8eace08-f617-4bb6-a49c-00c3a9a0ed60","height":30.05,"width":22.83,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":45,"baseProductionCost":18216,"result":[{"id":"58823822-f65f-40c5-980c-018a004b465f","height":30.05,"width":23.44,"depth":2,"price":392},{"id":"21072012-f4ec-4ef9-bdce-423f066b0a1d","height":30.05,"width":27.64,"depth":2,"price":392},{"id":"cbd6dd83-cd81-432c-becb-a7acadd4d68e","height":30.05,"width":23.44,"depth":2,"price":392},{"id":"66f665d3-a4c9-4658-b31b-618e143aff69","height":30.05,"width":19.23,"depth":2,"price":392},{"id":"cc8cfeb8-61b4-48f3-b3f0-c8103e421ad0","height":30.65,"width":24.04,"depth":2,"price":392},{"id":"d8e4615f-fc3d-492f-803b-2466ee4bbfa9","height":30.05,"width":28.84,"depth":2,"price":392},{"id":"ee094cbb-e762-45d4-bc81-2dfec81f4ba6","height":30.65,"width":22.23,"depth":2,"price":392},{"id":"e3453ac8-f870-4e4d-8f8c-cb3867eaebcc","height":30.65,"width":25.24,"depth":2,"price":392},{"id":"4f1733ab-bf43-4142-8f5f-73286552286c","height":30.65,"width":27.64,"depth":2,"price":392},{"id":"bb90db40-1ed5-41ef-b8ae-e3f5b64990c9","height":30.65,"width":38.46,"depth":2,"price":502},{"id":"d6d8f55c-f32a-4196-a1c7-c174ed7f9e40","height":30.65,"width":25.84,"depth":2,"price":392},{"id":"154d70e9-2610-4c4a-9445-a3d5350d904b","height":30.65,"width":38.46,"depth":2,"price":502},{"id":"e4120a10-54e9-440d-b62a-b812d7dd1d22","height":30.65,"width":20.43,"depth":2,"price":392},{"id":"6494b418-b49e-4b37-8761-a2a3757d3ef2","height":30.65,"width":25.24,"depth":2,"price":392},{"id":"2d1223a3-1827-463f-8054-f538cd084ef8","height":30.65,"width":23.44,"depth":2,"price":392},{"id":"314998a1-6758-4f71-92b3-a1df98465135","height":30.65,"width":23.44,"depth":2,"price":392},{"id":"3988b013-3315-48d0-a3ff-c0f0ebb3289d","height":30.65,"width":24.04,"depth":2,"price":392},{"id":"2ca784ef-4a8e-4fe4-95fe-b9a146751f12","height":30.65,"width":37.86,"depth":2,"price":502},{"id":"4bb54f81-bd4c-4c97-adb2-f76b1e67b2df","height":30.65,"width":25.24,"depth":2,"price":392},{"id":"b5a5a488-27cb-40a0-a774-7d68b39e09fa","height":30.65,"width":25.84,"depth":2,"price":392},{"id":"a03e4bde-94ba-4501-ae84-1c7e7838582f","height":30.65,"width":22.83,"depth":2,"price":392},{"id":"90b36ad8-335f-411f-a41a-8599dabe7f27","height":30.65,"width":26.44,"depth":2,"price":392},{"id":"7b17fe39-596e-4d28-a3b6-38e082d44d1d","height":30.65,"width":24.04,"depth":2,"price":392},{"id":"ebbfdcb7-468b-45ad-8eab-4ddb21d77327","height":30.65,"width":22.83,"depth":2,"price":392},{"id":"20dd4bd8-566e-4699-bb4b-b244d9f488aa","height":30.65,"width":24.04,"depth":2,"price":392},{"id":"9882f2a8-9527-43d7-ba7a-4aa99ca18e32","height":30.65,"width":22.83,"depth":2,"price":392},{"id":"4e46c022-d6c3-4996-94a4-6e488e015860","height":30.65,"width":23.44,"depth":2,"price":392},{"id":"783a9d40-7acc-474d-a2cb-841c0e62f7f9","height":30.65,"width":22.83,"depth":2,"price":392},{"id":"94a77914-9888-40c4-9564-3d025e0b0650","height":30.65,"width":38.46,"depth":2,"price":502},{"id":"c94e54bf-27ab-4e6c-8c43-9adaa92bfcf0","height":30.65,"width":24.04,"depth":2,"price":392},{"id":"4b4e4a55-9180-44ce-b5c6-6f577a2c348e","height":30.65,"width":20.43,"depth":2,"price":392},{"id":"ffd799df-6d2b-4ea4-98ba-b4d2b535420a","height":30.65,"width":25.24,"depth":2,"price":392},{"id":"4b9fdd13-47ac-45dd-bb0b-b871fc611a69","height":30.65,"width":27.64,"depth":2,"price":392},{"id":"a9ed77cb-d3ba-468f-97f5-806e6c114afa","height":31.85,"width":23.44,"depth":2,"price":409},{"id":"b6fbc453-d362-46fd-bc65-9e51944af2d3","height":31.85,"width":27.64,"depth":2,"price":409},{"id":"0345dd98-74a8-47f8-85bf-e1982f3ceecf","height":31.85,"width":27.64,"depth":2,"price":409},{"id":"413d3b60-63a8-4636-a950-52eef9c44c6d","height":31.85,"width":27.64,"depth":2,"price":409},{"id":"111f1af5-9054-4cc9-8ac9-fba4706181e8","height":31.85,"width":24.04,"depth":2,"price":409},{"id":"625e1094-adad-4f67-a4a4-a83b824bb4b9","height":31.85,"width":26.44,"depth":2,"price":409},{"id":"3d8709e2-ec45-4893-941f-ce96faad4248","height":31.85,"width":24.04,"depth":2,"price":409},{"id":"fba02b6a-d1bf-4f8c-ae3b-844b7122b875","height":31.85,"width":26.44,"depth":2,"price":409},{"id":"d0e78fe2-0cc4-4cd6-b3d4-1c4145854e78","height":30.05,"width":22.83,"depth":2,"price":392},{"id":"7298339f-a6ae-4078-8b4b-0045a36a0887","height":30.65,"width":23.44,"depth":2,"price":392},{"id":"8a7eb04f-534f-4dd1-a196-66a4551ca685","height":30.05,"width":19.23,"depth":2,"price":392},{"id":"f8eace08-f617-4bb6-a49c-00c3a9a0ed60","height":30.05,"width":22.83,"depth":2,"price":392}]},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":146.0},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":18.0,"PSUCost":890.82},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Total Production Cost and Tax {"data":{"productionCost":19106.82,"taxFactor":0.0887,"tax":1694.774934},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Box Calculation Details {"data":{"breadth":152.0,"boxDepth":8,"oneBoxCapacity":-161.0,"noOfBoxes":-6.0,"noOfFullBoxes":-7.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-161.0,"widthOfHalfBox":-70.0},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":8931.913669064748,"shippingWeightInKG":4050.7544984420624},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":4050.7544984420624,"shippingRateFound":false,"shippingRateRow":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":18216,"PSUCost":890.82,"tax":1694.774934,"shippingRate":null,"miscellaenous":0,"signPrice":20801.594934},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"1056.41","sign_height":145.42,"sign_depth":2,"totalCost":20801.594934,"TATDays":7,"baseProductionCost":18216,"productionCost":19106.82,"PSUCost":890.82,"tax":1694.774934,"shippingCost":null,"uniqueReturns_count":2,"objects_count":45},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"58823822-f65f-40c5-980c-018a004b465f","height":30.05,"width":23.44},{"id":"21072012-f4ec-4ef9-bdce-423f066b0a1d","height":30.05,"width":27.64},{"id":"cbd6dd83-cd81-432c-becb-a7acadd4d68e","height":30.05,"width":23.44},{"id":"66f665d3-a4c9-4658-b31b-618e143aff69","height":30.05,"width":19.23},{"id":"cc8cfeb8-61b4-48f3-b3f0-c8103e421ad0","height":30.65,"width":24.04},{"id":"d8e4615f-fc3d-492f-803b-2466ee4bbfa9","height":30.05,"width":28.84},{"id":"ee094cbb-e762-45d4-bc81-2dfec81f4ba6","height":30.65,"width":22.23},{"id":"e3453ac8-f870-4e4d-8f8c-cb3867eaebcc","height":30.65,"width":25.24},{"id":"4f1733ab-bf43-4142-8f5f-73286552286c","height":30.65,"width":27.64},{"id":"bb90db40-1ed5-41ef-b8ae-e3f5b64990c9","height":30.65,"width":38.46},{"id":"d6d8f55c-f32a-4196-a1c7-c174ed7f9e40","height":30.65,"width":25.84},{"id":"154d70e9-2610-4c4a-9445-a3d5350d904b","height":30.65,"width":38.46},{"id":"e4120a10-54e9-440d-b62a-b812d7dd1d22","height":30.65,"width":20.43},{"id":"6494b418-b49e-4b37-8761-a2a3757d3ef2","height":30.65,"width":25.24},{"id":"2d1223a3-1827-463f-8054-f538cd084ef8","height":30.65,"width":23.44},{"id":"314998a1-6758-4f71-92b3-a1df98465135","height":30.65,"width":23.44},{"id":"3988b013-3315-48d0-a3ff-c0f0ebb3289d","height":30.65,"width":24.04},{"id":"2ca784ef-4a8e-4fe4-95fe-b9a146751f12","height":30.65,"width":37.86},{"id":"4bb54f81-bd4c-4c97-adb2-f76b1e67b2df","height":30.65,"width":25.24},{"id":"b5a5a488-27cb-40a0-a774-7d68b39e09fa","height":30.65,"width":25.84},{"id":"a03e4bde-94ba-4501-ae84-1c7e7838582f","height":30.65,"width":22.83},{"id":"90b36ad8-335f-411f-a41a-8599dabe7f27","height":30.65,"width":26.44},{"id":"7b17fe39-596e-4d28-a3b6-38e082d44d1d","height":30.65,"width":24.04},{"id":"ebbfdcb7-468b-45ad-8eab-4ddb21d77327","height":30.65,"width":22.83},{"id":"20dd4bd8-566e-4699-bb4b-b244d9f488aa","height":30.65,"width":24.04},{"id":"9882f2a8-9527-43d7-ba7a-4aa99ca18e32","height":30.65,"width":22.83},{"id":"4e46c022-d6c3-4996-94a4-6e488e015860","height":30.65,"width":23.44},{"id":"783a9d40-7acc-474d-a2cb-841c0e62f7f9","height":30.65,"width":22.83},{"id":"94a77914-9888-40c4-9564-3d025e0b0650","height":30.65,"width":38.46},{"id":"c94e54bf-27ab-4e6c-8c43-9adaa92bfcf0","height":30.65,"width":24.04},{"id":"4b4e4a55-9180-44ce-b5c6-6f577a2c348e","height":30.65,"width":20.43},{"id":"ffd799df-6d2b-4ea4-98ba-b4d2b535420a","height":30.65,"width":25.24},{"id":"4b9fdd13-47ac-45dd-bb0b-b871fc611a69","height":30.65,"width":27.64},{"id":"a9ed77cb-d3ba-468f-97f5-806e6c114afa","height":31.85,"width":23.44},{"id":"b6fbc453-d362-46fd-bc65-9e51944af2d3","height":31.85,"width":27.64},{"id":"0345dd98-74a8-47f8-85bf-e1982f3ceecf","height":31.85,"width":27.64},{"id":"413d3b60-63a8-4636-a950-52eef9c44c6d","height":31.85,"width":27.64},{"id":"111f1af5-9054-4cc9-8ac9-fba4706181e8","height":31.85,"width":24.04},{"id":"625e1094-adad-4f67-a4a4-a83b824bb4b9","height":31.85,"width":26.44},{"id":"3d8709e2-ec45-4893-941f-ce96faad4248","height":31.85,"width":24.04},{"id":"fba02b6a-d1bf-4f8c-ae3b-844b7122b875","height":31.85,"width":26.44},{"id":"d0e78fe2-0cc4-4cd6-b3d4-1c4145854e78","height":30.05,"width":22.83},{"id":"7298339f-a6ae-4078-8b4b-0045a36a0887","height":30.65,"width":23.44},{"id":"8a7eb04f-534f-4dd1-a196-66a4551ca685","height":30.05,"width":19.23},{"id":"f8eace08-f617-4bb6-a49c-00c3a9a0ed60","height":30.05,"width":22.83}],"sign_height_raw":145.42,"sign_width_raw":"1056.41"},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":146.0,"sign_width":1057.0,"tax_factor":0.0887},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"58823822-f65f-40c5-980c-018a004b465f","height":30.05,"width":23.44,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"21072012-f4ec-4ef9-bdce-423f066b0a1d","height":30.05,"width":27.64,"ceilHeight":31.0,"ceilWidth":28.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"cbd6dd83-cd81-432c-becb-a7acadd4d68e","height":30.05,"width":23.44,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"66f665d3-a4c9-4658-b31b-618e143aff69","height":30.05,"width":19.23,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"cc8cfeb8-61b4-48f3-b3f0-c8103e421ad0","height":30.65,"width":24.04,"ceilHeight":31.0,"ceilWidth":25.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"d8e4615f-fc3d-492f-803b-2466ee4bbfa9","height":30.05,"width":28.84,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"ee094cbb-e762-45d4-bc81-2dfec81f4ba6","height":30.65,"width":22.23,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"e3453ac8-f870-4e4d-8f8c-cb3867eaebcc","height":30.65,"width":25.24,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"4f1733ab-bf43-4142-8f5f-73286552286c","height":30.65,"width":27.64,"ceilHeight":31.0,"ceilWidth":28.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"bb90db40-1ed5-41ef-b8ae-e3f5b64990c9","height":30.65,"width":38.46,"ceilHeight":31.0,"ceilWidth":39.0,"biggerDimension":39.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"d6d8f55c-f32a-4196-a1c7-c174ed7f9e40","height":30.65,"width":25.84,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"154d70e9-2610-4c4a-9445-a3d5350d904b","height":30.65,"width":38.46,"ceilHeight":31.0,"ceilWidth":39.0,"biggerDimension":39.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"e4120a10-54e9-440d-b62a-b812d7dd1d22","height":30.65,"width":20.43,"ceilHeight":31.0,"ceilWidth":21.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"6494b418-b49e-4b37-8761-a2a3757d3ef2","height":30.65,"width":25.24,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"2d1223a3-1827-463f-8054-f538cd084ef8","height":30.65,"width":23.44,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"314998a1-6758-4f71-92b3-a1df98465135","height":30.65,"width":23.44,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"3988b013-3315-48d0-a3ff-c0f0ebb3289d","height":30.65,"width":24.04,"ceilHeight":31.0,"ceilWidth":25.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"2ca784ef-4a8e-4fe4-95fe-b9a146751f12","height":30.65,"width":37.86,"ceilHeight":31.0,"ceilWidth":38.0,"biggerDimension":38.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"4bb54f81-bd4c-4c97-adb2-f76b1e67b2df","height":30.65,"width":25.24,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"b5a5a488-27cb-40a0-a774-7d68b39e09fa","height":30.65,"width":25.84,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"a03e4bde-94ba-4501-ae84-1c7e7838582f","height":30.65,"width":22.83,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"90b36ad8-335f-411f-a41a-8599dabe7f27","height":30.65,"width":26.44,"ceilHeight":31.0,"ceilWidth":27.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"7b17fe39-596e-4d28-a3b6-38e082d44d1d","height":30.65,"width":24.04,"ceilHeight":31.0,"ceilWidth":25.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"ebbfdcb7-468b-45ad-8eab-4ddb21d77327","height":30.65,"width":22.83,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"20dd4bd8-566e-4699-bb4b-b244d9f488aa","height":30.65,"width":24.04,"ceilHeight":31.0,"ceilWidth":25.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"9882f2a8-9527-43d7-ba7a-4aa99ca18e32","height":30.65,"width":22.83,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"4e46c022-d6c3-4996-94a4-6e488e015860","height":30.65,"width":23.44,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"783a9d40-7acc-474d-a2cb-841c0e62f7f9","height":30.65,"width":22.83,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"94a77914-9888-40c4-9564-3d025e0b0650","height":30.65,"width":38.46,"ceilHeight":31.0,"ceilWidth":39.0,"biggerDimension":39.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"c94e54bf-27ab-4e6c-8c43-9adaa92bfcf0","height":30.65,"width":24.04,"ceilHeight":31.0,"ceilWidth":25.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"4b4e4a55-9180-44ce-b5c6-6f577a2c348e","height":30.65,"width":20.43,"ceilHeight":31.0,"ceilWidth":21.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"ffd799df-6d2b-4ea4-98ba-b4d2b535420a","height":30.65,"width":25.24,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"4b9fdd13-47ac-45dd-bb0b-b871fc611a69","height":30.65,"width":27.64,"ceilHeight":31.0,"ceilWidth":28.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"a9ed77cb-d3ba-468f-97f5-806e6c114afa","height":31.85,"width":23.44,"ceilHeight":32.0,"ceilWidth":24.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"b6fbc453-d362-46fd-bc65-9e51944af2d3","height":31.85,"width":27.64,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"0345dd98-74a8-47f8-85bf-e1982f3ceecf","height":31.85,"width":27.64,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"413d3b60-63a8-4636-a950-52eef9c44c6d","height":31.85,"width":27.64,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"111f1af5-9054-4cc9-8ac9-fba4706181e8","height":31.85,"width":24.04,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"625e1094-adad-4f67-a4a4-a83b824bb4b9","height":31.85,"width":26.44,"ceilHeight":32.0,"ceilWidth":27.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"3d8709e2-ec45-4893-941f-ce96faad4248","height":31.85,"width":24.04,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"fba02b6a-d1bf-4f8c-ae3b-844b7122b875","height":31.85,"width":26.44,"ceilHeight":32.0,"ceilWidth":27.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"d0e78fe2-0cc4-4cd6-b3d4-1c4145854e78","height":30.05,"width":22.83,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"7298339f-a6ae-4078-8b4b-0045a36a0887","height":30.65,"width":23.44,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"8a7eb04f-534f-4dd1-a196-66a4551ca685","height":30.05,"width":19.23,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Dimension Calculation {"data":{"dim_id":"f8eace08-f617-4bb6-a49c-00c3a9a0ed60","height":30.05,"width":22.83,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":45,"baseProductionCost":19036,"result":[{"id":"58823822-f65f-40c5-980c-018a004b465f","height":30.05,"width":23.44,"depth":3,"price":412},{"id":"21072012-f4ec-4ef9-bdce-423f066b0a1d","height":30.05,"width":27.64,"depth":3,"price":412},{"id":"cbd6dd83-cd81-432c-becb-a7acadd4d68e","height":30.05,"width":23.44,"depth":3,"price":412},{"id":"66f665d3-a4c9-4658-b31b-618e143aff69","height":30.05,"width":19.23,"depth":3,"price":412},{"id":"cc8cfeb8-61b4-48f3-b3f0-c8103e421ad0","height":30.65,"width":24.04,"depth":3,"price":412},{"id":"d8e4615f-fc3d-492f-803b-2466ee4bbfa9","height":30.05,"width":28.84,"depth":3,"price":412},{"id":"ee094cbb-e762-45d4-bc81-2dfec81f4ba6","height":30.65,"width":22.23,"depth":3,"price":412},{"id":"e3453ac8-f870-4e4d-8f8c-cb3867eaebcc","height":30.65,"width":25.24,"depth":3,"price":412},{"id":"4f1733ab-bf43-4142-8f5f-73286552286c","height":30.65,"width":27.64,"depth":3,"price":412},{"id":"bb90db40-1ed5-41ef-b8ae-e3f5b64990c9","height":30.65,"width":38.46,"depth":3,"price":502},{"id":"d6d8f55c-f32a-4196-a1c7-c174ed7f9e40","height":30.65,"width":25.84,"depth":3,"price":412},{"id":"154d70e9-2610-4c4a-9445-a3d5350d904b","height":30.65,"width":38.46,"depth":3,"price":502},{"id":"e4120a10-54e9-440d-b62a-b812d7dd1d22","height":30.65,"width":20.43,"depth":3,"price":412},{"id":"6494b418-b49e-4b37-8761-a2a3757d3ef2","height":30.65,"width":25.24,"depth":3,"price":412},{"id":"2d1223a3-1827-463f-8054-f538cd084ef8","height":30.65,"width":23.44,"depth":3,"price":412},{"id":"314998a1-6758-4f71-92b3-a1df98465135","height":30.65,"width":23.44,"depth":3,"price":412},{"id":"3988b013-3315-48d0-a3ff-c0f0ebb3289d","height":30.65,"width":24.04,"depth":3,"price":412},{"id":"2ca784ef-4a8e-4fe4-95fe-b9a146751f12","height":30.65,"width":37.86,"depth":3,"price":502},{"id":"4bb54f81-bd4c-4c97-adb2-f76b1e67b2df","height":30.65,"width":25.24,"depth":3,"price":412},{"id":"b5a5a488-27cb-40a0-a774-7d68b39e09fa","height":30.65,"width":25.84,"depth":3,"price":412},{"id":"a03e4bde-94ba-4501-ae84-1c7e7838582f","height":30.65,"width":22.83,"depth":3,"price":412},{"id":"90b36ad8-335f-411f-a41a-8599dabe7f27","height":30.65,"width":26.44,"depth":3,"price":412},{"id":"7b17fe39-596e-4d28-a3b6-38e082d44d1d","height":30.65,"width":24.04,"depth":3,"price":412},{"id":"ebbfdcb7-468b-45ad-8eab-4ddb21d77327","height":30.65,"width":22.83,"depth":3,"price":412},{"id":"20dd4bd8-566e-4699-bb4b-b244d9f488aa","height":30.65,"width":24.04,"depth":3,"price":412},{"id":"9882f2a8-9527-43d7-ba7a-4aa99ca18e32","height":30.65,"width":22.83,"depth":3,"price":412},{"id":"4e46c022-d6c3-4996-94a4-6e488e015860","height":30.65,"width":23.44,"depth":3,"price":412},{"id":"783a9d40-7acc-474d-a2cb-841c0e62f7f9","height":30.65,"width":22.83,"depth":3,"price":412},{"id":"94a77914-9888-40c4-9564-3d025e0b0650","height":30.65,"width":38.46,"depth":3,"price":502},{"id":"c94e54bf-27ab-4e6c-8c43-9adaa92bfcf0","height":30.65,"width":24.04,"depth":3,"price":412},{"id":"4b4e4a55-9180-44ce-b5c6-6f577a2c348e","height":30.65,"width":20.43,"depth":3,"price":412},{"id":"ffd799df-6d2b-4ea4-98ba-b4d2b535420a","height":30.65,"width":25.24,"depth":3,"price":412},{"id":"4b9fdd13-47ac-45dd-bb0b-b871fc611a69","height":30.65,"width":27.64,"depth":3,"price":412},{"id":"a9ed77cb-d3ba-468f-97f5-806e6c114afa","height":31.85,"width":23.44,"depth":3,"price":429},{"id":"b6fbc453-d362-46fd-bc65-9e51944af2d3","height":31.85,"width":27.64,"depth":3,"price":429},{"id":"0345dd98-74a8-47f8-85bf-e1982f3ceecf","height":31.85,"width":27.64,"depth":3,"price":429},{"id":"413d3b60-63a8-4636-a950-52eef9c44c6d","height":31.85,"width":27.64,"depth":3,"price":429},{"id":"111f1af5-9054-4cc9-8ac9-fba4706181e8","height":31.85,"width":24.04,"depth":3,"price":429},{"id":"625e1094-adad-4f67-a4a4-a83b824bb4b9","height":31.85,"width":26.44,"depth":3,"price":429},{"id":"3d8709e2-ec45-4893-941f-ce96faad4248","height":31.85,"width":24.04,"depth":3,"price":429},{"id":"fba02b6a-d1bf-4f8c-ae3b-844b7122b875","height":31.85,"width":26.44,"depth":3,"price":429},{"id":"d0e78fe2-0cc4-4cd6-b3d4-1c4145854e78","height":30.05,"width":22.83,"depth":3,"price":412},{"id":"7298339f-a6ae-4078-8b4b-0045a36a0887","height":30.65,"width":23.44,"depth":3,"price":412},{"id":"8a7eb04f-534f-4dd1-a196-66a4551ca685","height":30.05,"width":19.23,"depth":3,"price":412},{"id":"f8eace08-f617-4bb6-a49c-00c3a9a0ed60","height":30.05,"width":22.83,"depth":3,"price":412}]},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":146.0},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":18.0,"PSUCost":890.82},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Total Production Cost and Tax {"data":{"productionCost":19926.82,"taxFactor":0.0887,"tax":1767.508934},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Box Calculation Details {"data":{"breadth":152.0,"boxDepth":8,"oneBoxCapacity":-161.0,"noOfBoxes":-6.0,"noOfFullBoxes":-7.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-161.0,"widthOfHalfBox":-70.0},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":8931.913669064748,"shippingWeightInKG":4050.7544984420624},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":4050.7544984420624,"shippingRateFound":false,"shippingRateRow":null},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":19036,"PSUCost":890.82,"tax":1767.508934,"shippingRate":null,"miscellaenous":0,"signPrice":21694.328934},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"1056.41","sign_height":145.42,"sign_depth":3,"totalCost":21694.328934,"TATDays":7,"baseProductionCost":19036,"productionCost":19926.82,"PSUCost":890.82,"tax":1767.508934,"shippingCost":null,"uniqueReturns_count":2,"objects_count":45},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":145.42,"sign_width":"1056.41","shipping_weight":432.13711186978003,"shape":"rectangular","dimensions":[{"id":"58823822-f65f-40c5-980c-018a004b465f","height":30.05,"width":23.44},{"id":"21072012-f4ec-4ef9-bdce-423f066b0a1d","height":30.05,"width":27.64},{"id":"cbd6dd83-cd81-432c-becb-a7acadd4d68e","height":30.05,"width":23.44},{"id":"66f665d3-a4c9-4658-b31b-618e143aff69","height":30.05,"width":19.23},{"id":"cc8cfeb8-61b4-48f3-b3f0-c8103e421ad0","height":30.65,"width":24.04},{"id":"d8e4615f-fc3d-492f-803b-2466ee4bbfa9","height":30.05,"width":28.84},{"id":"ee094cbb-e762-45d4-bc81-2dfec81f4ba6","height":30.65,"width":22.23},{"id":"e3453ac8-f870-4e4d-8f8c-cb3867eaebcc","height":30.65,"width":25.24},{"id":"4f1733ab-bf43-4142-8f5f-73286552286c","height":30.65,"width":27.64},{"id":"bb90db40-1ed5-41ef-b8ae-e3f5b64990c9","height":30.65,"width":38.46},{"id":"d6d8f55c-f32a-4196-a1c7-c174ed7f9e40","height":30.65,"width":25.84},{"id":"154d70e9-2610-4c4a-9445-a3d5350d904b","height":30.65,"width":38.46},{"id":"e4120a10-54e9-440d-b62a-b812d7dd1d22","height":30.65,"width":20.43},{"id":"6494b418-b49e-4b37-8761-a2a3757d3ef2","height":30.65,"width":25.24},{"id":"2d1223a3-1827-463f-8054-f538cd084ef8","height":30.65,"width":23.44},{"id":"314998a1-6758-4f71-92b3-a1df98465135","height":30.65,"width":23.44},{"id":"3988b013-3315-48d0-a3ff-c0f0ebb3289d","height":30.65,"width":24.04},{"id":"2ca784ef-4a8e-4fe4-95fe-b9a146751f12","height":30.65,"width":37.86},{"id":"4bb54f81-bd4c-4c97-adb2-f76b1e67b2df","height":30.65,"width":25.24},{"id":"b5a5a488-27cb-40a0-a774-7d68b39e09fa","height":30.65,"width":25.84},{"id":"a03e4bde-94ba-4501-ae84-1c7e7838582f","height":30.65,"width":22.83},{"id":"90b36ad8-335f-411f-a41a-8599dabe7f27","height":30.65,"width":26.44},{"id":"7b17fe39-596e-4d28-a3b6-38e082d44d1d","height":30.65,"width":24.04},{"id":"ebbfdcb7-468b-45ad-8eab-4ddb21d77327","height":30.65,"width":22.83},{"id":"20dd4bd8-566e-4699-bb4b-b244d9f488aa","height":30.65,"width":24.04},{"id":"9882f2a8-9527-43d7-ba7a-4aa99ca18e32","height":30.65,"width":22.83},{"id":"4e46c022-d6c3-4996-94a4-6e488e015860","height":30.65,"width":23.44},{"id":"783a9d40-7acc-474d-a2cb-841c0e62f7f9","height":30.65,"width":22.83},{"id":"94a77914-9888-40c4-9564-3d025e0b0650","height":30.65,"width":38.46},{"id":"c94e54bf-27ab-4e6c-8c43-9adaa92bfcf0","height":30.65,"width":24.04},{"id":"4b4e4a55-9180-44ce-b5c6-6f577a2c348e","height":30.65,"width":20.43},{"id":"ffd799df-6d2b-4ea4-98ba-b4d2b535420a","height":30.65,"width":25.24},{"id":"4b9fdd13-47ac-45dd-bb0b-b871fc611a69","height":30.65,"width":27.64},{"id":"a9ed77cb-d3ba-468f-97f5-806e6c114afa","height":31.85,"width":23.44},{"id":"b6fbc453-d362-46fd-bc65-9e51944af2d3","height":31.85,"width":27.64},{"id":"0345dd98-74a8-47f8-85bf-e1982f3ceecf","height":31.85,"width":27.64},{"id":"413d3b60-63a8-4636-a950-52eef9c44c6d","height":31.85,"width":27.64},{"id":"111f1af5-9054-4cc9-8ac9-fba4706181e8","height":31.85,"width":24.04},{"id":"625e1094-adad-4f67-a4a4-a83b824bb4b9","height":31.85,"width":26.44},{"id":"3d8709e2-ec45-4893-941f-ce96faad4248","height":31.85,"width":24.04},{"id":"fba02b6a-d1bf-4f8c-ae3b-844b7122b875","height":31.85,"width":26.44},{"id":"d0e78fe2-0cc4-4cd6-b3d4-1c4145854e78","height":30.05,"width":22.83},{"id":"7298339f-a6ae-4078-8b4b-0045a36a0887","height":30.65,"width":23.44},{"id":"8a7eb04f-534f-4dd1-a196-66a4551ca685","height":30.05,"width":19.23},{"id":"f8eace08-f617-4bb6-a49c-00c3a9a0ed60","height":30.05,"width":22.83}]}},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Input Parameters {"data":{"dimensions_count":45,"shape":"rectangular"},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:04:50] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":9688.350000000006,"dimensions_count":45},"timestamp":"2026-04-03 06:04:50"} 
[2026-04-03 06:06:53] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"203.67","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":"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\\php212B.tmp"}},"file_present":true},"timestamp":"2026-04-03 06:06:53"} 
[2026-04-03 06:06:53] local.INFO: Validation Passed {"data":{"sign_width_or_height":"203.67","user_input_dimension":"width"},"timestamp":"2026-04-03 06:06:53"} 
[2026-04-03 06:06:56] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":17},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":17},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":17},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":17},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"203.67"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"203.67","file_size":61248},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":717,"y":570,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.98,"bounding_box_area":880,"exact_perimeter":118.18,"approximate_perimeter":111.13,"convex_hull_perimeter":98.43,"perimeter_pixels":660.9015869776662,"original_contour_points":353,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3131,"perimeter_to_area_ratio":0.3396},"image_base64":"data:image/png;base64,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Zpol6vQ6sLr0WFxd9sVpML0SEbDaLRCIB27Z74mRr5bqsVWe73UYqlcJ1113nPu+KZWRkBJFIxBdTJoQh6spms654GH/J5/Oo1WquXzEs3lSVcDjcYSQ6xBKPx93lc7dJkzVxmqb9by9hNetuYWEBtVrNl5NhOjl//jyKxSKazaYv9amq6kby4/F4f7FkMhns2bOnJ2S8Xrr3FhzHwaVLl3xTPvM/LMuis2fPolQq+da+Ir0WAJLJZEfszRXL2NgYbrzxRhiG0XcqkrUsjuO4KQoiMtxutzmnZROwbRuzs7O+Wm1vP4+NjfUXCwCkUqmBlmU9nrbIv/V+dn5+Hq1Wi5dEPtJsNjE7O+vbFISuRc327ds7Ym9ujxqGoQizM2wQzXEc15SpqopWq4V//OMfKBQKQ9XLdFKpVHDu3LlNyXM2DAPpdBqpVMoVQ4dl2bVrV0eWWzcyIvI6uMKztm0br776Kkqlkg+nwQgajQZWVlZg2/a6lsZrIWYQTdN6sgU6xDI+Pt4RyXUcx81LkcW2bTf/QVEUtNttRKNRHDt2DCsrK8OeC+Ph1KlTsCwLgUAARLSh5LXuOIy4bujGG2/ExMREx3s7xBIKhZBOp2EYhtvhYj6UvWjMe5GaUHqlUkEul8OFCxfWfTJMf9rtNs3NzaFYLLorIT9jLZOTk2tbllgshsnJSei67opFKG09CMvkdZbb7TZee+01VKtVdnJ9oFwu4+TJkyiXy26urF9YloUDBw5g27ZtHc93iCUYDGJqagq6rneE50WgRgbv+4jIXYo7joNTp06x3+ITMzMzePnll90sOb939icnJ90NREGHWFRVVaamptxNQMF6s7DEsrnVarmm0bIsHD16FGfOnBnqJJj/5rAcO3YM8/Pz4n9fg56GYSCVSvU83xN9u+6669ydRkVROi6SlsW7v0BE7uO5uTn85S9/QbFY5KloCOr1Ok6ePIlGo9ERB/HDuiiKgomJCYyMjPS81iOWZDKJnTt39vgp6/FbvOLyBugsy8If//hH5PP59Z4D4+HkyZOYnZ3tmH78iI9h1c+85ZZbevwV9BOLaZrIZDJuiqWYgmTvhNAtKiLqmNJeeeUVvjRkCIiIXnzxRVy8eBG2bbs5SN741jDouo43v/nNfS1L34P5zW9+Q29605sIAGmaRqqqEgDSdZ0URekoANYs/d5/+PBhWl5e5qloAxQKBZqeniYAFI1GL9v+g4roS9FHmqYRAEqn0/TXv/61b9/0WBZFUZQbbrgBu3fvdoM9Im7ih3INw8AjjzyC+fl5EKfPrQsiomeffRbZbBbwxMDWiroPwntBoVh2q6qKPXv2DLzOq2+m0+TkJG6++WaYptlxGaofqKqKmZkZPPbYY7xXtE6Wlpbw2GOPYWlpyY2OY3UAyiat9ctX8u7lHTx4sK+/gkFiCQQCOHjwYF//Y1iazSaCwSB+/etf4+jRo7wTLQkR0XPPPYcXX3wRjUajp29kV6ze++cIhFVKpVKYnp5GPB7v+9m+YlEURZmamkIqlXIPqju/cxgajQYWFxfxyCOP8MpIksXFRTz55JPI5XKAp7O9AVSZqcjbhyJSL6443L9/P2666SYEg8G+FQ20Xbt378Y73/lOxGIxXzPzxarKcRw899xzePjhh+E4DluXNSAievrpp3H06FF30HotiTcdZL202200m03ouo6bb74Z11577cYO8IknnnBXRWJFNOxqSNM0CgaD7uu7d++m3//+98TTUX9s26azZ8/Sbbfd5ranrusd7dvv8aAi+lGsiMTjZDJJTz31FNXr9Y31w8LCAu3du5cAUCgU6un4jS6dA4EAASDTNAkA3XTTTXT27Fni1VEntVqNqtUqfeMb36BAIOB2biAQ6Gl7b8fLFtH+4XCY3vrWt9KFCxc23v7tdpvuvfdeSqfTPWvzfkoWXy5TQqFQx/+33norzc3NbVzZbzBolS9/+cuUSCTIMAxfLLs3piLiNMFgkL7//e9To9HYeNsTER09epT27t1L4XCYAJBhGKRpGmmaRoZhrFvR4gTFyYsDj0Qi9KlPfYoWFhbItu2rXjBERF/4whdo79697iA0DMNXsQgDMDU1RXNzc8O3ORHR3XffTfF4vOPLvXOgpmlSB+4t4oBN03R9GF3X6ROf+ASdP3+ecrncVSuYer1O3/nOd+iaa67p8Tf8cANEewcCAYpEIvTAAw/44wIQER05coQmJibIMAxXHN0HtF7BCMsi5kzv85OTkzQzM3PV+TBERMVikb73ve9RJBKhWCzmikT4eX6IxTtQ3/3ud9O//vUv/9q5UqnQZz7zGQoEAmSaJgUCgY7OXk8R01b39KXrunsSuq7TgQMH6KWXXqJarXZVCKZer1O1WqVDhw5RJBLpaF9VVV1rMKxYxJQmVkUPPfQQlUol/9qYiOh3v/sd7dixo2cK8i7F1jP9iMfezSxhIoUoAdCDDz5IhUKB3qg5MPl8noiITp06RQcOHHCtSbel9lrvYcRiGIZrpd7znvfQv//9b//btVAo0Je+9CVKJpMD1+obEU4wGHSd5m4xifo+8pGP0JNPPknLy8tvqNVSqVSibDZLX//61ykWi9HIyAgBoNHRUcJq7MPbHn6FLqLRKE1MTNDjjz9Oly5d8r89iYhmZmZoenqaxsbG+voesmIRyvZ+Rlgp8X8kEukQ4zXXXEP3338/LS8vU61Wu6L9mXa7TUREzz//PB04cIBUVXUXEKI9hXDQlSbih1gA0Fe/+tXNXUTYtk0/+9nPaNeuXW5HGobhThmmaXZ47OuxMrInGwqF6L777qO5uTkiImq321eEaIRAstks/ehHP6JbbrmlY6BsZEU5qL28EXIx2ES4wzRNesc73kF///vfN3/AOY5D99xzDyWTyY4DEuZys8Wi6zrpuk7bt2+nj33sY/TEE0/QysoKOY5DlUplSwmnWq2SZVmUy+XooYceog984AOUTqd7/Lb1Tt8yJZlMuoPYGwDNZDL06KOPvj6WWUxHe/fu7dlbeD3EIkaht4Gvv/56uv/+++nEiRN08eJFKhaLZFnW6y6carVKzWaTKpUKnT59mn75y1/S5z73OZqenqZ0Ou1Os0L03RFvv9pMTGnwRNVjsRhpmkaHDh0aLlK7XizLomeeeYZ27NjRMbfqur7pYvGOymAwSNFotCNusGvXLrrjjjvo8OHD9MILL7hWR2BZ1oYjxEREtm1Ts9mkVqvl1pnP5+nEiRP0+OOP0z333EP79u1zRe31z7zTQ7/z3Gg4wls0TesYxCKGFQwG6e6776aFhYUNW5UNp4O3Wi36xS9+gW9961tYWFgAVm8r1Wg0hvqNxZ4D7MrR8P4eDjyJyt3fJW6iFw6HkUwmkclkkEgkMDU1hVgshkwmg3Q6jZGRERiG4WaLeX8FQySbFwoFXLx4Efl8HrZtI5vNYn5+HktLSyiVSiiXy8jn82g2m2tekCcuNm+327Asyz03y7J8u0O2uMzYNE0Eg0GUy2UQEe644w5897vfxb59+6Dr+ut/r1kiom9/+9s0MjLiqnmzLQs8jrX3ff1MvHeEdY9ybz2Dlv+6rlMoFOqxCCKiGggE+i71hdPvjZhezi/xRmmHLV6nFqvxlL/97W//l6m5g3q9Tvfdd5+7M/16OLjdDe9dchuG4Qqg3zFEo1EKhUI9Wxa6rrvBwO76ReQzFAq5QvSKAX1WISKG1D1timMMh8MUiUT6phsMU7xpB0IoJ06c2BqhBsuyqF6v0xe/+EUaGxt7XX0W8V0ydfTb01prySpE16+u7vd5BdYtZlVVO4Qr9tf6naNfghFCufXWW+n48eO0pTIRiYjOnTtH3/zmN3s8cdEI3o71mtt+qwIugweLEB+6ot2GYVAoFHIFfvvtt9Of//znrbm3JgJOn//852l8fLxnFHk3sMLhcM8ox2VWC1drGWRZA4GAaxmFJRGvffjDH6bf/va3Wy7u1AER0aVLl+jQoUM0Pj7u7vl0O6T9Rgm6tg649BcLPJbZu9wWWW8f//jH6dixY1vDR7kcIvbw4x//mFKpFKmq6kYQ+60INpJtdzWVbrEkEgm33bojs1/5yldodnb2yhCKFyKip556it72trcRPBuD/VYc3RaGy2CxAHAFI1aBk5OT9PDDD1Mul7vyhCIQWwOf/exnKZlM9uxQD0p14LK2WOCJG9111130yiuvvDEupSEiKpfL9JOf/ITe9773USqVck+4O6jF5fJiCYfDFA6H6YYbbqAHHniALly4cOVak0EIK/PJT36Stm/f3jFC4ImF/L87Z6uVfpblzjvv3DqBts3Ctm0iIjp+/Djde++9dO211/YVSndgS6QldDded8MK36dfeF0ZkJa43mQieFYh3VFiUb/IHRlUn8gr8f4vzs/rtHrTS6PRKE1PT9PTTz891GbgFYdIWjpy5Ah99KMfdQN53mCdoigUCAQoHA53JFWJ18RyXAij2wcSAuyO8vohlkGR30F1KJ7c1+4rGbyi8SaziytATdOkt7/97fTggw9SsVh8Q6WVrgsiolarRceOHaO77rqLFEXpuJtRt3Xo3o/pHq3iqgNv6XfZyjBiGbTF0G0dhfVYyy8TYhCbnuIzov63vOUtdPjwYXr11VevHktyOUSeST6fpx/84Ad05513uslU4spH77aBrusUDAYpFAq5kczLTRvC1A8rlu73iOPp19ndn/NOpd1WUDxOJBL06U9/mp599lnKZrNbSiRb7jd0iYhee+01vPTSS3j++efxwgsv4MyZM6hWq1BVte/9XjVNg6Zp7q3gHcfp+LGJ1XqlckbW0zfeW7gOyqmB55YYuq67t8tQFAW6rsO2bcTjcbzrXe/Ce9/7Xrz//e/Hnj17MDo6CmWL/cbxljoYL0REjuPg4sWLOHnyJI4cOYI//elPWFxcdBOVum91ha7fGBC3VfXez+Ry7S8rFq8Iu58Xt7BXVRWWZbnvEbfzajabCIVC2L9/Pz74wQ/itttuw759+zA6OgpN07Zsn2zZA/MiTHGr1UIul8Ps7CyOHz+O48ePY2ZmBsvLy67FsW2755ZZYoT7ZVn6CUXTNOi67v48sZeRkRHs3LkT4+Pj+NCHPoSDBw9i//79CAQC3l9+2/J94d+vA2wi/RrStm2q1WpYWlrCuXPncObMGWSzWZw+fRqFQgHZbBYrKysolUpoNBq+3+Pea8F0XUcoFEIwGEQmk8Ho6CgmJiYwOTmJHTt2IJPJYOfOndixYwcCgQAikciWF0Y/rsiD7ofXEaxWq1haWsKFCxewsLCA8+fPY3FxEZcuXUIul0Oj0UAul8Py8rKbo7pax2XFtH37diSTSaTTacTjcWzbtg3j4+MYHx9HMpnEnj17kEgkMDo6esVYDFneMCeyFqdPn6Z2u412u+3ettO2bbRaLTiO0zFNXe6+bOLHt8StRW3bhqZp2Ldv31XRlgwjxX8AiyBtYNaqhKAAAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":117,"y":570,"width":164,"height":172},"scaled_width":29.33,"scaled_height":30.76,"actual_filled_area":418.23,"bounding_box_area":902,"exact_perimeter":251.71,"approximate_perimeter":230,"convex_hull_perimeter":119.34,"perimeter_pixels":1407.6711395993675,"original_contour_points":404,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.05,"compactness":0.083,"perimeter_to_area_ratio":0.6018},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":657,"y":298,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":348.06,"bounding_box_area":880,"exact_perimeter":118.28,"approximate_perimeter":111.25,"convex_hull_perimeter":98.52,"perimeter_pixels":661.4873734152932,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3126,"perimeter_to_area_ratio":0.3398},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":9,"position":{"x":163,"y":298,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":348.04,"bounding_box_area":880,"exact_perimeter":118.18,"approximate_perimeter":111.03,"convex_hull_perimeter":98.52,"perimeter_pixels":660.9015869776663,"original_contour_points":352,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3131,"perimeter_to_area_ratio":0.3396},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKQAAACwCAYAAACB8sXMAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1de3BU5fl+z23P7uYeEki8REQFb62gCMioGCeUi6IYQEQYrZ3SWsdO/+h02k6nDq067ej8xnYcLzPesMpFiWBEJFARuTmCQEXDHQQVSQiBkNtezznP74/u9/U7m9tu9iTZTc4z8w3Jsntyzp7nvO/33olcuEgjSAN9AukEALAsi6LRKBEReTwe2/9LUnJfl2mapCgKWZZFhmGQYRjk9/vZsdzvvhOoA30C6YQTJ07Qb3/7Wzp27BiFQiFOTBHJ8CgSidCwYcPowoULZFkWqapK8+bNoyeffNLhM3cx6GAYBl5++WWoqgoigsfjARHZliRJSS0igtfrtR2jqKgIzc3NGOjrdZHmOHr0KC699FJOJEVRIMsyX8mSkR2HraysLHi9XiiKgqVLl6Ktrc0lpYvOAQCvv/46ZFmG3+/vVDr2ZjFpK5JT13XccMMNAOAS0kXnaG1txYQJEzgRdV2HoihQVdW2FEWxSU72e1eLkVHXdU5IpsL37NkDwzBcUrroiDNnznDC+P1+yLLsiITUNK0DeYkIsizjd7/7nUtIFx0BAE899RQnCiOTU6RkqlvTNP57Tk4OLr30Uhw/fhzRaNQlpYv/obm5GTfffDPf78Xv+ZxYkiRx6cgMpqysLDz++OPuXtLF/2CaJmpqamwGCLOonSCiKGUZKcVjFxUVob293SWkAHmgT2AgIcsyvfnmmyRJEhmGQZqmkaZpBIBkOfWvJl74SZJEiqJw53pTUxN98sknZFmWS0oXRPv370dOTg78fr+jKrozlS1KSdFanzVrlqu2XfzXmPnrX//KSZOXl8d/9vl8jpGRWdnxBGWv5eTkoKGhwSVkDENWZQeDQXr//fe5+uwsbt2XsCyLZFmm1tZWWrVqlau2hzICgQDOnTsHTdMgSRKys7O59Staw32hujVN6xAvHz9+vCslhzIA4Ne//nW3seeuCBX/frb/FN1GySyfzwdJkvDGG2+4e8mhiqNHj+JHP/qRI4Rk/7I9YbIuI/a5W2+91SXkUAQAvPHGG10SLBlCMvUuqvlEjyV+jpHyiy++GPLhxCFn1LS3t9OGDRscORbzVWqaxl8DQAASSuRVFIWIiHRdJ0mS6MUXX+SvuRgCAICtW7eirKyMR01SVdlM0qUS3ZEkCbm5ucjLy0MwGHQl5FBCTU0N1dXVkWVZKR+ruLiYLrroIjJNk0vEZCWcx+MhANTS0kLNzc302WefUSgUGrKkHFKEbGpqopqaGjJNs0NYrzeYOXMmVVRUENH/woTJ1NwoikKmafLfVVWlV199lc6ePZvyublIcwDA5s2bbSUKqarsqqoqvP7667a6GWaoiOlmXS32Ho/Hw91HiqJgz549btLFYAcAzJkzB6qqcod0MoSMD/9NmzYNDQ0NqK+vBwmZ4Jqm2bLFezp+/Os+nw/33HPPkHUBDRmVXVtbSzt37iTLsigSiST9eZapo2ka6bpOU6ZMocLCQsrLy6Np06bx0KNhGKSqasKqm/HO4/GQJEkUDAbp+PHjdPz4cRqKpBwShASAjRs30qlTpzgBEk0vkySJZFkmy7LINE0yTZOi0SjdcccdnKCLFi0i0zS5gZIMjxhxLcvin/vmm29o2bJlvbpWFxkAy7JQUVHB1SOLXfekUlmybry6VhQFFy5cgGmaiEQiOH36NPLy8ngxlxi16Ullx9dts9+vvvpqt7xhMAIAtmzZgsLCQmRlZfF9WiKEEV8TC7VGjRqFWNsVGIYBAJg4cSIURYHH47Flh/dESLEiUZIkngYnSRJ27Ngx5PaSQ0JlL1++nFpaWigcDpOqqhQKhRL6nLgPZGpblmW64YYbuO+R+R0nT55MAMgwjKTUNtvPer1eno5GMRdQVVVVL642szHoCXnmzBmqqakhihkcsiwnVaIgOrwBkKqqdNttt9nyJyORCE2dOpWKi4vJsiySJClhxzsjrqqqZJom/5yiKPThhx/S3r17k77mTMagJqRpmqitraVvv/2WDMMgipFHVdWECCMaGqr6375cOTk5NHHiRPJ6vdyprSgKTZw4kcrKyohi0i4RiBKWSW1mxYdCITp69Ch99tlnQ9LaHpQIBAKYMWMGhg0bxh3Q8WljiS5mbFRUVKC5uRkAEA6HwRAIBPD888932BOmGisfP348hlIocVBLyPPnz9NXX31F586dI4qpbADcPdMTZFnuEJueMmUK5ebmEsV8h2IvyTvuuIPvU5lETRXffPMNVVVVUSAQGDKkHJQAgFdeecUmfVgERVXVhDtTsKgOC/Nt3boVABCNRmFZFqLRKADANE0AwEUXXQRZlnl5hBPZROXl5TBN0yVkJuP8+fOYOHEir2OhuJ6PiZYciEm0+fn5+O677xCJRLgPEgD/PRqN4ve//z0/vhOElGUZqqqirq7OJWSmAgBWrVrFa58LCgps/sRE95BiMZYsy7j77rvR2trKpWI8AoEADh8+jKysrB77RSZKSPZAvPDCC66UzFQAwOzZs7kD3Ov12qSjaHh0t8QGAoqi4JVXXoFlWTYSMgOHqWwAmDRpkiNGjZgxNH78eDQ2NrqEzEQcOHAABQUFHQjFbnqi6lp8X05ODo4fP85Jx6RkIBAAAASDQf5/zzzzDLxeb8qEZA8O6025cuXKQS8lB52VHQgE8OWXX1JTUxMFAgHKzs4mWZbJNE1SVZU0TeMO8p7AMndUVaX8/HwaNWqU7f9DoRD5fD6yLIvE6Q0zZ86kwsLClK8lHA6ToihkGAaZpklr1651pOeQi34EAFxzzTV8v5hMFWBnEo3Fvx977DEYhsENGdGoYWqc+SUty8KiRYu4QcL2rezfZFpGi+8dPXo0duzYgUgkMmil5KB73P7zn//QDz/8kPRMma4QCARIURSebsaOK0kSqapqqzAEwGPc5eXlZFkWKYpCsizzNDaKSd5EEYlE+PF/+OEHWrZsmVuZmCkIhUK8gRSTTKlISLaHHDt2LBobG7kkNAyD/8ykJJOQTEp+99133XZVS6ZDr1j3XVBQgFgL6kGJQSUh6+vrqaamhjRNsxVP9RYs2jJ9+nQaNmwYBYNBIiHRwjAMW0xcVVWeFXTJJZfQnDlzujx2IlKOSUa2//V6vdTU1EQbN26kway2BwUA4IUXXoDP5+P7rlQlJDvOxo0buQQU3TuRSIRb25Zl8f9jlvfWrVtt+0DRjZPoOYmSlLmxysvL4YYS0xwAcMstt/CbyJziqRo1ZWVlOHnypI1soVDIZsxEo1GEw2Fb5Ib5KEtLS/mxetN3Mt4A8vv9kCQJ+/btG5TJu4NGZX/zzTf0xRdfEMXUoRONAIiI7r33Xho2bBhXn6yASzRmWDtoxg+mjr1eL82YMYP/zrYRYuuV7sBaTbOtAAkJIu+++27CicaZhEFByGg0is8//5wMw+CFV04Jj7vvvpv8fj8BoFAoRJqmkcfjoUAgwEnPyMn8nWIlYWVlJeXn55Oqqty6TtSXyPajIvkjkQhpmkZVVVU8u9xFmgEAysrKOhTsJ1oXzSIiiqLwfZ7X60VJSYnN38hUdXwupAjLsvgCgJaWFkybNq3DvtGJSM5zzz03qH2SGQkAWL9+PXw+n41QiRAyvltu/H7twQcftBHRNE1ONNG46YqQjMj/+te/QLFqR9FRniohr7nmmkG5j8xoAMAvf/lLftPEgZc93fD4mDb7nSVjVFdXd5CM0Wi0SzJ2JiEBoL6+Hn6/v8MwTieygXbt2uWWy6YTDhw4gBtuuKHDDe1spHBXbhWRmJqmQdM03HTTTWhqagLiHOGGYXSZftYZIdva2hCJRHDXXXfZiMXKKVIhpM/nw8yZM+E2zE8TAMDf//73DhER1l8nUUKK07uYyl+yZIlNNbP66+7UdTwhxYzy9evXw+v18rmHTmSUswfphx9+GDSEzGgrGwB9+umnFAgE+GuqqnZoc9cVWPWhZVmk6zppmkbRaJRyc3Np5syZHeqrk23DEgqFeLRnypQpNGzYMG5pOzGGxDAM8nq99OGHHw6anpIZS0jTNLFr1y7av38/kRC2YwkOySIajXLXyvTp0+m6666jaDTKfYiibzNRO4KR0TAM8vl8NGXKFO7KcQKSJJGu6/T222/TmTNnHDnmQCNjCUlE9MEHH9D3339PFHM2s4ZQiWbTMIc2K9I3DIP8fj/NmDGD/H6/7X0kEDFRQmmaRoFAgEvU+fPnU1FRkWM5jZIkUXNzM+3cuZP27dtHbW1tg0JKZiTOnz+P7Oxs+Hy+Xs+IiZ+CwPyRdXV1XVrMyUL0V1qWhfLycluNj7g37M01sFKHiooKYBC4gDJSQgLARx99RIZhdMi4kSSJr55gmiZXxR6PhyKRCD3wwAM0fPhwCofDjpwrU9ss2lJeXk5NTU38XFORlmyLEo1Gqba2lg4fPuzIOQ8kMpKQkUiEVq5cSdFo1EbIZMjIwPaIrJHUT3/6U8dUqmma/FisqdR9991H2dnZ/G+Lyb3JQjzP+vp6WrVqldt2pb/R2tqKXbt2oaSkpFP1lcwA9vgk2cmTJ6OhoaFLn2IqaG9v58d56KGHbL7S3qhqUV2zY4wZMwYnTpzIaEJmnITMzs6m999/n86fP2+ThKKkSVRIMMnKJNaCBQuouLiYwuGwY5Yws/jF9i2PPvqoLXGCgZU6JAqmrpmH4fDhw7R582ZXSvYnAPDITGfRmGQkDjOGFEWBqqrYvXs3l4yRSMQRCSmWOABAa2srAOCKK67o0kmf7PmzpBJFUbBo0aKMjtxklIRErFf40aNHuZGQSjGXWCJQXl5OZWVlvL+jE82iTNPk7igGdtx77rmHvF6v7e8kO+uG7X+Zk13TNNq5cydt2bIlY6VkRhGSiGjFihW2umqmosWbmajqi0aj5PF4iIho0aJFVFxcTBRX6ecEwuEwP0ev10uGYdD06dPJ6/WSpmkdthuJPmjhcJh0Xec1N6yn5EcffeTYubvoBs3NzcjJyeExZ6c6QxQUFCAYDPJkimg0aotdOwlxGzBr1ix+buy6qJum+d1tT8TPl5aWZuxU2YyRkACwZs0aMgyDJElyJBbMjjFr1izyer1cWoqdbfsSM2bM4BKdZX+z8oZEJCRrMU0xacnQ3NxMVVVVGau2MwLRaBQzZsyA1+vlki1VCcnSwFhVoWEYtlSzvpaQJ06cQGlpqS1RmGUbddbOr7PrFRtnseI2IsKdd97pVib2FaLRKLZt28abgXaVhJssIYkIEydORHNzcwcV3V2KmVOEtCwLjzzyiO18RKIlQkgxy93r9fKtjK7rqKmpATJMSmaEylZVlVauXEnnz58ny7KSakXSE6ZOnUq5ubm2cXPx/sG+giRJtGjRIpJlmXw+H1ESqW0M8WFTljASDodp9erVjp+zCyJqa2vD6NGj+WY/meGW3UnIoqIifPLJJzaJKA5D6msJaZomQqEQrrjiCn5NzCeaiFEj+i1Fdc3+HTNmDA4ePJhRUjLtJSQAVFdX8zQzSqKuuSfMnj2bxo0bZ4s59+e9Y4nBlZWV3N2TTC4nAFuOJmt0xZJGvv/+e3r33Xf78AqcR9oTMhQK0bJly2xWtRN9eyhGyPz8fF5wzwYq9VcPRqZi586dS9nZ2ZSTk8NfT9TKjgdT/RT77tatW+fwWQ9xBAIB23xrUf0mEl6Lt2A1TYOu6/B4PH2mlpNBJBJBIBDgCRei5exEKxifz4f9+/dnzKybtJaQlmXhvffe4wYH8w0mGolhnSR0XSeK+R0ty6JwOEwLFizo47PvGQBI0zTy+Xx05513EsWuMRqNOiKlWfTmpZdecjvvOoFgMIhp06ZxKceqC+ML/LtazKfHmjyxBlSqqmLLli0DLRxthlRdXR2uvPJKm+GWqoRk15+fn4+vv/4awWAw7aVk2j42bW1t2L59O23bto1LRrZnStTwYO9jfR39fj9ZlkXjxo2jsWPH9tm5JwqW8R0MBqmkpITmzZvHjRQn0t9Y4dqFCxeoqqrK0fh8XyFtCZmVlUWvvvoqBQIBbtAw4yPRL5aFGRnYTb733nttRVwDCTFM+eCDDxIJHdacOr7P56Pq6mpqa2tz5JhDEsFgEMOHD7ep3t6seDVfXFyMPXv2DLS2BoTRIhDyJq+88kpu0KSqskXjyOfzYd26dUCa+yTTUkICQFVVFbW0tJDH47HVnrDNeaISJP77nzFjBo0ZM6YPzjp5xPsRiYgWLlzo6PEpphmCwSAtW7bM0SjXkAEATJkyhWdCixKCRTESkZrMMGBSwuv14u233x4gedg5xKhQOBzGkSNH4PP5oGmaI24fsUS4sLAQ586dS2sJmZY4ffp0QqUJiSQfZGdncwJ7PB60tLQAcepyIBEKhfjwTsQI+vjjj9v8kGICBXsQEw2Vss+wh/vJJ58E0lhtp53KNgwD77zzjiMhPE3T+EY+Go3SggULeIZ1OvjlmI+UJUNQzA9ZUVFhOz/RD5tMOxeWLxmNRikUCpHX66XVq1fT2bNn++yaBh1Onz6NsWPHdqmCkpGQTLLoug5d1/msa7Hx6EBCVNes+AuxfpKXXHKJrQErCcVcyUhIMV+SZZUvX74cSFMpOfBiQoBhGNixYwfV1tY6crxIJMJnFU6YMIHGjRtHJPj/BhpilzaWrd7e3k7FxcV07733EsWlo7H3ik3wu4OqqhQOhztkpS9btixtG+anFSEVRaFVq1Y5VhNNMWu8vb2dKisryev12l5PB7Am+SyDSdd1kmWZFi9eTB6Ph8LhMC9TYIRkIdFEjk1x1+rz+Wjbtm20Y8cOcjvv9oAzZ86goKDAtnF3QmXn5ORg//79HebIDDTErHTDMDpkqd944402Szn+30RXfNGYqqpYvHgxkA5qIg5pIyEB4LXXXqOmpiZH+ydSbLTHqFGjbHXY6QBR7bLxxtFolG8nHnjgAVtdd7Lnz1LpxNJgAKQoCm3atIna29v75LoGBQKBAK666iqeCe2U28fn8+G9996zTUVIFwmJmO9RNLDa29v560eOHMGIESNsftXOfu7J7SMaRyzRRJZlrFmzBo2NjWknJQcckUgEX3/9dYfRaz0RkqkuMZuHLfb+iy66CIFAgPdpZC1S0hXxY0Xmz59vu/bc3FzuOUi1hGP8+PFAmqnttFDZmqbRW2+9RcFgkM+XTgQsDCaqNFGdSZJE8+fPJ5/Px/uJO5m40NdQVZXuuusuAsAzwVtaWkjXdUfq0g8dOkT//ve/3frteDQ2NqK4uNiWw5eIhBQ37aqqcjXm8XggyzL8fj++/PJLLn26mr6VTohvcHX69GmMHj0aWVlZ/HpZ9ClVCUlEWLx4McLhcNoQcsAlpGmaqKmpobNnz1JWVhbf0LMs7+7ANuustziTlOy1K664gq655hr+frGQK10Mm54wfPhwevjhh7kB4vF4HEsj83q99PHHH1NtbW3aSMkBJ6RlWbwyTsxfTCY0xn5mViVz+s6ePdt2LJGQmaK2JUmiBx98kPspRX9lqohEInTixAlas2ZNyscaFACAL7/8EsXFxdxn6PF4kupMIap48bOXX3459u/fz4epi/XWmWLURKNRfq7jxo2z+R+dMGqYYXjLLbfANE1XQobDYVq6dCmdO3eOq9D4LO+eILbmY6qbYg2krr322g75k5kkHUXMmTOHl8mSQ75U1gfz0KFDtGXLFkqHjmkDSshIJELLly/nRGKWMGtT3BNUVbUlubLh5llZWTRjxgyi2JcuqmxGRifDk30F9n1QbJhTXl4eJ6WTVYlNTU20Zs2afun4lrbAf0d78LnR8eol0cpCZmXrus4t7by8PN7FrLuV7mDneOHCBUQiESxatIiHATvrjpZMOJHiQpFZWVlpkbw7YBLSNE1av349hUIh2/g2isuC6Q5+v59nyYTDYTIMg0zTpIULF1IkErF1183EFQwGCQDl5eWRpmlUWVlJPp+Pd7xIFYZh8O+6vb2dYnmoA07KAcGBAwcwcuRIboxIksSlopjDl4yUzMnJQU5ODg4dOpQREjARsFBiMBhEY2Mjbr/9dng8nl4ZNZ0tMcdy0qRJaGpqGlBCDoiEBIC1a9fSyZMn2e8d+oQnAlVVuRvEsixqbW2l0tJSGjlyJO9S0d0aaAnY06KYFjBNk7xeLw0bNozmzZtHkUjE1j6wt9A0jbvIFEWhvXv3UnV19aCZLJswQqEQJk2a1MFtI3aPTfQJZ59hkZmnn356oIWaY2DSUUwKOXz4MO9PlKqEFHsmse+xvLwcGEC1nfrsiyQBAFu2bKF9+/aRJEk2a5f1tUlmfySWeubn59PUqVOJYnvKniz1dHf/sGYGolN89OjRNGbMGKqtrU35/MVxIkzi7t69m7777jsCAGkAvqB+J2Q4HKY333yTtzcRjRc2nzrZHokUU9+5ubnU0NBAjY2NpOs6NTQ0dPvZdCckc2MpikIej4d0XaczZ87QZZddRocOHUrZFwmAdF3nAkBRFGpvb6fXX3+dlixZ4tBVpDnOnj2LwsJCm1ruTG0n4/aJP0ZeXl6vIhfpuJjRwQw9VVV73WO9s8WOK6btjRgxYmg0zDdNEytWrLDtXVL9Qt2V2hJzUMXE6E2bNg3IXrJfrexIJELr1q3LiCjJUACrSiQhQ0rTNAJAy5cv51WKgxKRSAR79+5FYWFhl+pyoKXFUFvxyRokWN6FhYXYsGFDv0vJfpOQmqbxscIUy8VzMbBgkRoSYuMsueX8+fO0cuVKR/ydaYnGxkaMGzeOx2KdijS4K7XF9pAsNk6xvaTH40FJSQmOHDky+CQkAHz44Yd06NAh3qBTnM3nYuAgZkrpus59w5FIhOrr62n79u2DL74NANOnT+dPZW8HH7nL2RU/LJ65fsTXpk+fjgsXLgwuQhqGgaKiIhvpnEifcpczhPR6vZyIrI8mCSHFkydP9ptx0+cqGwD++c9/UlNTE5GQpcyiEPHJBC76D0xdh0IhPgUMAG9QRTFV/vzzzw/wmTqIUCiE2267zZZSlmwUxl39s+I1FnMLjRo1CseOHYNlWZktNcLhMDZv3szVsaiaXRWdfqsz3zATHk888US/qO0+Vdkej4feeecdLv69Xi/P8B7S9RsZAmZxZ2dn0/Lly/ulp2SfErKxsZE+/vhjnkbFeiES9e/UVRe9g8fj4U0Vvv32W9q4cWPmJu+apomXXnqJO17FVPlk+xu6a+BVtq7rmD59+oAm76aEUCiEyZMnc9dCZ5ME3JVeqzM3HOu2xtxB58+fzzxCBgIBtLW1cUnIGiWpqmrr5jrQN8BdPROSBGGiaRqWL1+eEUM8bQCAJ554whHHt9jpiwSXEatUHOpOdVaTTrHEZIqpV9YBTuwKx76/RL8v8b2MlNddd12fzt7ukxKGhoYGWrVqVcrHkSSJd/pi81xaW1tp5MiR5Pf7ea1JV0iHWTR9CV3XKRQKkSRJFI1GSdd1OnLkCLW2tpLP5+OZOuK2z7IsWzeP7sAqM0mYlVNfX0/V1dV9VnPjOCEBYPXq1XTw4MGUa1bY0B/2xYdCIZo8eTI999xzNGHCBB79GapgjRFycnL46OXNmzfTH/7wB9qzZ4+tdUy8dyMRUrJpDx6PhyKRCE9Le+utt6iysrIfrtABtLa2YvHixY6ml0mxAUCapuGdd97JvD1MPyISieCZZ54BxfbsmqbxuYm92Q6I2yNmExQWFuLzzz/PjMgN60jB9h+p1g2LnyspKXHJmAC2b9/OH2RZljv0Xe/tXlX8/fHHH09/F1A0GsXzzz/Pn06nJCSz0isrK92pAQmgvb0dU6dO7ZFUiRo21InvuKysLC2aU3WLYDCIiRMncksvVUKKFXE+nw9r165N/6cyDWBZFl588UX4/X4bCVlVISUxKzF+HLSiKNx9V1VVlb73wzRNlu7O3Q9O1Q17PB6MHTsWZ86cSc+LT0M0NjaipKTE1ixfluVeScnO7qUsy3j00UcdT951zC8iyzI988wzRP+VlL06hiRJtkWxeGokEqGpU6faOsi66B6FhYX0q1/9itrb2ykvL4+XuUqSxBNcOvu+u0K8IARAa9asoaNHjzpa4uAYIevq6mj79u2k6zqfwuoE2trayOv1Unl5OZ/V4iIxTJgwgbKzs6mtra1PklnOnDlDq1evdqRXpaMAgDVr1oCEmcw+ny9pld1VrfbEiRPR0tLiqusk0djYiGnTptn29JRCTVNn77/66qtx/Pjx9JKQlmVRdXU1UaxhlCRJjtbzzp0711XXvUBhYSHdd999RLG6eBa5Ys5uJ3D48GFau3Zt+lQmAsCmTZtQWlraob9jqk+gLMsoLi7GsWPH0uNiMxAnT56Ez+fr4LbRNM0RCUlEGDt2bPpY2wDwyCOP2C7UKUJKkoTbb789fS42AwEAU6ZM4d+xmAboBCFZnuvXX3/tyIi6lFX22bNnadOmTdxKY8aME0aNrus0a9aslI8z1LF48WLKz8/nvzuVdCImtyxdunTgx/UBwM6dO221vE5KyBEjRuDAgQOudEwRpmnixz/+MVfTiqJ0OpO8tyrb5/OhpKTEkShayo/KP/7xD/J6vRQKhUjTNFtL5kTqrtlTxgZvyrLM3zt37ly69NJLUz3FIQ9ZlmnWrFl8IJVY25QMOrufsixTMBik+vp6Wrt27cDW3Bw+fBilpaW2qEpnP3e3REOIJQEwF8X69evd/aMDAICamhpbKLE3EjJ+sWMxyVtRUTFwnXcBYOnSpVyUx2+YE6mbkSTJltEjqvqLL764TzOThxouXLjAfZJdGZDJElJsv8IE0Lp16wZGiDQ1NeH+++8HCdk4JAxTT+YpY+8Xnbe/+c1vXOnoIEzTRFVVlU17OZFrwD7HEmF+8pOf9P99A4D169cjLy+vgyTsTTKoSEi2nHIjuPgfgsEgioqKHFPZ8eT2+/2QJCklv3GvjJpwOEyffPIJNTc380HiiqKQLMt8glYikYD4gH44HKZwOExXXnklXX/99cTwcW4AAAdySURBVKTrenrP7cgweL1eqqioIIpz2aQC1u8TAI/SrVmzhvo1m/zUqVN8oDjb0MZXtyWitjub3CXLMv74xz9mRnp8hsGyLGzYsIG75pxKoBa1pN/vx/jx41FfX98/9y8QCGDHjh0gwUsv7iFZ+WWi+0e2OWaj4YqLi7F7926XkH0EACgrK3NkDykKoKysLJtRu2vXrv65h9FoFFOnToWu67Z9SFcb3u6WeGFsmuutt94K0zRdMvYR2tvb8ec//5m71yguM19seZPM/p+EGvrc3FwsXLiwf7wkBw4cQEFBQYeNcW8IKXWSTv/ss8+61nUfAgC++OILWzKMSMJkR0OLUlH87FVXXYV9+/b1rWEajUbx8ssv26SaExKSrYKCgn7v+j8UAQAPPfQQFyoiqTrrM96ThGQ8YPYEO85jjz3Wt1WiDQ0NqKio4HsGJ1W2oihYuHAhIpGIS8g+hmEY2Lp1a6d7+Xg1nOhi99Tj8XCC5+bmoq2trW/uJwB88MEHNjKlSkjR009E+Oijj9z9Yz8BAC655BLb/Up28KkoWeOrG9nP69evT0rIJOWH3LBhAwFwbAoXS1diXVpvvvlmUhTF9T32E6ZNm9ZpcVeisyjFWhpVVW1tW1RVJa/XS88++6xj9VU2nDx5Etdffz1UVYXf73fcyq6srIRhGK507Ce0tbVhy5YtKCoq6qCperOYT5rVbYth4L179yZ8XxOiLgCsWLGCamtriWJPhhNJnqqqkmVZVFRURHPnznX7jvcjsrOzJQAoKCig5uZmMk2TLMuylcv25OyQJKlDyiH7HEtxy87Opk2bNpFhGFBV1Rnt19bWhmnTpnGzniVEpJrgKcsyfD4fbrzxxr7b/LroEgDw7LPP2gwR0XXjRAJvVlYWysrKcOrUKWfubygUwr59+/gJZ2dnw+/3O3LCzJp75plnXN/jAGHfvn0oKyuz5Uo6lfHPtmM+nw/PPfecM/c4EongL3/5i22f4NQJM1/mwYMHXTIOEABg8eLFNquZdUxz4v6y/en48eMRjUZTv891dXW4/vrroeu6jYhOqGxN0zBlypTBN9wxgwAA27Zt4/eHkdLr9TqiAZkryePxYPv27alJyXA4jLffftsmFVnjUKdE+nvvvYf29naXkAOIUCiE6667jhORHKzbFi33n//856klXLCxwqIHn+0fnapacyMzA49IJIJ//OMffM/npMBhryuKguHDh+Orr77q3f02TROHDh2yJVKwbA7qZApCb0540qRJrjGTJqirq+MFe04ZrUyQMd8kEeFvf/tbt/e8W2fiihUrKBwOE8UyjNlEhOzsbEd698yZMyflY7hwBiUlJVRWVkbkoJ9ZhGEYpCgKbd26tdcHwIgRI5CTk9NlnDKRxfxa7F/21Fx22WVue+Y0AgC8+uqrPNnaiZobceAS401paSk2bdqUXFQOAI4fPw6/329LTxddNYmelBioZypf13U89NBDrjGTZjh27BhuueWWDmHh3hKSeVLYsZjaXrBgQXJbNdM08ac//anDH2AtgZOVkqIrgZ1odXW1u39MMwDAkiVLejRSkllMoGmaxnmQn5+Purq6xO4969czcuTIDieW7Mkw6ej3+/nT4fP5MHLkSDQ0NLhkTDO0tLRgz549IIemaIiCi5HR4/FA13X83//9X2KOctM0sWTJEt4BV/Tad/XHeno6RFJnZWXhqaeecqVjmsIwDEyePNkRQnaW6Mv4dO211+L777/vmQORSAS33norT00XR0mIki/REcNisJ6ROKETcTEgiEajeO211xxT2aLgEt2Gqqpi5cqV3QsmANi9e3eHIq74P8BYnighRVKWlJS40jHNcfr0aVx++eWOEJIRm4TqRmYcz58/H2fPnrVxweZsikajtHbtWmpqaiJFUTpkE7NcN8uyEmpO6ff7eTcK9vvDDz/s0Nfmoq9QWlpKt912W8rHYVMzWH/zYDBIuq5TdnY2maZJ27dvp/Pnz1OXLiAAGDZsGN94Otmyzev1orS0FAcPHnR79qQ5GhsbUV1dbTNGdF23qdzOsoGSXdTdzETWQ1B0hItunt4Qk1nX7Hg/+9nP3BZ7GYJvv/2W9yaPN2C7Sj9Mdqmqiptuuqnzwr5AIMBrdeM3oKkutnf44IMP3P1jhgAAnn76aVCsXp51NhPj0k6tDRs22HkBAPv27cPo0aNtT0GqG1pWu02xkNH+/ftdMmYQamtrkZ+fb5OK8VuxVBbTvpWVlXbNCQCPPvooKDaJS1VVeL1em8ruSnV3t0RL/Be/+IWrrjMMADBv3jwbgdiktvgtXW+WyI9PP/0UxKoOo9EonTp1inw+H8myTIZhkGEYttmCnQ1f7AmWZVFxcTEpikKzZ8/mvSRdZA7uv/9+2r9/P50+fZouXLhAACgnJ4dkWebek1Rgmibl5ubSnj17iIhIotiT0NTURD6fj6LRKAGgrKysTl07yWwBg8EgZWVlUUNDA1188cUk9TRy1EXaAQBaWlooNzeXQqEQybJMpmmSYRgpCxg2FULXdTIMgzRNc/nhIr3w/60gSz7ZfBAJAAAAAElFTkSuQmCC","detection_approach":"prominent_color_detection"},{"index":10,"position":{"x":495,"y":295,"width":152,"height":178},"scaled_width":27.18,"scaled_height":31.83,"actual_filled_area":261.84,"bounding_box_area":865,"exact_perimeter":159.61,"approximate_perimeter":140.82,"convex_hull_perimeter":95.14,"perimeter_pixels":892.607214462438,"original_contour_points":398,"approximation_points":11,"shape_analysis":{"aspect_rati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","detection_approach":"prominent_color_detection"},{"index":11,"position":{"x":334,"y":295,"width":137,"height":178},"scaled_width":24.5,"scaled_height":31.83,"actual_filled_area":301.55,"bounding_box_area":779,"exact_perimeter":180.34,"approximate_perimeter":156.3,"convex_hull_perimeter":93.28,"perimeter_pixels":1008.5483399593924,"original_contour_points":440,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.3,"compactness":0.1165,"perimeter_to_area_ratio":0.598},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":2,"y":295,"width":151,"height":178},"scaled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","detection_approach":"prominent_color_detection"},{"index":13,"position":{"x":739,"y":2,"width":128,"height":172},"scaled_width":22.89,"scaled_height":30.76,"actual_filled_area":303.89,"bounding_box_area":704,"exact_perimeter":175.98,"approximate_perimeter":166.3,"convex_hull_perimeter":105.91,"perimeter_pixels":984.1421356237311,"original_contour_points":20,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.34,"compactness":0.1233,"perimeter_to_area_ratio":0.5791},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIQAAACwCAYAAADOr8YcAAAABmJLR0QA/wD/AP+gvaeTAAAJCElEQVR4nO3dO28U1x/G8edc9szMXoKFEBgKLo5CQ4NSJ1JEIlokKOjpEA0vhI6SkgIpb4HkDUBHk4YCKVIQyJZlm52dmZ0551/gM//9LevLBg/Y4flIlsF4L+x858zumZEOQDRDAcC7d+/C+vo6ACCEgCzLoLXGdDrd98YhhC/zLOlf0VojhIDpdIrBYICyLFFVFXZ2dnDhwgVcvnxZzd/GAkBRFHj69Cn+/PNP/PPPP8DuxnbOfYX/Bh2VuMNWVYV+vw8AcM7h6tWrePDgwcLbWAD48O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FQeAJaWlrwxj9kciMg76qXab11hWWKxGKLRaN1fJCAiOI4DRVHguq7nTTObg23bsG07lJFBCE6MNit8lmg0CsuyQpsN+f0fRVECU3MmfBzHCd16C7GI8iHE0tLSAsMwaloAv4mTNXNi7BTT8XK5HOZ1MD6IiN5++23MzMx4cRHfaxvuP9F3tm0jGo2iUCgE4yxYVpJQUL34zaE/qMNsDo7jhOaz+GdVxWIRkUjEE6AKn0MaxphXre5sNou5ubm6y2VWp1KphBb2EL6mGIaam5uDDq6maaHNhsTQIxQ6OjqKTCYTStnMSlzXxdLSUqijgq7r3lS8ra0NkUgEEGIxDMM7EQbCLAJAPp9HsVgMrWwmSKVSwcLCAiqVSqjlOo6DSCSChoYGNDU1KfCLJRqNhuJbCItCRNA0DbZtb1p0kQHK5TLm5uZCFwuWYyx+TYQulmpvfHp6Grlcru5ymdqUSiXMz8+HKhYxKmzfvh2JRMI77/ksq02db/aLDMOA67oYHx/H+Ph43eUytbFtG6VSKTSfBT6/s6OjA6lUyjuvii/s6upCU1PTmvNymaCdPxdC/K0oCv773//yYuImkMvlArEQf5/V6i8x01nt0HXdE14sFkNXV5f3WRUA4vG40t7ejmQyGdpF+KfhuVwutEVKJsj09DSKxWJo7eu3UI2NjSt9FixHcU3ThKqqoYT9HceBruuwbRvj4+O8mLgJFItFGhkZwfz8vBcfqRcigmEYICJs3749EFLxxNLR0eF5v/V+qaZpAXM4NTXFlmUTcF0X7733HgqFQqjlitmrPyAHv1i6urpw1113QdM0TyzV0VhZEfnXFwCgUCiE6oAxN5ifn8fVq1exuLgIhJgtJ8pJJpNobGz0Ot0TSzweRyqVCogFGxBIrS8TzM3NYWZm5qYrz9RmYmIC165dCzXoKdJK4vE44vF44LVAtMyyrEC2VbVlkaVSqQSsUyaTwaVLl7C4uMgzohAZGxvD5OQkyuVyaIFPMQtub28PxFjgF4uu62hsbLxpgQi8FcplR5mIMDExgcuXL3N6ZYiUy2Wanp722jSsXCTBtm3bYFlW4Jw/RUHp6elBc3MzKpWK19mO43jWRibHU4T5hUJN00QkEsGFCxdw/fr1UC/oTsYwDFy6dMmL3K4mluo4ikx+i6Io6O7uxq5duwLnA7arqakJqVQqULgf2RlNtTNbKpWQyWSQz+elPs+sTz6fx9zcHObn54HlmzSMoUhRFFiWhc7OTi9RWxAo/a677sL27dsRjUZrqm4j01+x1C2UPz4+junp6Zu/CibAxYsXMTIygtnZWS9PNoyhSFEUxONx7N69e3WfBcuxlp6eHsRisZpPuMlMzfzqFqkKmqZ507xsNstObp2USiU6d+4c/vOf/wC+uFYY4QnXddHQ0ICuri5Eo9GA+gJiSaVS6O3t9RR1M/N2/5ON4vMiV+b8+fPst4SAaZp46623MDY25p0L8wHBlpYWNDU1rTgfEItpmsqHPvQhpNPpur9QUZQVDvGZM2dw8eJFFItFti51MDU1hZGREW/jgTCFomlawGD4WeER3X333Uin04EHxTY6nRaPggixLC0tAQCuXr2KN998k32XOigWi/Tqq69iYmIC8MVFENL0OZlMYs+ePTUXlVeIpbW1FfF4HJqmBfwP2YrUekaIiJBIJOC6LoaGhjgZqg7K5TJOnz6NbDYLLAdAhW8ZRh618Fc6OjpWdPgKsViWhfvvvx/t7e3eTEY4qjLJUf6MrXK57FmlQqEARVHw2muv4a233kImk+GhaINUKhU6e/YsLly4EAhDiH4plUo1nxWqjquIYJthGN7yjph67927F319fTW/v5ZYlD179iCVSnmFigBdGGkGMzMzeO6550JfKb0T0HUdZ86cwejoaGArk432i/c4qm/jJcuy4DgOdu3ahcbGxpqfqxnF+chHPoLOzk5PLGGHkv/+979jYGAA5XKZrYskjuPQP//5T5w6dcrzV/w+JSQj7H5EeERsuQIAe/bs2ZhYWltbce+99wYWA8PKRzFNEwsLC/jVr36F9957D5VKhQUjgaqqeO655zA8POz9LfxDEZCT6SP/CCFcBlVVUS6X0dvbi97eXqTT6ZrWoaZYFEXBfffdh4aGBq8y8I2N9SBWpE+fPo3f/va3nMwtQbFYpMHBQbzxxhuYnZ0FlvtEdPpGHl8VwTvRl5ZleSPIQw89hM7OzlU/W7P3LctShoaGaPfu3d4aRFj4nazf//732LdvH1zXJVVVwx3rbiMikQh+8YtfYGhoyIvSVkdsZR8/9juzWPZ3hHg+9rGPoa2tbdXPrrrytGPHDnz84x9HOp32Cg/DwRVDWyQSwejoKP7whz/g1KlTWFpa4uGoBrZt07lz5/Dyyy976anVvgqWxSLjs/gnKyJHulKpYN++fejr60NDQ8OqN+2q40okEsGHP/xhb+XRNM1QMrLEHZDP56HrOl544QW0t7ejv78ftm2TrutsYZYpl8s0NDSE733ve8jlcjAMI5BY5kc2YdtvmdLpNLLZrBcu6enpufnK5vN5OnjwIGmaRgBIVVVSVZVM0yTTNElRFAJAAAK/r3X432eaJum6Tpqm0ZEjR2hsbIxc12ULs7zvyujoKB0+fJg0TfPaTVGUwCHT3qu937IsAkA7d+6kv/3tb1SXdSciOn78OPX19ZGiKF6lVVUNfLEQkYxYxPv9PwFQT08Pfec736Hp6en6Kn0bQEQ0PDxMjz32GLW3t3vtrut63WIxTXNFP3z961+n4eHh+ts8k8nQww8/7FVM07QVwtioWPx3irBaAKilpYW+/e1v05UrV8hxnDtSMEREV69epccff9zrWF3XvZ9hiUW0e2dnJ/31r3+lUqlUf3vbtk0/+MEPqLW1lTRNI13XvaFDWBjZIcgvFvF7JBKhaDQaeP2xxx6joaEhojtsq27Hcejq1at07NgxikQiXvtUD/f1iEV8JhaLEQA6duwYjYyMhNfOFy5coIMHD3oXoKqqJ5qNCkVV1YBYVFUlwzBWlHP48GG6cOEC3SlR3vn5ebp27RodOXLE60j/TRSPx0PzWcQosGvXLvrTn/4UbhtXKhX68Y9/TM3NzSsqUssXWevwC6z685qmUSqV8v6+77776MSJE5TP529bK0PLvPDCC3T33Xd7Q0710C5usDDEYlkWKYpCjz/+OF25ciX8dh0cHKTPf/7zlEwmyTCMVSu2EQvjtyjCUonXTdMkVVUpnU7TsWPH6MyZMzQzM3NbCYaI6LXXXqMvfvGL1N7eXvOGqrbeYYglHo/Tgw8+SK+88ko4vkqtC3v++eepu7ubksnkTYvEb1X8syK/UBoaGlb83tPTQz//+c9pYWGBbuVMO2FJcrkcHT9+nPbu3evdONVWVlgTwzC8aW4YYkmlUvTTn/50c9vRcRz65je/Sc3Nzd5UDgAlEombNpMbvdj+/n764Q9/SOPj46LdbwnhEBGVSiV699136amnnqLe3l7v+vw3Sr1HtfD8w5n4+cQTT9DQ0NDmtpvjOHTp0iXav38/mabpqV1ctAjUbaZYxEV3d3fTl7/8ZXr++edpenp6S4qmWCzS7OwsvfPOO/STn/yEPvnJT3qTBH9n+q1JWKLRdZ1isZhXvpi9Pvjgg/Tiiy++P8FPx3HoL3/5C91zzz2eVakeXjZTLIlEgiKRCBmGQZFIhFpaWmj//v30s5/9jN5++20aHR2l2dnZD0Q8RESVSoUymQydP3+efv3rX9PRo0epv7/fm+EYhkGGYZBpmitmgRuJVa11VItOURSKx+PU1dVFv/nNb+h9fRyHiOiZZ56h1tZW0nWdTNP0pnnvh2URh2h4/9979+6lw4cP0y9/+Uv617/+RdPT01QsFslxHBJDwc3eVbZte0Of67pEROQ4Do2OjtJLL71Ezz77LH3hC1+g7u7uQJ3WsxhCOGFZFSFM+AJ6O3bsoO9+97t1CeWmF+0KhQI9+eSTePbZZ71z/hwL/7l6qF4cE3ue+feuE8k/YitV8b5oNIpEIoHm5ma0t7ejqakJvb29aGxs9P6OxWLeaq1/S3qxslsqlTA7O4vJyUnk83lks1lMTk5ibGwM4sH0QqGA2dnZQKqjSFMUCUZiETASiXiJ1aVSadP+r4FhGDBNE4VCAaqq4itf+Qq+//3vo6OjA0rYqY/rsbwiSl/72tekLUEYlqXaVAtfSdy9YpHTf241Uy0WMmvVUyyYWpYVWE8RDqllWWRZlmc5xLAohpZqq7feEKNp2gp/5mYOf+BUnPvqV79K77zzzgfr1xERXb58mR555BFqbGx834YhTdMoGo2uMN3+Tq3ueDEVjcfjFIlEaq5vGYZRs1y/uFAjCu3vKP9ndV0POJiWZQUWY6PRKCUSicBEod7DX1YymaRDhw7Rv//9760xAbBtm0ZHR+lzn/scNTQ0bLpYqjvJ3+n+tSqZevjXump972qLpn4LE41GybKswPtM0wz4Df44yVrT5DAsi1+oR44coZGRka0hFAER0cDAAB06dIiSyaRnwkXFhfO7WmMoNdIe+Kh9swgh+POJhNUT7asoCh09epQuXrxIWzIhnohocHCQHn30UW/Rq9ZdKYYAcWeGGZC6HY+1FgLhW2CEz+85evQonT17dmsvwlYqFbpy5Qp96UtfosbGRopGo56jKRzRaqevegX6g+6crXZUi0W0XyQSCQx1yWSS0uk0feMb36DBwcGtNfSshuM4lM1m6amnnvJU71/jWM2H8DcEH6uLRVhn8bpo276+Pnr66adpdHT01hCKYHFxkebm5ujkyZO0c+dOAkDpdNq7QMuyAqFobHAx8k46VrMsou1M06SDBw/Sn//8Z8rn87eOSKpxHIfOnj1Lhw4d8qbWqEpPUHy5vR90x2zFo5bPEovFSFEUam9vpyeffJKGh4dvjzRU13VpZGSEnnnmGbrnnnuoqakpYFH8sQgWzPpiicViZJomPfDAA3TixAn63//+R7Zt3/pC8WPbN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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Nested area calculated {"data":{"nestedArea":13134.790399999998},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"c0dd6ad1-6e3b-4491-87ab-ea363d1b19e9","height":30.76,"width":28.61,"perimeter":118.18,"area":347.98,"image":"data:image/png;base64,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"},{"id":"7565b38c-c3ac-46c9-abfd-a199eef41cc1","height":30.76,"width":29.33,"perimeter":251.71,"area":418.23,"image":"data:image/png;base64,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"},{"id":"d31ad557-01c2-4192-a27b-3759e868ef08","height":30.76,"width":22.89,"perimeter":176.19,"area":303.82,"image":"data:image/png;base64,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"},{"id":"b597b1c6-e50f-4346-bf94-995a460e66cf","height":30.76,"width":25.39,"perimeter":102.78,"area":700.31,"image":"data:image/png;base64,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"},{"id":"2236e819-475b-4c0e-b1e4-16c9d3979f3b","height":30.76,"width":28.61,"perimeter":118.28,"area":348.06,"image":"data:image/png;base64,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"},{"id":"48936c10-40c4-4a70-ae92-a93a71cc49ab","height":30.76,"width":28.61,"perimeter":118.18,"area":348.04,"image":"data:image/png;base64,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"},{"id":"76e3c868-88b1-4780-a398-96422510f0d1","height":31.83,"width":27.18,"perimeter":159.61,"area":261.84,"image":"data:image/png;base64,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"},{"id":"1bdc4ca5-a5a8-4afb-853f-267f5489e108","height":31.83,"width":24.5,"perimeter":180.34,"area":301.55,"image":"data:image/png;base64,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"},{"id":"46c869c7-f277-4c98-ad26-42a4c7510d0a","height":31.83,"width":27,"perimeter":158.9,"area":262,"image":"data:image/png;base64,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"},{"id":"3d3e6077-3840-41e1-a7c8-3d97ea3e56b7","height":30.76,"width":22.89,"perimeter":175.98,"area":303.89,"image":"data:image/png;base64,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"},{"id":"c3f512c4-0bab-44be-8a1f-7802525dd996","height":31.29,"width":24.14,"perimeter":153.64,"area":269.87,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Number of letters detected {"data":{"noOfLetters":17},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":2464.7899999999995,"perimeter_in_feet":205.4},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[341.55,347.98,189.02,171.32,272.84,418.23,303.82,700.31,348.06,348.04,261.84,301.55,262,303.89,269.87,171.32,631.34],"actualFilledAreaSum":5642.98},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":39.19},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Average character height calculated {"data":{"avgCharHeight":31.011176470588232},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":1139.0,"originalHeight":747.0,"ratio":1.5247657295850068},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"203.67","otherDimensionOfSign":133.57},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"19552\" height=\"12822.953467954345\" viewBox=\"0 0 1139 747\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":717,"y":570,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.98,"bounding_box_area":880,"exact_perimeter":118.18,"approximate_perimeter":111.13,"convex_hull_perimeter":98.43,"perimeter_pixels":660.9015869776662,"original_contour_points":353,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3131,"perimeter_to_area_ratio":0.3396},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":594,"y":570,"width":136,"height":172},"scaled_width":24.32,"scaled_height":30.76,"actual_filled_area":189.02,"bounding_box_area":748,"exact_perimeter":109.12,"approximate_perimeter":108.91,"convex_hull_perimeter":92.86,"perimeter_pixels":610.2426406871193,"original_contour_points":10,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.26,"compactness":0.1995,"perimeter_to_area_ratio":0.5773},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detec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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":117,"y":570,"width":164,"height":172},"scaled_width":29.33,"scaled_height":30.76,"actual_filled_area":418.23,"bounding_box_area":902,"exact_perimeter":251.71,"approximate_perimeter":230,"convex_hull_perimeter":119.34,"perimeter_pixels":1407.6711395993675,"original_contour_points":404,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.05,"compactness":0.083,"perimeter_to_area_ratio":0.6018},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKgAAACwCAYAAACbziVCAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1d21NUV/b+9rn0lTso3lAU70FRQVBQxFtijMlMMpkkVVNTNZmXeZ7HqZo/JA/zMlWpqVSSmkxKM78YEaIgEgRB1AgoIhdF5U7f+/Q5+/cwvXedbho4Dd3St6+KApqme/fpr9dae+21vgVkkEECgwAApZTOzc3BbrcjEAjAZDKF3omQkO+xgKZp8Pv9sFgs/Da32w2bzQYSyyfKYEWglNJAIIBAIABRFCFJEiilAABBEOL63HNzc8jLyyMAIAHA+Pg4Pv74Y4yMjMBkMkFV1ZB/COfLavnDiCkIArxeLyRJgsPhwPbt2/H3v/8dgUCASpKUIekawuFw4K9//Stu3boFn88HSilkWYbP54Moiqt6bEII5xh7LP3vn3/+OUZGRujWrVv/x4Fnz57RkpISKggCBUAJIRG/BEGggiAs+nejXwAoACrLcsh3i8VC//a3v9Hx8XG66iucwYpBKaW3bt2ipaWl/L0SRZGazeYl+bESDkT6vbS0lN64cYMCgAAALpcLCJpum80GQRAgCAIIISFfsYLNZuPPh+CnxmKxwOv14ssvv8Tr169j9lwZRA+Px4Nr167B4/EgOzsbsiyDEAKfzxeTx5ckiXNMkqQFvyuKArPZ/L/7AuDuNhAIQBCEBS4+1nC73XyhPp8PXq8XoihCFEV4PB6MjIyAUkozsejawOv1oq2tDZOTk9A0DZRSbqSsVit//1YKVVWhaVrIbfrf9fsgCQAmJyeRm5sLq9UKj8ezIMZgwTH7ebVBMvsAuFwuCIIAs9kMSim8Xi8mJyfR0tKCurq6VT1HBiuDqqr05s2bGBwc5O+TLMtQFAUIGpdYxKDhGy7977Ozs/B6vQAjaE5ODtxuNzweD6Bjs56YYS9iVQsEALPZDJ/PB03TIIoinE4nEHT/zc3N+Oyzz1b9HBmsDE1NTZiZmeHEZCRiG+jVvv+CIHBuhXNN0zRs2LCBfwgE9kfmTdk/L0bOWEEfz7hcLu5CPB4PHj9+jF9++QUzMzOZzdIbxsjICG7evAkA3GoyQvr9/pgYJ7071zRtwe8IhhlgBE00OBwOdHR08AuUwZsBpZS2trZibGwMDoeD3x4IBPjPb3pbkJAEVVUVXV1d3O1n8OZw7do1jI2NceOgJ2SsszlGkJAEBYAXL16gr68PU1NTGTf/hjAzM4NHjx7x8EuSpJANkSAIC3bf8UbCEnRmZgb/93//xzduGcQXlFLa3NyMly9f8pykfjPD8uJvGglJUEmSoKoqGhsbM27+DUFVVVy5cgWTk5PcUiqKwjdFhJC4n8FHQkISlH1Sh4aGMDAwsNbLSQsMDg7i7t27IR4rPP/9pt07EpWg7ETL5/Ph3r17ePHiRSYOjSP8fj8dHh7G7OwsELYxYjFoeDroTSEhCMryrvovTdNgtVrx7bff4uXLl2u9xJSGLMv4z3/+g9nZWX7UzXbs+rxn2hI0HCzW8Xg8GB8fR3d3N7xeb8aKxgkPHz5EX18fvF7vmpBwKSQkQQkhEEURlFK8fv0aN2/e5BVXGcQWiqLQmzdvoq+vLyEPRhKSoKqqhuwYe3t7MTk5uaZrSlVIkoQ7d+5gZmYGWIOTouWQkARlYBdreHgYv/76a8bNxwETExO4d+8eL4GTJGmtlxSChCUoq0MEgOnpaTQ1NWFqamqtl5VSmJubo42NjXjy5AnfDGViUAPQF02zNMf169cxPj6+xitLLSiKgu+++w4Oh4MTM97F6tEiIQmqByv9f/ToEWZmZqBpWsbNxwiEEHR2dkKWZX60mWiIyYoi9S6xFyvLMhAMxiPdN1JQrj/BYOX/lFK0trZm3HyM4HK56I8//sjbbVRVhSiKIdXuWOT9inWX71KI20eGLZrVErLvRoJw/Qv2+/38gt2+fRvPnz+P04rTC06nEy0tLZiYmIDP5+M9aUYK1dl99Ofz7OdYb7LiQlB9RyilNOpFa5oGQgi3vuyCtLa2ore3F06nM+PmVwlWOR8IBKBp2gKxDqNgm1l2+hfrTVZcCMoWqa8lFEURgiBElQxmxGSiAW63G+3t7SEV3hlED0VRaHt7O8bGxjgxmfVkRmEpCILAw4FwJAVBEdbnFAgEQiyiERBCQtqgmStpa2vD3NxcvJadNrhx4wY8Hg+/ruGh2FJgxoZBEASYTKZVd3tGQlwIKooiNE2DxWLBli1bgCU6RJeDnuQWiwWPHj1CT08PfD5fxs2vEGNjY/j111+hquqCfiMj75OiKCHxqj5nHWvE1YKuX78etbW1yMnJASEEfr/f0I6PEMLjUGY9VVWFoijw+Xy88iaD6OH1eul3332HiYmJkJhREISoPJwoijCbzdyS6oubY4m4xqDr1q1DdXU1Nm/eDFmWQ9z+UmD3YZsrpoCnqiokSUJTUxOmp6fjsfSUh6qq+Prrr3nxDbvW0VhBQRCQnZ2N3Nxc2O32xEszGc1jEkJQXV2NqqoqWK1WQLdDD79v+P+zGJT1yuvrE0dHR/H69WvQeDfvpyCuXr3KpIWAsMIctoFlUossA8PUZJgCjCAI8Pv9+Pzzz2E2m0P2F0zHaamvaBAXC8p2hrIso7i4GJcuXUJ+fj4QtrNfKSilaGxszFQ4RQlFUWiw6GZRd8yS9tCFWgjTU6KU4g9/+AP+9Kc/Yfv27bx/iYmAxRJxTzOZzWa88847eOutt2CxWGISTIuiiKtXr2JoaCgGq00fTE9Po6urCx6PJ2LfO8Jai1lNLoPe6tbV1WHXrl0LniNWCnh8PTF9tCDY8STbGOXm5uL8+fOw2Wwxy5M9fvwYDx8+hMPhyLh5A6CU0tu3b6O7u5sL0ur+tuz/6w9bSktLsW3bNvj9fmiahqysrAWpp1ghbrt4WZZ5fSEhhJw9exZ2uz0mjx0IBDA3N4e2traErAJPVFy+fBnDw8PcSOhP+xiYe2eZE30cyq718ePHsX37dq7tycKCcEn3WCBuBPV6vfB4PHxztG3bNmzevHnFR2p6MDfU0dHBK8EzWBrT09O4f/8+MxjctYdbT03T+FE12yjpm+dkWcapU6ewceNGvlliQl/QiX7FCnEjKAuqWSLYYrGgoaGBb5ZWA+ZuhoaG0NHRkam0XwaUUtrR0YGpqSkeei1GUCzRAy8IAjZt2oTjx4/DZDIRBK2wJEmwWCwx85AhzxnzR9S5DrPZHCIvfubMGRQVFa368dmnen5+Hq2trXj16lUMVp268Pl8aGlpwezsLH8/wiU29dI2+r/pb7fb7di0aRM3MqxEz+PxcI8Za6yIoOE97IshEAjo60DJqVOnUFpaGqL5o0dWVlbExw//YqNRTCYT/vWvfyVco1eiYWJiAj/99BMnkD5PvVyiXhRF/j46HA58/PHHKCwsBIIEZXlUfUpqufcvGsTFgrKFsDN5/e379u3jR59s18fiVKfTaYhsjKSBQAB+vx99fX1QVTXj5iOAUkofPnyI58+f8wOP5aDPVeuNwsGDB1FRUQG73R7yIPE8L4lrjb9++BOCL/zMmTPIy8sL+TTpP8nRVjwpioIbN25gfn4+Dq8g+aGqKtrb2zEzM8ONRjTQvzf19fU4cOBAyN8Ykq5YBBGSwLIsk2PHjuHAgQMwm82cjG63m+/u/X7/so+rbx9RFAVNTU14+vRpXF5DsuPhw4fo6OgAwk6GlgKTvtHDarXi6NGjyMnJ4beFD0CIh8Bt3DZJ0KUs9MjPz8fFixeRk5MTUiDr9/sNV96zlAfL0z148AD37t3LJO3DQCmlLS0t6O3t5TGm0YMSZmkVRYGmaSgvL0d5eTmsVuuS7j0pCMqCZlbsoQchhNTU1CAnJ4eTUp9zM3Iaoa+0ZxNCuru7M2K3EXD37l2Mj4/z4m+jLj5c+ruhoQHbt29f9v9i7erjQlBWFsfSEOHYvHkz9u7dCwQFwvTJe6NNdeEleR0dHZl0Uxj6+/sxMDDAc9LsdG85MOPCYLVacfLkyRD3jghkjEccGrcYlKWSIhG0oKAA1dXVPF2hv4+RGFS/wWKV3b29vRgdHcX09HTGzf/vutDOzk68ePEi5HajXZvsfna7HXa7HTt37kT4gN/FkvyxRNwI6vP5YDabIxKOJe23bt0K6DZJ+hZWI/WD7LzYZrPB4/Hg22+/zZzNByGKIr788ks8ffqUn/As1m+0mK6BLMtwuVw4e/YssrOzF/wfOzCJp+DDmihFEUKIw+Ggubm5nMQs+W7w/0MuJpsdefv27UylfRCDg4M85GFGIpqKeTZ6u6CgAGfOnMGGDRviut5F17Imzxo8NTp69ChkWeYJff3YvaXAPrn6FhKz2YxHjx5l1JiDu/fOzk6uwsLizvBuhsWgj1P37duH+vp6yLK8Jsd1a0ZQVVXx4YcforCwMOpNEnTFKKwOkWk4BYsi0joO9fl8+OWXXzA7O7vgehpNA7Fw4NixYyguLo7LOo1gzQgqSRI5cuQIzp07x8lldJcZ6SiOufl///vfGBsbi+PKEx+9vb1ob2/H/Px8SOem0XiRxfZbtmxBQ0PDmmqGrqmcGaUUn376KWw2GxDsZTIiHBDpiI0VNHR1deHBgwdwuVxpaUVZ5fzIyIj+Nv7dyPVlhKysrER5eTmys7PXrBpnTQlqtVpJVVUViouLQQgxXOyqv8jMIrDq7kAggLa2tpBhqOkEh8OB9vZ2OBwO3lOkz44YAbu+DQ0NKCgoiOt6l8OaC0JmZ2ejpKQE+fn5UFXVcLEIa2/V5+y8Xi8EQcCDBw/SUh5nbm6Ozs7Ooqenh4vS6jeSRrsZ2AigyspK5ObmrmktY9yOOo1C0zRcvHiR97KE5z4XS40oigJKKS9sYN8ppejs7ERnZ2faufmcnBx88cUXGB4e5h9ghM17Zwco4cJsrOedxfdHjhzBpk2blnw+dr2NZgdWgjW3oGazmRw8eBA7duzgLnq18Hq9uH79uqFTqVSCy+XCnTt3eIYjXIgWYaJuepKyayWKImw2G+rr69d0986w5gQFgIMHD6KqqipmffOapuHq1atp11A3NTWFvr4+rvkZ6aw8XH6IWVRWeaaqKvLz83H27Fne4bCWSAiC2mw2VFVVQZblmKQ0JEnC8+fPMTAwkDbyOIqi0M7OTjgcjhAVEETYHIWXQepbjQOBALZt24aysjKQBOilSQiCEkLIwYMHUVRUFBOCstKydKq0n5iYwDfffMPzwcuBEVRvaVkMyroeEgEJQVAA2L59O2pra3nSfjVgYgNNTU3o7++PyfoSHY8ePUJra6vh+7OSSIQJOOzevRuXLl2KWByyFkgYgmZlZeHjjz+O2YVRFAUPHz5Eb28vZmZmUtrNU0ppe3s75ubmQtqEF0N4KST7XRAEnDhxAnv37l1QWrdWSJi5d4QQ4nQ6aSwCc4vFAq/XC6fTidHRUTidzpisMVHh8XjQ1dUFSikfKxNpk8SsJKtUYmCbI1EUcejQoYRq404YC4rg5mbPnj3Izs7mF5Il7plljRSjhvddszdJFEV8/fXXcW2LTQR0d3fjyZMnPP6MpL2kz32G/53lMU0mEw4dOrTmyXk9EoqgZrMZZ8+e5UUNfr+fFyCzPJ3RT7emaVBVFdPT02htbcXc3FxKspRSSpubmzEyMsKru5aDoigwmUzwer28NcdiseDMmTN8pkCiIKEISgghFy5cwNatW0NU0kRR5AQ1ooPO9ILwv+M//PDDDynr5hVFwbVr11as2a9P2r///vvYvHlzjFe4OiQUQRHczZ88eXKBWi8L4o2U4+nnTgYCAV56lmrwer307t27ePbsGa+LNfIBZt4JwesjyzKsVisOHTqUMJsjhoQjqCiKqKur4zEku+jR5EeZViX7eWRkBE+fPk25QbSCIOD777+Hy+UyXEsL3RGnJEm8XvTYsWNYt25dnFccPRKOoIQQsnfvXpSWlgJh7QfRKFfo1S4URUFbWxtev34dp1WvDSYnJ3H9+nU4nU5eqmikYolSCpvNxq2t2WzGJ598gtzc3LivOVokHEEBoKSkBO+9916I3iQ7X45G/IpZFUEQ0NjYiGfPnsV13W8ad+/exdjYGCen0RAIYUO7qqurUVtbi7y8vIRy70hUghYVFeHtt9/mQgFM/c6odIu+dRZBK9zZ2YmxsTHMz8+nhJtXFIX29PTw4g8mImu0GozphLKjzUS0nkhUghJCSF1dHYqKikAIgc/nC9nVG53T5PP5YLVaeb3ogwcPYj6FYq0wNjaGxsZGTE9P85yx2+2OWIsb6Xox76SqKt577z1s2LAh4awnEpWgDEePHuVn88yNGdks6a0sK2xGCs2bZ23Fo6Oj/AMXjWAF0Y1J37dvX0KU1S2GhCUoy8sVFxfzmFI/G3K5/0WYxpAgCGhtbUVPTw/cbnfSu/nm5uaQDxt7nUZCINYFKwgCTp06teZ9R0shYQkqSRKpq6vD3r17OUHZjjyKxwCCO1tJkuByudDS0pL0OVGXy4Xe3l74fL6QECda5bq8vDycPn06Q9CVIi8vD+Xl5dxq+v1+Q+fq7P7672xUX0tLS1I31FFK6b179zA6OsqlKxF8jUZzxaxfaffu3aioqIAoigkZfyLRCQoAFRUVKCwsjCqFEq78yxTwrFYrBgYGMDg4iEAgkJRufn5+HleuXOEaVPrCD6PXx+/388KQRLaeSHSCMrFbJhlutFtUT0x9HMo2Ws3NzRgfH4/jyuOHe/fu4dq1ayEDYdnuPJrwZ926dThx4gRP4SUqEpqgALB792689dZbIZr2y4G9cfrqHrPZDEVRYLVa0draitHR0biuOx5wu920u7sbjx8/DrGYbCQ2DMahOTk52LFjB2pqatZUNcQIEp6gAHDp0iUUFBTwlEo00yWYFfX7/Vy9pL29HSMjI0k3oU6WZdy4cQNOpzNEXt3r9XLrqdcHYF82my2kgt7hcOAvf/lLQhUmL4aEJyghhJSVlSE3N5drOMXgMZmwQ0we703h/v37eP369bIfShYKMULq9QEopTCZTNiwYQNKS0sTnqEJT1AA2LhxI6qqqmIaL7W1tSWVlqi+MHmxqW3h04sZUcNnwx86dCjh6j4XQ1IQlBCC3//+9/zYcrXQNA39/f1JJY/j8XjQ0tLCNecXs6KL7eZZaR0hBJ999hnWr18f9zXHAklBUEEQyLlz51BSUhIzPfSpqSlcvXo1aTTtR0ZG0N/fH5U0EItH2TVTVRUFBQXs9Cjh3TuShaAIWoaqqqqYzJtnVjhZZBoDgQDt6urC/Pz8slKKesvKOjv1uqAVFRUJ0/NuBElDUE3T0NDQEBMxfzYkYGRkBN3d3QkvjzM7O4umpia4XC6IorhoJZc+NtWfKjFS5+TkhCgJJgOShqCiKJLDhw/zSvvVgOmQapqG1tZWTE5OxmSN8YCmaXRiYgJMmEFRFENxuN7Ssh6toqIinDhxAiUlJUnh3pFMBAWALVu24Pz58/zoUz/rk1mMSDFqpHnl7H5Xr15N6FYQQgi++uorOJ3OkL52fcVWJOj1lhBMOb399tvYtm3bG1t7LJBUBDWZTOTYsWM8DtWP+2Y5P6Pn0U6nE5Ikoa+vD93d3ZicnExIN+9yudDX14fx8fGoCkIQ1lGgKArKy8sTsjFuKSQVQRHsn9mxYwdUVYWqqnwAmL5TcTnora7P58O1a9cSchCtqqq0q6sLvb298Pv9IarJy0FRlJAPbXFxMaqrqxOurXg5JB1B7XY7fvvb3/Jx3ghrMzYCffGIKIq4detWQibtFUXBDz/8wAtbmOT5cmAfUn0K7cKFC9i1a1ccVxsfJB1BCSHkd7/7HbZu3QpCSEgBiSzLhvKE+skXFosFz549Q3Nzc8I11Pn9fvz8889cqoZpzC8HfYE3qwJjH+pkQ9IRFAA2bdrEg329y4smPmPW1+12Q9M0XL58OeEq7YeHhzE6OgpVVRfE2kuBFdWwjeS6deuwb9++hC5MXgxJSVBKKaqrq5Gbmxvi8oyeCun1Mdkbf+/evZDhV2sNRVHojz/+CEVRQqqVoh0yoWka6urqkio5r0dSEtRkMuHEiRPYvHlzyFEemza3HPTDVZmW5vz8PIaGhhJm3vz8/DwaGxtDPITdbjcUgzIw+aBTp04lfGHyYkhKghJCyOHDh1FTUxNy9JmVlcXrJI3MmzebzfwNt9vt+OqrrxKmb76rqwsDAwOYmJjgJz8ul2tBrScTboj0ev1+P2pra1FdXZ00Z+/hSEqCAkB+fj6qq6thMpl4XKaqqqFNBLOyzF0SQuByuTAyMoKHDx+ueSFzIBCgd+7cwcTEBKBrVTHatcnGQiKYltu+fXscVxtfJC1BWb+SXrIl2mNAlkNlb+bw8DBu3bq15jlRr9eLO3fu8NGODCaTyVBXK9OxEkURNTU1SZec1yNpCQoApaWlKC8v5wUURvOE4RsNRoL5+Xl0dnauqditoij0/v376O/vD9E5xQo2SNXV1di9ezcEQUhK945kJ2heXh7effddWK3WkGPP5cAU75hmk37T1N/fj+Hh4TivfHFIkoRvvvkGw8PD0DQtJAxRFMVQCCPLMiileO+991BSUvIGVh0/JDVBCSHkzJkzWL9+PRRFiWqoafiwVfbz8+fP0draCo/HsyZxqM/nQ1NT06KqIUY16EVRxJEjRxJqIMJKkNQERVAyfP/+/YY3EHowy6m3Sh6PB5cvX+YblDcJSim9ceMGXr16xXO04VKSRtNM+/fvT5q+o6WQ9AS1WCzYv38/8vPzo1JgZm+0JEkhx6WEELS3t3PljjcJp9OJ//73vzwxr8/rhk8oXgqyLOPkyZMJMa14tUh6glJKcenSJWzdujVE4Da8/pORV7+DZ99ZGoc1nEmShJs3b77xpL3L5cKNGze4dpReLYTlZyNZVUopn/eel5eHvLw8vP322wkrShsNkp6ggiCQnTt3Yv/+/cjKylr0JCmarg6fz4fe3l7Dg1ljgUAgQDs7O/Hq1atl76svXGbWn8XfMzMzvHLJarUmdfyJVCAoAOTm5qKurg4WiyVETCsSjBK1ra0NQ0NDMV3nUhBFEU1NTYbnHbHXxz6QbBgXAFy8eDEmrTGJgJQgqMlkIjU1NbDb7Uvu5I2SUxAE9Pf34/bt25idnX0jbv7Jkye4c+dO1LlOfYGMx+NBfn4+ysrKYLPZkt56IlUICgA7d+7EwYMHuWT4cvr1S0GWZaiqitbW1jfi5iml9Pr16xgaGjJckcWqsQKBQMiE40QXpI0WKUNQu92OixcvIjc3d9XqIyxM+PXXX/H06dMYrXBxsA+DUWHdcCU7PUEvXLiQ1Eeb4UgZgoqiSM6fP4+NGzeu+rGYFXv16hWLC+Pq5sfGxtDf32+4bUXf6gJdl2dZWRmqqqqSPjmvR8oQFADKyspiIuzA4Ha7cevWrbj2zft8Pvr06VNMTk5G1VeFIEHNZjMfZ7hjx46UyH3qkVIEVVUVf/7zn5GXlweLxcJ7j1i+kMWn4YjUN4+gK7169SrPk8YDJpMJ//znPzE+Ph7VOJhwKUqTyYRz584t+hqTFSlFUEmSyJ49e1BaWsrfKL3KcrTFyMyFdnV1weFwxMXNP3v2DI8fP4bX6zVcRSUIAh8jw8KRPXv2oLKyEkVFRSnj3pFqBIXujYKu/x0RNhbLgfUtEULQ2NgYl4Y6TdNoe3s7BgcHgaAlNyJzzu6j9w4NDQ04fPhwzNe41kg5glosFtTV1SEQCPCcoj51E80OnxVstLW14cmTJzFf6+TkJBobGzE7O8s1+I2kwfSz3hlB6+vrk7YxbimkHEEJIYTNPtdbJH3e0MBjhBwjDg0N4fbt25iYmIipmx8cHER7ezt8Ph/X0Dfa189iUL/fj71792Lnzp0wmUwp5d6RigRFMGlfX1+PrKyskKa6aMfY6AuZOzs7YzoAzOfz0d7eXq5owgpdjK5RX8P6/vvvIz8/P2ZrSySkJEEFQcBHH32EwsLCkNRNNC270A28kiQJ9+/fx9jYWEzX2dzcHDK5RE86I2sDgOzsbJw+fRp5eXkxXVuiICUJytx8VlYWH4HINNqNbJIEQeBZAJPJhEAggIGBAQwMDODly5cxcfM+nw+3bt3iKSw2KsbIh4jFqpRSbN68GSUlJcjJyUk5945UJSiCk9R27twJSZIWaLUb6ZtnGytGoOzsbHzxxRcx0cinlNJ//OMf8Hg8/PnZSBy92kmktbIaUVEUIQgCDhw4kFJn7+FIWYICwDvvvIN169ZBlmXes2SEYPpJGYxA8/PzePnyJfr7+1e9LqfTiQcPHmBubi6EjKIoGg5DWHHy8ePHU9a9I5UJSgghFy9eRFlZWUgRsxGBWz1J9CHB3Nwcenp64PP5VuXmR0dHcffu3QWVS0ZHPSJI0LKyMpw+fRp2uz0l3TtSmaAAUFJSgvLyciAYSyLKjRLrtWcJcY/Hg7a2tlU11GmaRjs7OzE2NsY3Ruy5jNaCMvdeU1ODsrKyFa8lGZDSBNU0jcvjhGvTLwVCCCeBz+cLSTfduHFjVSV4U1NT+Omnn+DxeHi9AHsu/fzNpaCqKgoLC3H69OmkmtixEqQ0QWVZJlVVVdixYwd3p0Z28Ww3rQ8HWJjw4sULdHd3r6gEj1JKOzo60NrayuVpENYIZ1TjtKKigs2NSln3jlQnKABs27YNZ8+e5fKD0bj4cKvLLF1ra+uK3Lyqqrhy5QrGx8cRCAS4OAMrlzO6PkIIzp07F5Pa10RHyhPUZrOhtrYWBQUFfDbScmA5UEEQYDKZ+DhvRp7e3t4V1YgGAgHcvn0b0G3W2JElyzAYWZ/dbkdlZWXKW08AMK6ZnaSQZZnMzs7SLVu24Pnz50CEgat6nSboyvI0TeNn5HrhhJcvX+L69euYnp6m0ehutre3w+VyhUwf1o8EZ2symUzw+XwLZCXZQUNpaWnKFSYvhpS3oAgm2evr62GxWGCxWEJ6eBAkhtH5SgjmRNva2qJqqFMUhRoNDRiBVVUNqSVglv3s2akLc4MAAAn5SURBVLNp4d6RLgQVBAFnzpxBYWEh1xANJ+lyk9v0oJTi7t27UdWIzszM4KeffjJUcKL/sDArytaXl5eHS5cuobCw0PBzJzPSgqCEELJ//34cPXqUD/+KxmJGwuzsLJ48eWKo0l5VVXrv3j2u+WkEkboAfD4fKioqsH//fpDVtq4mCdKCoABQWFiI999/H3a7fYG+ux5GCoZZztKoRRQEAT///DM8Hk9UJX+SJEFRlJBC5nPnzqVsaV0kpA1Bs7KySFVV1QLXuJJJ3OzU59q1a5iZmVn2/jMzM7h9+zYopYaEGdjkkfC+9+3bt6O+vj5lVEOMIG0ICgDFxcV46623YLFYFiTEo5FuZKQeGBjg/USLIRAI0ObmZgwODkY1xwlhBdMs95mM4wxXg7QiaF5eHiorK2G1WiMWZhglKbNulFI2iXhRM+zxeNDS0gKHw2F4CgmDqqq8wokQgvChEemAtCKoz+fDH//4RxQWFkac5LFYOV6kvnlVVSHLMr788ssl3XxWVhYaGxsxPT3Nz97D6z3DoSgKbDYbVwzRNA0WiwUVFRWwWCxp496RbgTNzc0lGzduxJYtW0LGz0BHFCO7e0ZiRVHw4sULdHV1wel0LrCilFLKkvMIWlMjMS8hhOdYzWYzCCGor6+PqWpKsiCtCIpg0r6qqgo2m22BtWS98MuBkZkQgunpaTQ3Ny86W+n777+Hw+GAIAhRFSMzSJIEq9WKCxcuYP369Yb+P5WQdgRFsId8/fr1vP6S9SsZBSMaK3Xr7u6O6OZfvXqFGzduwOFwLJDhMQKTyQS3243i4mJUVFTAbDanlXtHOhKUEEKOHj2Kffv2LVAbiabtF7rSuOHhYTx8+DDEzVNKaVdXF549ewafz7eglXk5MI1SVVVx+PDhpJ93tFKkHUEBYMOGDTh58iRX4lhJLhS61t+ZmRk0NjaGJO0ppejo6IDb7Q4JCYxkCViGgMl6NzQ0pJTmZzRIS4ISQsipU6ewadMmfiqECFVOi4FZWf3kjZ9++glTU1P8Pk+fPkVPTw/cbjff6LDqeSNga6qpqUFNTU3KthUvh7QkKIKDroqKivipjSRJKxoGZjabIYoiHj9+jPn5efh8Pkoppf39/Tw5r59oZ8RasxhXFEUcPXoUW7ZsWcErTA2kLUGzs7Px7rvvQhRFrtkU7ooXc8mapi1owpMkCT/88AO//cqVK3zj5PF4+O3hOdXF5r2z+Pajjz5K6bbi5ZC2BCWEkIaGBmzevJmTJ5oCIRZ/so0MAPT19eHOnTvw+Xx49eoVXrx4we+vL1JeDmyDtGfPHhQWFqZ0W/FySPmK+qVQWVmJHTt2cCIZ3WGz6naTycSJSilFT08Pvv32WzidToyNjXF3zqyh0WG3LBRIx6PNcKQ1QWVZxuHDh9He3g5EYUH1DW76+PL58+f48ccfMTQ0hLGxMU7gQCAAWZYNJ+s1TUNBQQETZVjVa0x2pK2LR3AXfuHCBWzZsoUXjxhV92CaT6Iohowj7O/vx+XLl/Hy5UtIksQJzGJco/Wmhw8fRm1tLbKzs9PWvSPdLajFYiFer5dWVlbi2bNn8Hg8hgmqFyJjkCQpZOCC2+3m1Uj6DdFyJNU0DZWVlWl5tBmOtLagCKaJTpw4wZP2Rms2WezJOj+hy11aLJaQjIC+KMXISVVxcTFqa2tXfICQSkh7ghJCyMGDB1FYWLhgtMtiYPlSi8XCY0qW8GdtGoyUeq18o/qf5eXlOHr0aEoN5Fop0p6gAFBVVYV9+/ZBURRYrdZF5yYJgsBjT+i0Q6HbOAUCAaiqGtES6ztHmSVlBSeUUmRnZ4NSis8++8zwhyXVkSFocGP0m9/8Brm5ufB6vYsm6TVNi1pGPBL0pFcUhf/ucDiQlZWFXbt2IT8/P+2tJ9J9k8RACCHj4+N0/fr1mJ6e5oSJFAPGKi5kOVFGeCaye+DAAezYsSMmz5EKyFjQIPLz87Fr166IbRnxQriVJoTg7NmzUY1ETHVkCBoEpRSnT5+GLMsRE/ax1Elg8ScrYma68yUlJaivrw+Ru0l3ZAgahNVqJefPn0dRUVFIgp0hmrbk5aAnqN5SHzlyBLt27UJWVlYm/gwiQ1Addu3ahWPHjkGW5QV987F0+6wjFLoqflmWcfLkybRSDTGCDEF1kGUZx48f5wSNJC4WC4QPjZUkCdnZ2Thw4ADy8vIy1lOHDEF1IIQQpoIXPvWNxYUrKWqO8Dxwu938MQOBAD799FPs3r171Y+dasgQNAz5+fmoqakJGbyAMM3O1YK1fug16mtqatK2MW4pZAgahsLCQnzwwQdcBU+/oYm14iGrcCooKMCBAwcgimLGvYchk6gPg8lkImNjY7SgoACvXr0KaUmWZTlkOO1qwEIISZJw4sQJ5OTkxORxUw0ZCxoBGzduRFlZ2YK5mbGY0wnd+TurJf3www/TvnJ+MWQIGgGEENTW1qKwsJCLd0FXTrdasMcJBAJYt24djh07hvXr12fcewRkCBoBgiCQCxcuYNu2bSHpoFhskBBGdDYiJ4PIyBB0ERw+fBibNm3ic5KMtmsYBRsKdurUqZiFDqkIAcFEsV47iPWKs3Ni/Vf4bZHuwx6TDcBKVnzyySeQZRmiKPLxNQjGouFfi5XoLXb9KKWor69HQ0MDCgsLk9K9C4IQoprC8rqLcYIh/HpE+mJeRkBQW8hmsyErK2vJVIqRNAuTj2ENZWwEYbKBiYwdOHAAgUAAHo8HmqbBZrMZ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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":657,"y":298,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":348.06,"bounding_box_area":880,"exact_perimeter":118.28,"approximate_perimeter":111.25,"convex_hull_perimeter":98.52,"perimeter_pixels":661.4873734152932,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3126,"perimeter_to_area_ratio":0.3398},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKQAAACwCAYAAACB8sXMAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1dfXAU5f3/7u3u7V0ubyQkRpACKoIoIJWiRSJvIgqKWJXWwVI7KrXItDMdZ6pjO7XTzjjT/nwvojMVFRSngQgC4aVCJQLVAirvIKIUA/KW91xyL/vy+f3hPU+fu1ySvdyGXJL9zDzDJew+2b397vf9hciFiwyC1N0XkCkAACIiXddJVVUiIopGo6QoCnk8no7Obff/dV0nr9dLjY2NlJubS5Ikud97G1C6+wIyBdFolJ555hlatWoVAaBIJEKSJFE0GiVZlts91zTNDvfWNI0Mw6AtW7Y4fOUueiVOnTqF4uJiEBFf2dnZICJIkpTWIiJ4vV4QEV555RWgI5bqom8jFAph8eLFnAgZ8bDVEcF5PJ52FxEhNzcXRIRx48bhyy+/dAnSRduora3F+PHjOTfz+XyckBiXdGrl5uZi/fr1Lpd0kRyWZaGsrAyyLEPTNBARAoFAHJfsiAN2tPx+PzRN48R9zz33oLm52SVIF61hWRZmz54NIoKiKMjKyuKE6Pf7Odd0YsmyDK/Xi+LiYlRVVUHXdZcoXfwPwWAQZ8+eRWFhIXw+X5zOyP5VFCVtQhSJXFVVEBGefvppV2y7iAcA/PGPf0QgEIAsy3EiWiRKJ7ij3++PUwMGDx6MEydOuATp4n8AgBEjRnADhhGgLMtxv3NiZWdn8z39fj+ICG+88QYsy3KJ0sV3uuPhw4fjRHWiEeMUMTICZMvr9cLr9WLWrFloampyCdLFdwT52GOPcWNDFNMk+B6dMmYYoTMdUtM05OTkYPfu3a7F7YLo3LlzKCkpAcWsa1VV4/TIRF3SicWMJGYoSZKEJ5980jVu+joA4L333uMExwhFJEgWgXGKQ4p7aZoGSZKgqiqGDx+OmpoalyBjaD+NpZciFArR1q1bSZZlAkAAyLKsuGOcTMgxTZMsyyJVVUmWZYpEIpSdnU26rtOxY8dozZo11NjY6BJlX4RpmtizZw/69+/PuVeyZIhkOiATtYzbMX1Q5LR2Rbe4Ro4c6eqRMfQ5DilJEq1YsYLq6uqIvjNuOjyHHcPSzACQx+MhXdcduaZTp07Rnj17qKWlxSXKvobm5mYMHjw4zr3TEYdMxjEZt1QUJW0OSUR45JFH0NDQ4BJkXwIA7NixI87NkypBapoWF070er1pE6SiKCgsLMTXX3/d5wmyz4nst99+m0zTJEmSkhozySAaOIqikGEYRETUr18/ikajaV+Tx+Ohmpoa2rJlC7kuoD6Ec+fO4dJLL+VcihkrqXJIJqpnzpzpiFFDRMjJyUFpaSmCwWCfJsg+wyEBoKKigs6cOUOSJJEkSeTxeDos4GJgxzGOOGLECJo3bx75fD5Hrs+yLNqzZw9t3ryZTNPss0TZZwiyubmZ1qxZQ7Isk6Zp3Eq2KyFVVeViXlEUuvrqq2nWrFlUXFyc9rX5/X5qbm4mXddp1apVjqgBLjIYALBhwwbk5eVxkSv6ETta4nGBQABEhLfffhsA8LOf/ayVn1KMXduN5jBrnYhQW1vrcsjejEgkQqtWraKGhgZe3ipJki2DhmJ11VlZWXyvMWPG0LXXXktERPfeey9lZ2eTLMvc2GFc1+7+RESGYfDjV6xYQW42eS9GXV0dN2YSuZHdxTijx+PB/PnzUV9fDwCora3FDTfc0CrjXDSYOto78VpGjx6NU6dO9UmC7PUcEgAOHjxIZ86c4b8zDMO27kgx/bG5uZnHvocOHUpZWVlkWRb5fD6aMmUKhcNhUpT/9V1gRpCdv8OOURSFZFmm/fv304cfftgnXUB9gSBp6dKl/GfmU2QEIxJRWxA7UwCga665hlRVJQDk9/tpypQprfZKhZbYscwv6vF4aOXKlbbPd9GDcOzYMeTl5fF6FmagpFq8JRo2R44cAQA0NTUBAKqqqpCdnR2X55iKUZMo1nNycpCfn48DBw70uVzJXs0hLcvCmjVrqKGhgbxeb1zEJRWDgwTud/3119OAAQPIsiy+X1FREd16663cqElFXDOI/tBIJEL19fW0bNmylK+zp6NXE2R9fT1VVFSQx+OhaDRKAHiGDstPtJv3GAqFiIho0qRJlJWVRR6PhwKBAIXDYdI0jYtt5nCnFAgSAL8ORVF4g6v33nuPgsFgp+7dRYYBAN58800UFBSknM3T1vGqqqKyshLhcBimaSISicAwDADAhQsXMGDAgKSWfEd/P1HEi3U369at61Niu1dzyG3btlF9fb1j+wUCAbriiit4pEdUA/r160fjxo0jiolfliXu9Xo73DfR0NJ1nfx+P+m6Tm+88Yaj9+Cim1BbW4tBgwbZ4lB2OeTIkSPBYFkWAMAwDOi6DgB45ZVXQLFmVeycVDLS2bEklM56PB5UVFT0GS7ZKzkkAGzcuJGqqqpI0zRH9lQUhX74wx8SxTgY00VlWSZFUciyLCotLaWBAwfyBqder7fDZqYk6JqmafLrDYVCPJq0evVqR+7BRTehubkZ06ZN43qYExxy4MCBWLt2LQAgGo1y3VFEKBTCL3/5S74H6+lj5+8zvVGW5bjzfD4fBg8ejKqqqj7BIXsdAGDnzp2t6p/TJchp06ahpqYGpmkCAP9X13VEo1Euxrdv397uXm39fbEhVU5OTqsa8aVLl/YJsd3rRHYkEqHy8nIyDMNWFMYuxo4dSwUFBdwvyFLEmO+RYiL3uuuuo6uvvpr/zi4NRSIR3mxf1/VW7qi33nqLGhoaHLmXTEavI8ja2lrauHFjXPZNulBVlYYPH04kWMRsb1VVSVVV0nWdFEWhrKwsmjJlCvdT2oGiKGSaJn+BDMMgwzBIkiTSNI00TaPKykq6cOFCn4xv91gAwNKlS3nOo1jM1ZHIZCKSWcgejwderxeyLCM3NxfffPMNwuEwF83MshYtbmZ1f/rpp3Ei2IkSB03T8Jvf/KbXi+1exyE3bNhAkUiEvF4vWZaVcuhNtIqj0SiZpkmTJ0+mvLy8uAiMqA5IkkSmaVI4HCZZlmnEiBGUl5dHFOOg6ULTNIpEIrR161b64osvXC7ZU3D+/Hnk5eWBiNCvX78O/Ypt+QJFq1eSJKxYsYJzP5E7ir5IEdFoFI888gjn1E5wSLaeeOIJRKNRlyAzHZFIBK+++ionppycHP7ZDkGysJ3H44GiKDw7qKioCGfOnElKkMzStiyLf45EIqitrcWePXtQVFTUSm3oDEGy3uRerxdjxozps8m7PQpnz57FuHHjuB7IHr5dghTjyewcIsJNN93EOR8jRMYRRc4YCoU4kbI1efJkBAKBtAlSjPzk5+dj9erVvVaX7BU6pGVZOHbsGO3Zs4c8Hg+Fw2GeQWPX0mbWMwCeUe73+2nixInsb3B9lGWOi7FnVg4bDof5Ndxxxx3U3Nyc9v2Fw2F+fY2NjfSPf/wj7T0zFb2CIIPBIG3YsIFIICxZllvlQNoFYz4DBw6kWbNmkWEYreq3mVtGTGkjwSiyLItmzJjBi8PSRSAQIJ/PRwCosrKSqqurHdnXRRegqqoK1113HReJYuqXneSGRJHNjrv55psRjUZ5JIb9C4C7gMTIjSi2AaClpQV33XVX2iKbnSeK7rfeeguRSKRXiu0eDcuy8PLLL3Prmj085gdMDMG1ZdAkO6+srAzRaBSmacb5GpMhEom0srrr6+uxcePGVpY7JcSu7RBp4nkjRoxAOBx2CTLTAACTJk1qZS2zBy02BrBDmOxzYWEh9uzZwzleewRpmmaco7ylpYV/Pnv2LK666ipeRpuYmmaXYyZeX//+/VFWVuaOFckkAMAXX3zBuYbX621VvJVKoRVz9UiShLlz56K2ttYWQYpiGgAaGxvjxPtDDz2U9DrsvizJXi6Px4OZM2e6nXczCbqu46mnnuKcRyzOT3XWTGJblU2bNsE0TdsiOxqN8mOY3mlZFiKRCCoqKkCxLB6m46ZSmciOSWzVkp+fj8rKSpdLZgpqa2sxdOjQVtwjsRd4KlyIiFBQUIBQKMQJyg5BhsPhOLHNYBgGWlpaMH78eD4Nljnfk70Idjg5c5ZLkoSFCxcCvdQn2aOAWDfcRD2LEmquUzEaWNnA3XffDcuyOBHa0SFFkY2YkSMS6F//+leQYDSJjns715bIHZknYdCgQehN7ft6rB+SOYhZ2SkAUlWVJ1Uw2GEeYkpZcXExzZ8/n6LRqG0fpthn0rIsXuDFHOzRaJRmzJhBBQUFPI8SAHm93pRT5Ng1sbrwqqoqqqiocBMuuhORSASHDh3CJZdcEsdlRPeNmBxhh/sw8X7jjTdycY1YuNCOyGbHilxRtL4Nw8Cdd94JEhpXpcK9mZhn+qeoJ8+ePRvV1dW9giB7JIf0er1UVlZGtbW1RAlREwYWPUnGOFg7PrYMw+BpYhMnTiSfz0eRSIQoloImhhXbg6IoPC2NhS7FMOOiRYuIYtyNlcrKstzqepKBcVyRo7KhT1u3bqXDhw/3Ci7ZIwmypaWFVq9eHRdDTgeMEPLy8mj27NkEgHw+H4VCIfL7/Y7tP3r0aCoqKqJQKMRFrhP5ks3NzbRp0ybH5ua4SAHMmBFdIU4UcTG/nmVZ3IcYDAaBWHqZaOTYgXiOrus8evOTn/yEX0Nn5+QkO37kyJHYv3+/yyEvNizLotdff533UnSiboYZRj//+c+56AdAgUDAVl11RxA76s6bN48KCwspJyenUxntyeDxeOjIkSOucdMdaGxshN/vd5RDer1eDBo0COFwGJZlxXWjYAZOOhySIRQKobm5Gffee2+cuyfd62fnXH/99T3eSd6jOCQA7Nq1i+tgFEszSxe6rtOYMWNI0zSu78myTLquO9b5gmL1NVlZWXTHHXdwfc/uWJL2wFxe+/bto3379vVoLtmjCPL8+fP05ptvkqqqcSWj6SIrK4vuuecevpdlWdwydmJMMRP7sixTNBqlqVOnUmFhYdr7MjCiNgyDli1bxj0ELroQAPDpp5/GpZlJsTmB6Yq8a665hhswzABhGTssJp2OyBbLZyORCABg5syZfGi8EyoHU18GDhyI06dP91gO2WPQ0tKCJ554gofQkmX2tLeSzbxmqWCLFy/mBCi2SEFCFk86YJY7S+Ldu3dvK8d94udUUufEJN4XXngB7liRLgYAjBs3rhUXYdzBDjFSwlAjWZZRUlKCjz/+mHMwRoCMcJwA27O5uRmI5UvW1NTwxBBVVTm3ZFWKdgmREpJIvF4vpk+f3qeHL3U5TNNEZWVl0oQEMeG1rcU4jZRkfsxPf/pTTnxiDqOTBClmkIuEuXDhQk5QIlGl2pA/kTi9Xi9WrVrl5kp2FQBgxowZrXII7caCxckLYuqXJEl4//33kxIhE9kikXYWbWUNbdmyBSUlJe0Sod17TJQU06ZNA3qwtZ3ROHv2bKuMbhLSxezqkOyhs/OKi4tRV1cHwzDiirlEvdEJTinux4wnAGhoaMDs2bM5Fxd1RrsFYeJLx15U9j2dO3euxxFkxrt98N3gTPL5fDzRgbliUkkRE5MvWLu7iRMnUn5+PgEgWZZJVVUyDCMuJuxESz+RUbFOaUREOTk5NGvWLKJYOz42fYFirhy7cW62p/i9EBGVlZVRT3eUZxxOnz6NW265haf/i324U9W3xGMvv/xy3hFX5GCJKWROQNxfdP2EQiEcP36cGzed0Y8TxTr7bjRNw3XXXYczZ864BOkUGhoa8NFHH/EHI1qgqRCiWATGHhjTsZjfMVmLZkY4ToDtz9QCwzDQ0NAAAJg7dy4vbxDb+NklSPFYJrqZ2N6xY0evyijvVgDAL37xC0divUxvZOcvXbqUE2JnHN+dgfh3mIvJNE3s3r077gVj1yp6BDq6f1GfZsSZnZ2NuXPnIhgM9hiCzGgdsq6ujv7973+nvQ8AHk7TNI0KCwtpzJgxPFG2u3H55ZfTZZddRtnZ2UQxfZJiIUe71yfqqexzc3MzHThwgE6ePEk9pctF9z+NNgAAFRUVdOTIEUf2syyLFEUhwzBo8uTJdM011zjagzwdFBQU0J133sl/Zsm7rFbIDsQmqmIG/ZEjR2jJkiUpzV10kQQAUFpa6kismokzpp+tWbMmTrfrbpENAJ999hny8vK48UYJFYrt3X+yOnQW+WH7NDY2uhSZDo4cOcKtxXQJUjQOioqKEAwGWxFHdxIkM3imTp0KEhz/ot+1vfsX9U+x8aqmafzn8vLyHhG5yUiRDQDvv/8+kaBPpYNwOMxnDs6ePZsCgQBJkkSRSMSR9LJ0wfTEefPmxf0cjUZtzUoUU/AUReETwJjoDgQC9Le//c2x1oB9Dt988w1KS0vjYtDp1px4vV5kZ2fjo48+4q4XMS2su0V2JBLB6dOnMWzYMJ74Ibqq7Nw/i9Un+moZtzx8+DCQ4cpkxnFIAKisrKRDhw5RJBJxJCOclboOGzaMSktLKRwOE8Us7kyo1GNTYwcMGEBTp04ly7J4eSyLunQE1pyVNSlgNUeMWyqKQitXruxzA+HTBgAe32VKfUcNPxN1KDZfhin7LI79+OOPc27ldDQmHTAHfDgcxtGjR/l9pzIrsT0JwQIDw4cPx8mTJ10OmQpOnDhBhw8fJq/XS6FQyNY5ohSyLIt0XSfTNAkA5w55eXk0Z84cznHY9KxMkGBMT9Q0jYYMGUJDhw4lRVEoFAo5VjOkqirV1tZSeXl5j665uagAgL/85S9xFqYdDklJcgrF8xRFwdy5cwEhhCe2zssEiGHKX//611wfbKvCMFUdmk2WGD58OOASpD0YhoExY8bwL5YRZaoEycS21+vlv/vggw/4A28r1aw7oes6J8qdO3fC5/Nxn2S6BMn2Yd/F3r173f7kHQEAdu/ezX2P4ludStN4xhE1TeO6ZUlJSau4dbJkiu4E49ihUAimaWLmzJlxDbPSjeWTEO++//77M7Y/eUbpkKtXryaKWcWsLtqODiX6ElnILBqN8nEe06dPJ1mWSZZlCgaDcftnCphuy1r7PfTQQ45dH5PQoVCIcnNz6d1333VsUq7TyBiCPHDgAFVUVBAJsVii1Po7UuyBsrpqRVGooKCAHnjgAf7/dhzNFxvMzUOx6zcMgyZNmkRjxoxxZH+v18ud7czllaltVzKCIHVdx65du+ISKdgAdjt+M/F7FTmqz+ej/v3709SpU4mIqKmpiTRNI8uyKBqNkqqqGWFlS5JEiqLEZcTn5+fTbbfd5kj3NeZtCAQCFI1GKSsri1544QWqq6tz5Pp7HQDgpptuapWQypJW7S5mBIlJBc8999xFi8SkA9EvGo1G0dLSwoZscr06sW7bbpKyWE8kflfr16/POOOm2zlkOBzGrl27qKqqis/0Y/107PohWR5hNBoln8/HG4eWlJTQ7bff3qXX7xRY7JliNTKappHf76crrriCKCZ2WRto9plJkY5gmiYZhsG/V3bO3//+94xTYbqdIDVNo3feeYdOnz5NFBMvTN+x2wovGAxyUc2GrgOg22+/nUaMGNGFV+8cEnMfAVB+fj7dd999REJHYNbDXDzPLlhCMgAyTZM2bNhAR44cyUhdstsAAIMHD44TucwpnErdTE5OTlwiBRGhsrISuIjJE51FogvKNE1eLnvgwAEMGTKEfy/tieH2fLTsc2LNzmOPPQa4BPkdALCuryChGTwlzHJJ5QvXNA2qqqK4uBjV1dVADyXIpqYmIHbtixYtAhEhNzeXEyVrgJ/q9yNGwPLy8lBSUpJRDfO7XWQvXryYf2bZPcx1Izajbw/sGNZRV9d1euihh7humelI9LV6PB7y+/08c+fWW28liqkmqqry7CXDMGz5aZmnglnZmqaRLMvU0NBANTU1tHv37owR291KkPv27aO1a9dygko2l9qOHsmSeGVZJtM0KTc3l+bNm0eaptlO3+puiMkgJLxcAGjUqFH0gx/8gNfaiLSTSl2Q6EIT/byrVq3KGBdQtxFkS0sLKioq6MKFC3Fvuq7r3FGcOASpLbCHwnyLN998Mw0aNCju/zIdzP9oWRZ3XsuyTIqi0Pe+9z267bbbiAQjhlnHdjLq2TmhUIg8Hg9FIhECQLm5uWQYBm3cuJFOnTrVhXfXAwAAV155ZUoZ0W3FalnMlxXJv/TSS0AsvzBT9UYRbdX3iHrvZ599xmP0Yja5E7FuIsKf/vSnjIhvdwuHBIBPPvmEzp8/78iUA+YS0XWdLrvsMpowYQJFIhHSNI2LvZ68iIiGDh1KY8eOpUgkwuu1mT6YLlRVpeXLl2dE1KpbgFhHivbe2FQ5JIvyPPzww0BCl7GeDnYvr7/+OoqLi6GqaqtOaU5kAy1durTHT3HoFEKhEIqLix1NQGXt7Hbu3AnEwm+hUKjVWI9MXKzYq63FWgJ++eWXfL4jxdLJnBoclZubi2HDhgF9jU3iuxJXrvM50fSd/X7w4MGor69HNBrlPR97G1i9kZM6pBgX379/f7fWb190HTISidDy5cuJBN0vXRQUFJCiKDRjxgzKy8sjVVW5dc58eZm8TNNsd9XV1fH7ufvuu7neaLduuyOwlDdVVWnZsmXdWr99UX0ilmXhX//6F3344YekaZpj81TYVNjs7Gw6evQoDRo0iJqbm0mSJGppaXGkUKor0ZGU9Pv91NjYSLquc0NGbEiVLkzT5IS9fv16evTRR9Pes0cAAH7/+9+DhBQxJ0Q2S1Nj5a9iA89kOlamrY7ul91PYnqeUzU34vdERFiyZAnQF3RJXdcxfvx4/qVQQgGX3S/UXV23fD4fJk2alBE+yS4FAKxevRr9+vXjTZA6W8TkLueXOEgqJycHu3bt6t1cEgDuuOMOUEw8eL1elyAzZIl9zdl68MEHe3cLv7NnzyIrK4uXYjLHriuyM2OxFDVVVREIBCDLMg4ePHjRCfKiuH0sy8LGjRvjLF5mJWZCS2UXxF09pmny8GRlZSUZhtH7uGRTUxNmzJjB30bRauyM1emuruGOJFjyubm5GD9+PGpqanofQW7btg0+ny/O1SPevEuQ3bvENtJMpWJjoDdu3IiLySW7XF6apomPP/6Y5/ixTGhFUXiVoYvuRVNTE1Gs4I5Vera0tJAkSbR58+ZuvjqH0dDQgMsuu6xVvUyqI3jd1fVLlFKyLMPn8yE7OxvHjh27aMOXupRDtrS0oKysjOrr61uFCXuzi6snQpwhyUopWD33q6++2juMTwC44YYb4t7AxP7XdsfvuqvrFpNYzAUn/l5RFAwYMKB3RG6qq6vjCC4xzkwJtcbu6j6CbMugZL/bsmXLRUne7TI+bJomysvLyTRN3gqPdUwQ4Yru7gfrFic+C1GEExG9+uqrtlvbZCQAYMyYMTz5M5Ezss4LLofMvMVUK8Y5ZVlGIBDA559/3uXx7S7hkMFgENu2baN9+/bxURWU0MeRYtzR5ZDdj8TnIhowAHheKWso25XoEoIMBAL07rvvkizLXBywHogMLBvaRfdDFM8icTJmYRgG+f1+Wr16tWNJ1RcNhmHgxIkTGDJkCPc9ptIjnJJEbmRZjutJI0746m7xdrFEaHuRLI/HE9dESrSWO5MAnWyx5OeXX365S8W24yUMsizTm2++SdXV1Y61MWE9wz0eD+Xl5dFVV11FdXV1vIdiR3+np0eDktUeiTRhGAZlZWURANq7dy9pmkYej4eam5t5n6R0IE4UW7duHS1YsCCt/dr9W05vCADDhw+n48eP85Yooq6Yas9wirUNYaLiz3/+My1atIhycnLINE06c+ZMh02lejpBsgalIhL7+4RCIQoGg/Tiiy/S4sWLKRqN8l6b7Z1rB2INj6qqtGPHDho/fjxJmf7FWpaFgwcPxo3kYO1N0hHZRISCggLMmjULDQ0NrhXUBhCr3c7KyoIUG8vsRL4pm/vDzv3Vr37VZaWyjho1kiTRihUr4owVJ8ZPaJpGdXV1VFpa2mNa7HUHJEmSrrzySpowYULcIM50wcKIzDh9//336ejRo45cc5eiurqaj9dNfMPS4ZBsgNLp06dd7tgBmpqa8Nprr3HDj3HLdDikeA57Hs8++2xm19wAwNtvv80tO1FcOyGyJ06cmNlfQAahtrYWEydOdMzKZuoXe66KouCWW25BXV2d48/DMZEdCoVo7dq1RELvQsMwHBEZqqrSAw88kLHTpzIN/fr1o9LSUsrPz3fE15s4M8gwDPrPf/5Dp0+fpmg0mnlMQtd1bNu2DZdccknSCjY7KzG0qKoq961pmpZRfbAzHQBQVVUFn8/He5EnckaWrS92UWtvsUxyEkoeHn30Uei6nnnPBQB++9vftuqsIMUGZ3Z0s6LTW1VV/jMjyBkzZmTcgJ9MRzAY5GXH7DsWv9tUGIfYIFWc0Hv55Zfj22+/dfS5OCayN23axMWDx+Ph/kc7aEussCGZc+fOzbgBP5mOQCBA8+fP5z9Ho1HSdZ3HqXVdt91UKvH5sMEEX3/9NW3evDljGuYTxbjjrl27eK9C0W+VqsgW31pFUaCqKkaNGoWvvvoqc264B+HChQsYOHBg3PgQMfNKURTbpSRiCYrf7+fnlZaWor6+PnOej2VZePDBB1vdgFhRaOeGRXEg6iyPP/44MlJx7gEAgPnz57fSARPrm1LVIZkqVVhYCCLC8uXLL2plYrs4fPgwCgoK4rpokTB8PRUdRdQ92Ze1ZcsW193TSUBoDivLMicqkTPaIUgmudj5jHHk5uaCiDB79uzMeEYA8H//938gwVoTuZzdSVOJx7G9SktLcf78+e6/0R6MmpoaTJ8+vdWLz4jMDkGy58PaHorELMsyBgwYgEOHDjnynNIyaizLom3btvHZJ5QQKrQ7I4adwwwXFrO/+eabqaCgIJ1L7PMoKCighx9+mBRFIdM0SVVVUhSFG5x2/MSGYVAgEKBgMEgkGJsej4dM06Rvv/2WysvLu9e4AYCtW7fy+XtOdZ5gqfM+nw979+7NDFHQwxEMBkGxBBXG8VhnimTtbDp6RonHK4qCgoKC7n1WpmliwUiyi64AAAhYSURBVIIFSS8wVSJkYl5MvL3lllt6R+llBiCxWT4l+Bad6MCblZWF7du3dx9RBoNBfO9733OEIJlOwghTlmU8//zzLnd0CACwdu1aTjgiYXUmPS3Z8R6PBw888ED3THAAgH/+859QVbVTc1I6IsohQ4Zgz549LjE6iLq6Olx11VX8mYnGSroEyc7Jz8/Hhg0b0mIknTZqlixZQrquO5bwwEZd6LpOU6ZMoZEjRzqyr4vvkJ+fT3PmzCFd13mtvBOJLyQYOfX19bRq1SpH9kwJZ86ciWuv51QREfu8atUqV1w7DADYuXMnnwQmppQ5IbLZfldeeSVOnjx58TgkAKxbt47C4TCpqkp+v7+zfzsOrIjo2muvpRtvvDHz6zV6GCRJkkaNGkVTp04lEtw9TnFJwzBI0zQ6deoUrVmzptMuoJQJUtd1KisrI4/HQ+Fw2JH2GmJh+syZM2ngwIFp7+miNXJycqi0tJT7h5MVgHUGbD/WDnrDhg1p72kLzc3NeO+99/g0UmaIpMLy21KIWeTg6NGjbqpZF+K///0vn7ktCd3onPIjBwIBeDwenDx5slNqV0ocMisri8rLy0nXdQJgOxLTETRNIwBUXFxMRUVFpGmaK667CIMHD6YFCxbwqI2qqo7traoqH+m3ZMkSx/ZtE42NjdzDL75NTnBIRVGwYMGCi9apta8CAHbv3t2hkZLqShznV1xc3LVpgwBQVlbG2XJHBJYqQZaUlGD79u2ZmRLfy2AYBi8CS/X5tbXE+UNMlXvhhRdSFtu2RbZhGPT6668TCRYxxbKH04XP56PRo0fT9ddfT6qquuK6iyHLMt111138s9N7W5ZFXq+XysvLqbq62tH9OY4fP47s7Gz+Joj5dU5wyD/84Q+u7/EiYseOHTzB1gkOmVg/xYr01q1bl1LnXVsc0jRNrFmzhoLBYFyPHqd8WP3796fJkyc7spcLexg5ciTNmTPHMcMUQBy31XWdWlpa6J133nFk/zhUV1dj3Lhx/E0Qs3JSjWUn45D33XcfWlpaXO54EWFZFlauXMkz+9PhkGKCtSg1PR4PcnJynO1NblkWysrKeMiJFXClUkYpsnJN0+KylSVJwqZNm3DhwgWXIC8ygsEgBgwYEFf0RQkdKjorvsW1ePFi59QxAJgwYQIoFm9OLN7qzBslvomDBg1CbW2tS4zdAF3X8dRTT3HiSyTAzo5sSSTIm266ybm2K6dPn+YiWmwEYLfjQTJOKcUaFhER5s2b5xoz3QTLsnD8+HH4fD6oqho3QyhxZk06BElE2Lx5sy3R3a5RE/M98loXNq/Q4/HwupdUJjyxY1kjgby8PLr77rsdM45cpAaPxyNdccUVdMMNN/Dom/hcneQTy5YtSz9VsampCWPHjo1TXhVFadX6JBXOKE6EnTBhAs6ePetyx24EALz00kttqlROcEjmAtq+fXuHZSltsjcA2L9/P+3fv58oVhEoyzIZhhHnGE+F6sU3UJIkKi0tpUsuucT2+S6chyRJ0vTp0+nqq6/mv3OaO1qWRS0tLVReXs4TsdtCmwQZDofp3XffJcuyyO/3kyzLcSMhPB4Pqapq68JFkczEdn5+Pt1+++1278lFF2Lo0KF0//3385/ZM3Vy4Kbf76cPPviAGhoaOrfBqVOnUFJS0sp4EXtNpzJimB3L/FQjRoxAKBRyxXWGYNeuXa2eWar9mdozapiqt2XLltQTaADgmWeeSeo07WyKu7hyc3Px2muvudZ1BqGurg6jR49uNRPIiab5zJ3k9XoxZ86c1J87ANx66622CcwOQTLOyEbe7t271yXGDAIAPPfcc5yAmAvICYIU19ChQ/H555/bj94AwMGDB5Gbm9vpIq5kx4t9x6+99lo3zSwDcfbs2VYlsp15/m2pbOzc3/3ud/a5JAAsXLiQx6ydKCQXHepZWVl48cUXXXGdgQCA0tJSzjicJEgSgikjR4607+6rq6tDYWFh3HjadAlS7C04dOhQnDt3ziXGDAQALFmyJC5E7HTNDTNun3322Y6lJABs3rw57kSnWm2wLPMf/ehHLnfMYJw4cQJjx46N67TrBEEyAmf7Dh8+PCkdxDma6urqaOXKlSTLMndgO5VRbFkWZWVl0cyZMx0byunCeQwePJh+/OMfOzbShWJBEDGPVlEU+uKLL+jTTz9tv3577969GDhwIEjwQXWmd0+y0BHFuhp8+eWXLnfMcBw/frxN7tjZ7C5K6Nzr9/vx9NNPt92uGwCef/55rjckdslqb7VHjMzNo2kannzySVdc9wBYloVRo0bx5ylOY2uL2OzojcyoZcReVFSEmpqatgly2rRpbQ5K72ixixaXLMtxfQi/+uort8y1B4BVmLJpC+w5Jo4JZD/bIUjR7Sf6ppcvX96aSZmmiS1btvCDGCF2JucxGQH7fD4MGzbM5Y49COfPn+dN7dubVWlXhCcO1WIEOn369Lihqh6KBdHXr19PBQUFFAqFKBKJkCRJ5PF4UhpYJElS3LB09nM0GqVZs2Y50gfIxcVB//79aebMmXHZWYlIpR+YmAvL2vcREX3yySd06NCheOPm66+/bkXNjKKTieLE1Z7+yJadXDgXmQNxpEhbOqQdVY6dI0rdxP8bP348V+UUErrsNzc3U15eHgWDQU792dnZHbppEt0DiW/OokWL6Pvf/z75fD63CUAPgSRJ0oULF7Bw4UJaunRpnNsm4bgO9zJNk0tblrIYjUZJURQuQRmNSURE9fX1iEajVFRURPTdbBMqLCwk+q4ElnJzc9v9gyJBJrvAUChE+fn5bs/HHgYAYKUNsZ87RZDsHLFrr2maZFkW+Xw+unDhAl166aUufbjIPPw/PfDS0jhgXjQAAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":9,"position":{"x":163,"y":298,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":348.04,"bounding_box_area":880,"exact_perimeter":118.18,"approximate_perimeter":111.03,"convex_hull_perimeter":98.52,"perimeter_pixels":660.9015869776663,"original_contour_points":352,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3131,"perimeter_to_area_ratio":0.3396},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":10,"position":{"x":495,"y":295,"width":152,"height":178},"scaled_width":27.18,"scaled_height":31.83,"actual_fill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","detection_approach":"prominent_color_detection"},{"index":11,"position":{"x":334,"y":295,"width":137,"height":178},"scaled_width":24.5,"scaled_height":31.83,"actual_filled_area":301.55,"bounding_box_area":779,"exact_perimeter":180.34,"approximate_perimeter":156.3,"convex_hull_perimeter":93.28,"perimeter_pixels":1008.5483399593924,"original_contour_points":440,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.3,"compactness":0.1165,"perimeter_to_area_ratio":0.598},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":2,"y":295,"width":151,"height":178},"scaled_width":27,"scaled_height":31.83,"actual_filled_area":262,"bounding_box_area":859,"exact_perimeter":158.9,"approximate_perimeter":140.18,"convex_hull_perimeter":95.11,"perimeter_pixels":888.6072144624379,"original_contour_points":385,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.1304,"perimeter_to_area_ratio":0.6065},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":13,"position":{"x":739,"y":2,"width":128,"height":172},"scaled_width":22.89,"scaled_height":30.76,"actual_filled_area":303.89,"bounding_box_area":704,"exact_perimeter":175.98,"approximate_perimeter":166.3,"convex_hull_perimeter":105.91,"perimeter_pixels":984.1421356237311,"original_contour_points":20,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.34,"compactness":0.1233,"perimeter_to_area_ratio":0.5791},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":14,"position":{"x":566,"y":2,"width":135,"height":175},"scaled_width":24.14,"scaled_height":31.29,"actual_filled_area":269.87,"bounding_box_area":755,"exact_perimeter":153.64,"approximate_perimeter":147.25,"convex_hull_perimeter":101.23,"perimeter_pixels":859.2203461105337,"original_contour_points":154,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.3,"compactness":0.1437,"perimeter_to_area_ratio":0.5693},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"dataObjects":[{"id":"9b513120-5224-4b3a-9923-6e61110d215b","height":30.76,"width":24.32,"perimeter":185.65,"area":341.55,"image":"data:image/png;base64,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"},{"id":"c0dd6ad1-6e3b-4491-87ab-ea363d1b19e9","height":30.76,"width":28.61,"perimeter":118.18,"area":347.98,"image":"data:image/png;base64,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"},{"id":"7565b38c-c3ac-46c9-abfd-a199eef41cc1","height":30.76,"width":29.33,"perimeter":251.71,"area":418.23,"image":"data:image/png;base64,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"},{"id":"48936c10-40c4-4a70-ae92-a93a71cc49ab","height":30.76,"width":28.61,"perimeter":118.18,"area":348.04,"image":"data:image/png;base64,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"},{"id":"76e3c868-88b1-4780-a398-96422510f0d1","height":31.83,"width":27.18,"perimeter":159.61,"area":261.84,"image":"data:image/png;base64,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"},{"id":"1bdc4ca5-a5a8-4afb-853f-267f5489e108","height":31.83,"width":24.5,"perimeter":180.34,"area":301.55,"image":"data:image/png;base64,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"},{"id":"46c869c7-f277-4c98-ad26-42a4c7510d0a","height":31.83,"width":27,"perimeter":158.9,"area":262,"image":"data:image/png;base64,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"},{"id":"3d3e6077-3840-41e1-a7c8-3d97ea3e56b7","height":30.76,"width":22.89,"perimeter":175.98,"area":303.89,"image":"data:image/png;base64,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"},{"id":"c3f512c4-0bab-44be-8a1f-7802525dd996","height":31.29,"width":24.14,"perimeter":153.64,"area":269.87,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIsAAACzCAYAAAC5MO8/AAAABmJLR0QA/wD/AP+gvaeTAAAWsklEQVR4nO2de2wcV/XHv/Pc2Yd3145fcerYblwT0yhBQkWiqiqIVAUUEO0fBZLwiJT+gSrxEKh/UqlCPEQrQKoEEoqAgIhAVUWlQlVQaRrUxDSpAq3VkNopcex4TfzY9dpeex8zc35/xHd+M+u1fZ0dt05yPtLI9uzu3Tv3fufcc889cw0wjCQKAAwPD9PS0hKi0Shc162rQNd1EY/HYds2stksEokEdu/erYRVYWYlov9s20YsFoOiKFCUG01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"},{"id":"2aaeb363-fe5c-4d71-a4e4-99865ad5888e","height":30.76,"width":19.13,"perimeter":98.85,"area":171.32,"image":"data:image/png;base64,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"},{"id":"f7b835e7-f69e-4ce6-9f5f-6631cedfd60e","height":30.76,"width":23.25,"perimeter":104.89,"area":631.34,"image":"data:image/png;base64,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"}],"no_of_letters":17,"perimeter_of_sign":205.4,"nested_area":91.21,"occupied_area":39.19,"avg_char_height":31.011176470588232,"widthOfSign":"203.67","otherDimensionOfSign":133.57,"width_of_smaller_line":20},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"203.67","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1377,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"203.67","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":133.57,"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":17,"perimeter_of_sign":205.4,"nested_area":91.21,"occupied_area":39.19,"avg_char_height":"Greater than 24 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\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82ZXSvYnAPDITGfRmGQkDjOGFEWBqqrYvXs3l4yRSMQRCSmWOABAa2srAOCKK67o0kmf7PmzpBJFUbBo0aKMjtxklIRErFf40aNHuZGQSjGXWCJQXl5OZWVlvL+jE82iTNPk7igGdtx77rmHvF6v7e8kO+uG7X+Zk13TNNq5cydt2bIlY6VkRhGSiGjFihW2umqmosWbmajqi0aj5PF4iIho0aJFVFxcTBRX6ecEwuEwP0ev10uGYdD06dPJ6\\/WSpmkdthuJPmjhcJh0Xec1N6yn5EcffeTYubvoBs3NzcjJyeExZ6c6QxQUFCAYDPJkimg0aotdOwlxGzBr1ix+buy6qJum+d1tT8TPl5aWZuxU2YyRkACwZs0aMgyDJElyJBbMjjFr1izyer1cWoqdbfsSM2bM4BKdZX+z8oZEJCRrMU0xacnQ3NxMVVVVGau2MwLRaBQzZsyA1+vlki1VCcnSwFhVoWEYtlSzvpaQJ06cQGlpqS1RmGUbddbOr7PrFRtnseI2IsKdd97pVib2FaLRKLZt28abgXaVhJssIYkIEydORHNzcwcV3V2KmVOEtCwLjzzyiO18RKIlQkgxy93r9fKtjK7rqKmpATJMSmaEylZVlVauXEnnz58ny7KSakXSE6ZOnUq5ubm2cXPx\\/sG+giRJtGjRIpJlmXw+H1ESqW0M8WFTljASDodp9erVjp+zCyJqa2vD6NGj+WY\\/meGW3UnIoqIifPLJJzaJKA5D6msJaZomQqEQrrjiCn5NzCeaiFEj+i1Fdc3+HTNmDA4ePJhRUjLtJSQAVFdX8zQzSqKuuSfMnj2bxo0bZ4s59+e9Y4nBlZWV3N2TTC4nAFuOJmt0xZJGvv\\/+e3r33Xf78AqcR9oTMhQK0bJly2xWtRN9eyhGyPz8fF5wzwYq9VcPRqZi586dS9nZ2ZSTk8NfT9TKjgdT\\/RT77tatW+fwWQ9xBAIB23xrUf0mEl6Lt2A1TYOu6\\/B4PH2mlpNBJBJBIBDgCRei5exEKxifz4f9+\\/dnzKybtJaQlmXhvffe4wYH8w0mGolhnSR0XSeK+R0ty6JwOEwLFizo47PvGQBI0zTy+Xx05513EsWuMRqNOiKlWfTmpZdecjvvOoFgMIhp06ZxKceqC+ML\\/LtazKfHmjyxBlSqqmLLli0DLRxthlRdXR2uvPJKm+GWqoRk15+fn4+vv\\/4awWAw7aVk2j42bW1t2L59O23bto1LRrZnStTwYO9jfR39fj9ZlkXjxo2jsWPH9tm5JwqW8R0MBqmkpITmzZvHjRQn0t9Y4dqFCxeoqqrK0fh8XyFtCZmVlUWvvvoqBQIBbtAw4yPRL5aFGRnYTb733nttRVwDCTFM+eCDDxIJHdacOr7P56Pq6mpqa2tz5JhDEsFgEMOHD7ep3t6seDVfXFyMPXv2DLS2BoTRIhDyJq+88kpu0KSqskXjyOfzYd26dUCa+yTTUkICQFVVFbW0tJDH47HVnrDNeaISJP77nzFjBo0ZM6YPzjp5xPsRiYgWLlzo6PEpphmCwSAtW7bM0SjXkAEATJkyhWdCixKCRTESkZrMMGBSwuv14u233x4gedg5xKhQOBzGkSNH4PP5oGmaI24fsUS4sLAQ586dS2sJmZY4ffp0QqUJiSQfZGdncwJ7PB60tLQAcepyIBEKhfjwTsQI+vjjj9v8kGICBXsQEw2Vss+wh\\/vJJ58E0lhtp53KNgwD77zzjiMhPE3T+EY+Go3SggULeIZ1OvjlmI+UJUNQzA9ZUVFhOz\\/RD5tMOxeWLxmNRikUCpHX66XVq1fT2bNn++yaBh1Onz6NsWPHdqmCkpGQTLLoug5d1\\/msa7Hx6EBCVNes+AuxfpKXXHKJrQErCcVcyUhIMV+SZZUvX74cSFMpOfBiQoBhGNixYwfV1tY6crxIJMJnFU6YMIHGjRtHJPj\\/BhpilzaWrd7e3k7FxcV07733EsWlo7H3ik3wu4OqqhQOhztkpS9btixtG+anFSEVRaFVq1Y5VhNNMWu8vb2dKisryev12l5PB7Am+SyDSdd1kmWZFi9eTB6Ph8LhMC9TYIRkIdFEjk1x1+rz+Wjbtm20Y8cOcjvv9oAzZ86goKDAtnF3QmXn5ORg\\/\\/79HebIDDTErHTDMDpkqd944402Szn+30RXfNGYqqpYvHgxkA5qIg5pIyEB4LXXXqOmpiZH+ydSbLTHqFGjbHXY6QBR7bLxxtFolG8nHnjgAVtdd7Lnz1LpxNJgAKQoCm3atIna29v75LoGBQKBAK666iqeCe2U28fn8+G9996zTUVIFwmJmO9RNLDa29v560eOHMGIESNsftXOfu7J7SMaRyzRRJZlrFmzBo2NjWknJQcckUgEX3\\/9dYfRaz0RkqkuMZuHLfb+iy66CIFAgPdpZC1S0hXxY0Xmz59vu\\/bc3FzuOUi1hGP8+PFAmqnttFDZmqbRW2+9RcFgkM+XTgQsDCaqNFGdSZJE8+fPJ5\\/Px\\/uJO5m40NdQVZXuuusuAsAzwVtaWkjXdUfq0g8dOkT\\/\\/ve\\/3frteDQ2NqK4uNiWw5eIhBQ37aqqcjXm8XggyzL8fj++\\/PJLLn26mr6VTohvcHX69GmMHj0aWVlZ\\/HpZ9ClVCUlEWLx4McLhcNoQcsAlpGmaqKmpobNnz1JWVhbf0LMs7+7ANuustziTlOy1K664gq655hr+frGQK10Mm54wfPhwevjhh7kB4vF4HEsj83q99PHHH1NtbW3aSMkBJ6RlWbwyTsxfTCY0xn5mViVz+s6ePdt2LJGQmaK2JUmiBx98kPspRX9lqohEInTixAlas2ZNyscaFACAL7\\/8EsXFxdxn6PF4kupMIap48bOXX3459u\\/fz4epi\\/XWmWLURKNRfq7jxo2z+R+dMGqYYXjLLbfANE1XQobDYVq6dCmdO3eOq9D4LO+eILbmY6qbYg2krr322g75k5kkHUXMmTOHl8mSQ75U1gfz0KFDtGXLFkqHjmkDSshIJELLly\\/nRGKWMGtT3BNUVbUlubLh5llZWTRjxgyi2JcuqmxGRifDk30F9n1QbJhTXl4eJ6WTVYlNTU20Zs2afun4lrbAf0d78LnR8eol0cpCZmXrus4t7by8PN7FrLuV7mDneOHCBUQiESxatIiHATvrjpZMOJHiQpFZWVlpkbw7YBLSNE1av349hUIh2\\/g2isuC6Q5+v59nyYTDYTIMg0zTpIULF1IkErF1183EFQwGCQDl5eWRpmlUWVlJPp+Pd7xIFYZh8O+6vb2dYnmoA07KAcGBAwcwcuRIboxIksSlopjDl4yUzMnJQU5ODg4dOpQREjARsFBiMBhEY2Mjbr\\/9dng8nl4ZNZ0tMcdy0qRJaGpqGlBCDoiEBIC1a9fSyZMn2e8d+oQnAlVVuRvEsixqbW2l0tJSGjlyJO9S0d0aaAnY06KYFjBNk7xeLw0bNozmzZtHkUjE1j6wt9A0jbvIFEWhvXv3UnV19aCZLJswQqEQJk2a1MFtI3aPTfQJZ59hkZmnn356oIWaY2DSUUwKOXz4MO9PlKqEFHsmse+xvLwcGEC1nfrsiyQBAFu2bKF9+\\/aRJEk2a5f1tUlmfySWeubn59PUqVOJYnvKniz1dHf\\/sGYGolN89OjRNGbMGKqtrU35\\/MVxIkzi7t69m7777jsCAGkAvqB+J2Q4HKY333yTtzcRjRc2nzrZHokUU9+5ubnU0NBAjY2NpOs6NTQ0dPvZdCckc2MpikIej4d0XaczZ87QZZddRocOHUrZFwmAdF3nAkBRFGpvb6fXX3+dlixZ4tBVpDnOnj2LwsJCm1ruTG0n4\\/aJP0ZeXl6vIhfpuJjRwQw9VVV73WO9s8WOK6btjRgxYmg0zDdNEytWrLDtXVL9Qt2V2hJzUMXE6E2bNg3IXrJfrexIJELr1q3LiCjJUACrSiQhQ0rTNAJAy5cv51WKgxKRSAR79+5FYWFhl+pyoKXFUFvxyRokWN6FhYXYsGFDv0vJfpOQmqbxscIUy8VzMbBgkRoSYuMsueX8+fO0cuVKR\\/ydaYnGxkaMGzeOx2KdijS4K7XF9pAsNk6xvaTH40FJSQmOHDky+CQkAHz44Yd06NAh3qBTnM3nYuAgZkrpus59w5FIhOrr62n79u2DL74NANOnT+dPZW8HH7nL2RU\\/LJ65fsTXpk+fjgsXLgwuQhqGgaKiIhvpnEifcpczhPR6vZyIrI8mCSHFkydP9ptx0+cqGwD++c9\\/UlNTE5GQpcyiEPHJBC76D0xdh0IhPgUMAG9QRTFV\\/vzzzw\\/wmTqIUCiE2267zZZSlmwUxl39s+I1FnMLjRo1CseOHYNlWZktNcLhMDZv3szVsaiaXRWdfqsz3zATHk888US\\/qO0+Vdkej4feeecdLv69Xi\\/P8B7S9RsZAmZxZ2dn0\\/Lly\\/ulp2SfErKxsZE+\\/vhjnkbFeiES9e\\/UVRe9g8fj4U0Vvv32W9q4cWPmJu+apomXXnqJO17FVPlk+xu6a+BVtq7rmD59+oAm76aEUCiEyZMnc9dCZ5ME3JVeqzM3HOu2xtxB58+fzzxCBgIBtLW1cUnIGiWpqmrr5jrQN8BdPROSBGGiaRqWL1+eEUM8bQCAJ554whHHt9jpiwSXEatUHOpOdVaTTrHEZIqpV9YBTuwKx76\\/RL8v8b2MlNddd12fzt7ukxKGhoYGWrVqVcrHkSSJd\\/pi81xaW1tp5MiR5Pf7ea1JV0iHWTR9CV3XKRQKkSRJFI1GSdd1OnLkCLW2tpLP5+OZOuK2z7IsWzeP7sAqM0mYlVNfX0\\/V1dV9VnPjOCEBYPXq1XTw4MGUa1bY0B\\/2xYdCIZo8eTI999xzNGHCBB79GapgjRFycnL46OXNmzfTH\\/7wB9qzZ4+tdUy8dyMRUrJpDx6PhyKRCE9Le+utt6iysrIfrtABtLa2YvHixY6ml0mxAUCapuGdd97JvD1MPyISieCZZ54BxfbsmqbxuYm92Q6I2yNmExQWFuLzzz\\/PjMgN60jB9h+p1g2LnyspKXHJmAC2b9\\/OH2RZljv0Xe\\/tXlX8\\/fHHH09\\/F1A0GsXzzz\\/Pn06nJCSz0isrK92pAQmgvb0dU6dO7ZFUiRo21InvuKysLC2aU3WLYDCIiRMncksvVUKKFXE+nw9r165N\\/6cyDWBZFl588UX4\\/X4bCVlVISUxKzF+HLSiKNx9V1VVlb73wzRNlu7O3Q9O1Q17PB6MHTsWZ86cSc+LT0M0NjaipKTE1ixfluVeScnO7qUsy3j00UcdT951zC8iyzI988wzRP+VlL06hiRJtkWxeGokEqGpU6faOsi66B6FhYX0q1\\/9itrb2ykvL4+XuUqSxBNcOvu+u0K8IARAa9asoaNHjzpa4uAYIevq6mj79u2k6zqfwuoE2trayOv1Unl5OZ\\/V4iIxTJgwgbKzs6mtra1PklnOnDlDq1evdqRXpaMAgDVr1oCEmcw+ny9pld1VrfbEiRPR0tLiqusk0djYiGnTptn29JRCTVNn77\\/66qtx\\/Pjx9JKQlmVRdXU1UaxhlCRJjtbzzp0711XXvUBhYSHdd999RLG6eBa5Ys5uJ3D48GFau3Zt+lQmAsCmTZtQWlraob9jqk+gLMsoLi7GsWPH0uNiMxAnT56Ez+fr4LbRNM0RCUlEGDt2bPpY2wDwyCOP2C7UKUJKkoTbb789fS42AwEAU6ZM4d+xmAboBCFZnuvXX3\\/tyIi6lFX22bNnadOmTdxKY8aME0aNrus0a9aslI8z1LF48WLKz8\\/nvzuVdCImtyxdunTgx\\/UBwM6dO221vE5KyBEjRuDAgQOudEwRpmnixz\\/+MVfTiqJ0OpO8tyrb5\\/OhpKTEkShayo\\/KP\\/7xD\\/J6vRQKhUjTNFtL5kTqrtlTxgZvyrLM3zt37ly69NJLUz3FIQ9ZlmnWrFl8IJVY25QMOrufsixTMBik+vp6Wrt27cDW3Bw+fBilpaW2qEpnP3e3REOIJQEwF8X69evd\\/aMDAICamhpbKLE3EjJ+sWMxyVtRUTFwnXcBYOnSpVyUx2+YE6mbkSTJltEjqvqLL764TzOThxouXLjAfZJdGZDJElJsv8IE0Lp16wZGiDQ1NeH+++8HCdk4JAxTT+YpY+8Xnbe\\/+c1vXOnoIEzTRFVVlU17OZFrwD7HEmF+8pOf9P99A4D169cjLy+vgyTsTTKoSEi2nHIjuPgfgsEgioqKHFPZ8eT2+\\/2QJCklv3GvjJpwOEyffPIJNTc380HiiqKQLMt8glYikYD4gH44HKZwOExXXnklXX\\/99cTwcW4AAAdySURBVKTrenrP7cgweL1eqqioIIpz2aQC1u8TAI\\/SrVmzhvo1m\\/zUqVN8oDjb0MZXtyWitjub3CXLMv74xz9mRnp8hsGyLGzYsIG75pxKoBa1pN\\/vx\\/jx41FfX98\\/9y8QCGDHjh0gwUsv7iFZ+WWi+0e2OWaj4YqLi7F7926XkH0EACgrK3NkDykKoKysLJtRu2vXrv65h9FoFFOnToWu67Z9SFcb3u6WeGFsmuutt94K0zRdMvYR2tvb8ec\\/\\/5m71yguM19seZPM\\/p+EGvrc3FwsXLiwf7wkBw4cQEFBQYeNcW8IKXWSTv\\/ss8+61nUfAgC++OILWzKMSMJkR0OLUlH87FVXXYV9+\\/b1rWEajUbx8ssv26SaExKSrYKCgn7v+j8UAQAPPfQQFyoiqTrrM96ThGQ8YPYEO85jjz3Wt1WiDQ0NqKio4HsGJ1W2oihYuHAhIpGIS8g+hmEY2Lp1a6d7+Xg1nOhi99Tj8XCC5+bmoq2trW\\/uJwB88MEHNjKlSkjR009E+Oijj9z9Yz8BAC655BLb\\/Up28KkoWeOrG9nP69evT0rIJOWH3LBhAwFwbAoXS1diXVpvvvlmUhTF9T32E6ZNm9ZpcVeisyjFWhpVVW1tW1RVJa\\/XS88++6xj9VU2nDx5Etdffz1UVYXf73fcyq6srIRhGK507Ce0tbVhy5YtKCoq6qCperOYT5rVbYth4L179yZ8XxOiLgCsWLGCamtriWJPhhNJnqqqkmVZVFRURHPnznX7jvcjsrOzJQAoKCig5uZmMk2TLMuylcv25OyQJKlDyiH7HEtxy87Opk2bNpFhGFBV1Rnt19bWhmnTpnGzniVEpJrgKcsyfD4fbrzxxr7b\\/LroEgDw7LPP2gwR0XXjRAJvVlYWysrKcOrUKWfubygUwr59+\\/gJZ2dnw+\\/3O3LCzJp75plnXN\\/jAGHfvn0oKyuz5Uo6lfHPtmM+nw\\/PPfecM\\/c4EongL3\\/5i22f4NQJM1\\/mwYMHXTIOEABg8eLFNquZdUxz4v6y\\/en48eMRjUZTv891dXW4\\/vrroeu6jYhOqGxN0zBlypTBN9wxgwAA27Zt4\\/eHkdLr9TqiAZkryePxYPv27alJyXA4jLffftsmFVnjUKdE+nvvvYf29naXkAOIUCiE6667jhORHKzbFi33n\\/\\/856klXLCxwqIHn+0fnapacyMzA49IJIJ\\/\\/OMffM\\/npMBhryuKguHDh+Orr77q3f02TROHDh2yJVKwbA7qZApCb0540qRJrjGTJqirq+MFe04ZrUyQMd8kEeFvf\\/tbt\\/e8W2fiihUrKBwOE8UyjNlEhOzsbEd698yZMyflY7hwBiUlJVRWVkbkoJ9ZhGEYpCgKbd26tdcHwIgRI5CTk9NlnDKRxfxa7F\\/21Fx22WVue+Y0AgC8+uqrPNnaiZobceAS401paSk2bdqUXFQOAI4fPw6\\/329LTxddNYmelBioZypf13U89NBDrjGTZjh27BhuueWWDmHh3hKSeVLYsZjaXrBgQXJbNdM08ac\\/\\/anDH2AtgZOVkqIrgZ1odXW1u39MMwDAkiVLejRSkllMoGmaxnmQn5+Purq6xO4969czcuTIDieW7Mkw6ej3+\\/nT4fP5MHLkSDQ0NLhkTDO0tLRgz549IIemaIiCi5HR4\\/FA13X83\\/\\/9X2KOctM0sWTJEt4BV\\/Tad\\/XHeno6RFJnZWXhqaeecqVjmsIwDEyePNkRQnaW6Mv4dO211+L777\\/vmQORSAS33norT00XR0mIki\\/REcNisJ6ROKETcTEgiEajeO211xxT2aLgEt2Gqqpi5cqV3QsmANi9e3eHIq74P8BYnighRVKWlJS40jHNcfr0aVx++eWOEJIRm4TqRmYcz58\\/H2fPnrVxweZsikajtHbtWmpqaiJFUTpkE7NcN8uyEmpO6ff7eTcK9vvDDz\\/s0Nfmoq9QWlpKt912W8rHYVMzWH\\/zYDBIuq5TdnY2maZJ27dvp\\/Pnz1OXLiAAGDZsGN94Otmyzev1orS0FAcPHnR79qQ5GhsbUV1dbTNGdF23qdzOsoGSXdTdzETWQ1B0hItunt4Qk1nX7Hg\\/+9nP3BZ7GYJvv\\/2W9yaPN2C7Sj9Mdqmqiptuuqnzwr5AIMBrdeM3oKkutnf44IMP3P1jhgAAnn76aVCsXp51NhPj0k6tDRs22HkBAPv27cPo0aNtT0GqG1pWu02xkNH+\\/ftdMmYQamtrkZ+fb5OK8VuxVBbTvpWVlXbNCQCPPvooKDaJS1VVeL1em8ruSnV3t0RL\\/Be\\/+IWrrjMMADBv3jwbgdiktvgtXW+WyI9PP\\/0UxKoOo9EonTp1inw+H8myTIZhkGEYttmCnQ1f7AmWZVFxcTEpikKzZ8\\/mvSRdZA7uv\\/9+2r9\\/P50+fZouXLhAACgnJ4dkWebek1Rgmibl5ubSnj17iIhIotiT0NTURD6fj6LRKAGgrKysTl07yWwBg8EgZWVlUUNDA1188cUk9TRy1EXaAQBaWlooNzeXQqEQybJMpmmSYRgpCxg2FULXdTIMgzRNc\\/nhIr3w\\/60gSz7ZfBAJAAAAAElFTkSuQmCC\"},{\"id\":\"76e3c868-88b1-4780-a398-96422510f0d1\",\"height\":31.83,\"width\":27.18,\"perimeter\":159.61,\"area\":261.84,\"image\":\"data:image\\/png;base64,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E3wIpEIXXrppeTxeNK+poO2Qdd1mjJlCm3atIkikQgpikJ9+vShYDBIhYWFNHbsWLr44oupsLCQVFWlgoIC8ng8aZGgUcIREf3rX\\/8iqjup2K6dN9luk5Ik0YwZM+od6+2g4xCPx2nGjBlUXl5O4XCYhg4dSsOGDaOzzjqLMjMzye12k6IoHbP75d69exv1TtJVqZIkYejQoTh06JCjTjsZbB+WUCjUISdKyw29GQ6HsXXrVtYh8vl8ae0pK8LlchEAGjlyJPXt29eWazpoOyRJknRdl3w+n+R2uztnL9\\/KykrMmjXLdBCHNTTSUknWkESUJAnr1693SpB6IBq04Y4fP05bt26lRCLBt5W3A4qikCRJ1Lt3b+rTpw+5XK7utTu2g7RRT6WmUin873\\/\\/oz179hDVqUC7nAZZlkmWZRo1ahQVFRWlfT0H3Q\\/1CGcYBq1bt44SiQRJksS9SJfLZcsPxuNxmjJlim3Xc9DNAQAXXnghrwwRUx7p2nDsWmnVSjno1qgn4ZLJJJWVlfETSmRZJpfLZUu8LJVKUW5uLg0aNCjtaznonqhHuB07dlBtbS0lEgmSZZmfWWVX4HfEiBFOdqEHw0S4WCyGTZs2UXV1NREReb1eSiQSFI1GbSPcWWed5WQXejBMhJMkiVatWkVut5vo+7UMpKoqaZrGT9xr6mAxFvbgF5dlUlWVFEUhWZbJ7\\/fT9OnTKZFItPd9OeiiMMXhUqkUlZaWUiQSIaojIDudry0AQIZhcJIWFxfTwIEDyev1OvG3HgqThIvH43TgwAEe6NU0jf9NUZRmL8YkIAnnjooSr7CwkPLz8+3rvYNuB5OEq66uppMnT\\/LXsvwDH1tiw4mqVjyTk53zWVBQQF6v177eO+h2MBGutLSUUqkUP+iWGfeyLLdatVptPUmSqLi42K5+O+imMBFu3759pj8y476lHqr4OatjAYD69etn+5HWDroXuM4EgEOHDnFHoS28aMx7lWWZNE2jgoKC9HrroNvD5DRUVVWRqn4v9Ky5TvZ+c7CqUU3TyOPxkM\\/ncwjn4AfClZaW0q5du7iHGovFiOrq3g3DaFGJEiMlS4mx74ZCIZo0aZLjoTr4gXDhcJiOHz\\/OHQWmUluTFRBJyVRzKpUiWZYpLy+PB5Qd9FxwwlVWVtLBgweJ6iQVi7sxErXEpmN1cyzjwMiqqir169fPIZyDHwhXXl5OJ06c+P5NWa7nALS06pctAySLPVdYWNhxK4AcdFlwwlVUVFA8HicSUlIkBHBbs4iGkZMFjg3DoNzcXLv77qAbghOupqaGAJCiKLZUc4jrTw3DoLy8vLSv6aD7gxMuGo1y71KUUCz53lKItp6ohh3COSAx08BSV9Y4WmvBviOmtmRZpuzsbDv666CbQ6a6LAOrDBFzpq1VrWI5k1gtommabQWcDro3uEotKyvr3J446BGQqS5Jf+TIkc7ui4MeAKZSqaqqqrP74qAHQKa6al5nYYuDjgAnXEurQRw4SAcNbtflwEF7QSzA7NyeOOgR4HqUpaKaQnOkbCxo7JDZAQOXcHbtAefAQVOQqY5szvZZDjoCMtXlOnv16tXZfXHQA8BVqrPAxUFHgBPOkXAOOgIy1W2d7thwDjoCjpfqoEPBCef3+3mJuVgezgopW7J7EtXF39jeJOz\\/kiTRgQMH2vM+HHQT8MBvIBAw7ZZkRUuS+4yg4gIcdjCcU43igEQJFwgEyO12m0rNxQxBS7IFTAqKn2U7ZzoFng5IJJzP5zOtOxAJ19ZKEnFzwoqKivR766Dbw2TDDRgw4Ps3Laq1pesRrARlr10uF504cYJafQa6g9MOJpV69tlnmzaBbkhFNgXm6VodDEmSqKSkhKLRqL29d9DtwAmXmZnJNgxs9VpUK0SJKEkSJRIJ2rVrF9+s2kHPBSecqqqS3+\\/nOx6JhGvtwSDW7xqGQYcOHeJbSThwQEREGzZsMJ2tRUT1zkxt7cnPYvv6668dG66Hw+Qd+P3+eh9gdpkdRZTHjh1L+xoOujdMhMvJyTGdzUA2E2737t0Ep\\/y3R8NEuIyMDAoGg0QCwQDUI2FbYd0l3UHPg4lwuq7TOeecQ2RJ5jeV8moNnGyDAxOTFEWh8ePH14uj2aUFT548SadOnbLlWg66J+oR7pJLLiFd1xvd5y0dHDx4kPbv32\\/LtRx0T5iSpJIkSUePHoXL5aJYLEYAePLdDhw6dIgdHgdZlp39u3og6hlnBQUFVFRUxInG0lxkObCtodYcYrEYffjhh2kdiemge6NeGYhhGFRYWEjbtm3jm9xYD95NBzt37rTN63VgHwDg8OHDtHr1aiIiGjNmDA0cOJDcbjdpmtZ+2igWi+E3v\\/kNiAgej4dnHaxZg4Zac5kGIkIwGEQymXRicV0MAHD11VfzzNKgQYMwa9YsPP300\\/j0009x7Ngx1NTUIJFIwNZYaiKRwMqVK6HrOnRdBxHB5XI1SKDWEk5VVRAR9uzZ4xCuiyEajSIrKwu6riM7O5sTT1EUuFwuuFwujBkzBr\\/+9a\\/x6aefora2FgCQTCbTJ+Du3btRXFzMieN2u20l3IsvvmjvU+IgbWzevJnPT0PzmJmZyQno8\\/lQUFCAkSNH4s4778TSpUuxdetWGIbRNu0VDodx00038aQ9Y3u6hGOfmTlzJk6dOuUQrosglUrhj3\\/8I\\/x+PyeVpmnweDxcyzU0t5qmITMzEwUFBejfvz9mzJiBxYsXY8eOHSgvL0c8Hm+ZYAGAZ599Fqqq8qoRWZZtI1xhYSG2bNniEK6LIBaLYcKECXyeRZKJ1UKKopg4ITZN0+D1ern5FQgEMGvWLDzzzDPYtGlT88Rbv349vF4vF7MulyttwrHOExFWr16NeDzukK4LoKamxkQWRiiRWF6v1zS3sizD5XJB0zQ+9yIPVFXlxJ05cyYqKiqanutTp06hf\\/\\/+\\/AKyLJukXGtr41hjnu\\/999\\/veKtdAIZh4Msvv2w0qtDaxgQUk4i6ruPcc8\\/lEq7RrLyiKDRhwoR6xyGlA0mSeJn5unXr+OmFDjoPiUSC3n\\/\\/fduuJ0kSud1uXjWeSCTooosuap4\\/8Xgcq1at4gak1Y5rC\\/tFb1eWZbz66qtIpVKOlOtEHDhwAEOHDrVNwhERMjIyuBlGRHj11Vdbps1OnTqFIUOGcH2eLuFYmTr7d\\/LkyU54pBMRj8exbNkyPh\\/pEo4RjKlVj8cDj8eDnTt3tmyOAeDWW281ESZd9ls7d+TIEYdwnQQAPPxlB+HEOJ6iKFAUBRMmTEAkEuFz3Gxl5aRJk2w7OlwsAmCC7eOPP3bKzjsJpaWltH79eqI0dlcQkUwmTYcyG4ZBM2bMaB1\\/du\\/ejdGjR3O7Kx0Jx6QaE+GapuGyyy7DyZMnHcJ1MADgySefbDLs1VaziV0zKyur5eqUIZVKYd68efB6vbaqVJGAGzZscGJyHYyKigqMGTPGZHelSzjrEtPi4uLWO4XxeJwl26GqKmew2CEWo2tpp1iHdF2Hy+XC1KlTHeehAwEAL7\\/8sokcDRGuLYF9pgmJCH\\/605\\/qzWuzNpzL5ZKysrLo4osvpmQySbqu880GWZ1ca6qCxQNIAFA8Hqf9+\\/fTe++9R6FQyCFdB6Cqqoreffddoro5ELdpSwfMhlMUhQoLC2nKlCkktaWQMplM4tlnnwUR8QQvYzWrlWuNyGVxPfHf6667zlGrHQAA+Pvf\\/w63283ng6Wg0pVwosScNWtWelpr37598Pv9kCSJB3CttlhzjXXK5XLVSwTn5ORgy5YtqKmpcUjXjgCAsWPHgoQ0I3vo7SAcqy567bXX0iNcMpnE9ddfX6+jYmdbalwyW1CSJOi6zr87e\\/ZsVFVVOYRrJwDAypUrTbY0ExZ2FmeMHz8eR48eTW8eAeCtt97iKlWWZRPxWrPZDSMbIx\\/rqMvlwptvvuk4EO2EaDSKiy66CCSkGTMzM+tVe6Qj4YgIf\\/nLX+yZw4qKCsyaNYvr6saK81pjz4m2HBFh0qRJ2LdvH8LhsEM6GxEKhfDiiy\\/y8WamjNvt5nEzOwjXv39\\/7Nq1y565A4ClS5eabDZJklpsw1nVKrtRlqdlf7v33nsdKWcjotEoKisrcd5555nST2KNmx0qVZIkTJ06FYZh2Dd38XgcI0eONDkOTLU2Fxhu7obYYAQCAaxdu9bxWm0CACxYsMBUgNEWrSR6s+JrEvKon3zyib3CAgBWrFjBCaZpGidfuoQTVe2FF16IUCjkSLo0UVNTg7ffftukSdLNFImOniglL7\\/8cuzevdv++Uomk7wGXiSbHYQTn6DZs2cDgLPgpo0AgCNHjiA3N5fHTNMlHAtpiZqNZSmWLFmCaDRq\\/1wxj1W0w+winOixKoqC+++\\/H4lEwiFcKxGNRhEKhTBjxgwQEXr16pU24ayOotvt5uSbNm0ajh8\\/3n7zFAqFcMUVV4CI4PP5bFGp1tAKe4KWLFniqNZWAgAWLlxoeojTJZw4P4x4eXl5cLlc9ttuVqRSKfz73\\/82GY3pEk5c4c8kJ1t0+9e\\/\\/tUpR28hAOCll17ii5ZJCIWkq1KZEBDn6NZbb0WHHPpiGAZuuOEGrgLtUKni0jN2PbZW8p\\/\\/\\/KdjzzWD6upqrF69GsFgkD\\/Adkk4UZtRXToyMzMTmzdvbh\\/bzYp4PI5vvvnGtrCI9SlSFIVnNnw+H3Rdx7Jlyxz12ggAYPny5dxz1DTNtJo+XcKJ61YZiR999NGOtbFra2tx1113ccL5fD6u65m0YjffFkIyZ4RdMzs7G88995xDOgsA4IUXXsCgQYPqGfSMbM0RyhopaOh7olM3ZsyY9gmDNHejZWVlmD59Ou9cfn6+qXNsI5R0CcfI7PF48MwzzyAcDvf44DDqsGLFCuTl5dXTEmRJHTbVrE4bS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\"},{\"id\":\"46c869c7-f277-4c98-ad26-42a4c7510d0a\",\"height\":31.83,\"width\":27,\"perimeter\":158.9,\"area\":262,\"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":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"203.67","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"203.67","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":133.57,"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":17,"perimeter_of_sign":205.4,"nested_area":91.21,"occupied_area":39.19,"avg_char_height":"Greater than 24 inches","width_of_sign":"203.67","width_of_smaller_line":20,"other_dimension_of_sign":133.57,"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":1377}},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"24.65051"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"403.0132092"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"6.4701"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"45.555666"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":34.29125},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":354.94189079999995},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"7.2968"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"348.51341"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:56] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:56"} 
[2026-04-03 06:06:57] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"2.295"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"11.8405"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0186583491424},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":18.6583491424},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.001481907006666667},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":1.4819070066666669},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.014135112986666669},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":14.135112986666668},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.029051086826667"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"29.051086826667"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.01409941456"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"14.09941456"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0188784992"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"18.8784992"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.0015063159466667"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"1.5063159466667"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":19.56213713381341},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":68.4075},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"69.3196"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"9.5503926620846"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] 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":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] 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":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] 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":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] 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":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1401.2849988028806,"totalDenseWeight_before_formula":155.44946334775364},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1541.4134986831689},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":17,"totalDenseWeight":170.994409682529},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":17,"sign_depth":"1"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":24.32,"height":30.76,"depth":"1"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":28.61,"height":30.76,"depth":"1"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":24.32,"height":30.76,"depth":"1"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":19.13,"height":30.76,"depth":"1"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":24.14,"height":31.29,"depth":"1"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":29.33,"height":30.76,"depth":"1"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":22.89,"height":30.76,"depth":"1"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":25.39,"height":30.76,"depth":"1"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":28.61,"height":30.76,"depth":"1"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":28.61,"height":30.76,"depth":"1"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":27.18,"height":31.83,"depth":"1"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":24.5,"height":31.83,"depth":"1"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":27,"height":31.83,"depth":"1"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":22.89,"height":30.76,"depth":"1"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-15","width":24.14,"height":31.29,"depth":"1"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-16","width":19.13,"height":30.76,"depth":"1"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-17","width":23.25,"height":30.76,"depth":"1"},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:57] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775196417_c6d257a9f29df5c8cb59ccc12c6331f6","bins_packed":[{"bin_data":{"w":22.1,"h":32.13,"d":29.63,"id":"unique","used_space":82.9297,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":32.13,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/6164e1e8391a85d394a8d9d0a702a266/1775196417-7064-2836625.svg","items":[{"id":"item-6","w":29.63,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/6164e1e8391a85d394a8d9d0a702a266/1775196417-705-6788797.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":28.91,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/6164e1e8391a85d394a8d9d0a702a266/1775196417-7051-1710767.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-9","w":28.91,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/6164e1e8391a85d394a8d9d0a702a266/1775196417-7053-9546384.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-10","w":28.91,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/6164e1e8391a85d394a8d9d0a702a266/1775196417-7054-6326715.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-11","w":27.48,"h":32.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/6164e1e8391a85d394a8d9d0a702a266/1775196417-7055-3044926.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels 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[2026-04-03 06:06:57] local.INFO: Box added from packed bin {"data":{"length":29.63,"width":22.1,"height":32.13,"denseWeight":170.994409682529},"timestamp":"2026-04-03 06:06:57"} 
[2026-04-03 06:06:58] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":31.63,"width":24.1,"height":34.38},"quantity":1,"denseWeight":170.994409682529}],"cheapestShippingCost":1723.3474510157728,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":31.63,"width":24.1,"height":34.38},"denseWeight":170.994409682529,"volumetricWeight":86,"higherWeight":170.994409682529,"quantity":1}],"totalHigherWeight":170.994409682529,"DS":0,"rate":2241.6562637125576,"tariffAndDS":2241.6562637125576,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3799.872559610128,"totalShipmentCostFormula":"((tariffAndDS (2241.6562637126) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 3799.87","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":31.63,"width":24.1,"height":34.38},"denseWeight":170.994409682529,"volumetricWeight":86,"higherWeight":170.994409682529,"quantity":1}],"totalHigherWeight":170.994409682529,"DS":0,"rate":1251.7890788761124,"tariffAndDS":1251.7890788761124,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2203.8107107798437,"totalShipmentCostFormula":"((tariffAndDS (1251.7890788761) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2203.81","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":31.63,"width":24.1,"height":34.38},"denseWeight":170.994409682529,"volumetricWeight":86,"higherWeight":170.994409682529,"quantity":1}],"totalHigherWeight":170.994409682529,"DS":0,"rate":1608.3474510157728,"tariffAndDS":1608.3474510157728,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1723.3474510157728,"totalShipmentCostFormula":"(((tariffAndDS (1608.3474510158) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1723.3474510158","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":31.63,"width":24.1,"height":34.38},"denseWeight":170.994409682529,"volumetricWeight":86,"higherWeight":170.994409682529,"quantity":1}],"totalHigherWeight":170.994409682529,"DS":0,"rate":1111.5,"tariffAndDS":1111.5,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1977.6086000000003,"totalShipmentCostFormula":"((tariffAndDS (1111.5) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1977.61","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":31.63,"width":24.1,"height":34.38},"denseWeight":170.994409682529,"volumetricWeight":86,"higherWeight":170.994409682529,"quantity":1}],"totalHigherWeight":170.994409682529,"DS":0,"rate":1740.7230905681454,"tariffAndDS":1740.7230905681454,"fuelSurcharge":"0.475","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2978.3772079620967,"totalShipmentCostFormula":"(( tariffAndDS (1740.7230905681) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.475)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 2978.3772079621","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":31.63,"width":24.1,"height":34.38},"denseWeight":170.994409682529,"volumetricWeight":86,"higherWeight":170.994409682529,"quantity":1}],"totalHigherWeight":170.994409682529,"DS":0,"rate":1903.4524823014965,"tariffAndDS":1903.4524823014965,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1903.4524823014965,"totalShipmentCostFormula":"((tariffAndDS (1903.4524823015) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1903.4524823015","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":"2026-04-03 06:06:58"} 
[2026-04-03 06:06:58] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-03 06:06:58"} 
[2026-04-03 06:06:58] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-03 06:06:58"} 
[2026-04-03 06:06:58] local.INFO: Final API Response {"data":{"sign_width":"203.67","sign_height":133.57,"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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[2026-04-03 06:06:58] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 06:06:58"} 
[2026-04-03 06:06:59] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":133.57,"sign_width":"203.67","dimensions":[{"id":"9b513120-5224-4b3a-9923-6e61110d215b","height":30.76,"width":24.32},{"id":"c0dd6ad1-6e3b-4491-87ab-ea363d1b19e9","height":30.76,"width":28.61},{"id":"8c94c5a0-32a7-4071-b734-6b609083233b","height":30.76,"width":24.32},{"id":"622e7609-067a-4a03-9e72-24ecd3e71052","height":30.76,"width":19.13},{"id":"c6b3fffa-95a0-4672-b334-b603d3302482","height":31.29,"width":24.14},{"id":"7565b38c-c3ac-46c9-abfd-a199eef41cc1","height":30.76,"width":29.33},{"id":"d31ad557-01c2-4192-a27b-3759e868ef08","height":30.76,"width":22.89},{"id":"b597b1c6-e50f-4346-bf94-995a460e66cf","height":30.76,"width":25.39},{"id":"2236e819-475b-4c0e-b1e4-16c9d3979f3b","height":30.76,"width":28.61},{"id":"48936c10-40c4-4a70-ae92-a93a71cc49ab","height":30.76,"width":28.61},{"id":"76e3c868-88b1-4780-a398-96422510f0d1","height":31.83,"width":27.18},{"id":"1bdc4ca5-a5a8-4afb-853f-267f5489e108","height":31.83,"width":24.5},{"id":"46c869c7-f277-4c98-ad26-42a4c7510d0a","height":31.83,"width":27},{"id":"3d3e6077-3840-41e1-a7c8-3d97ea3e56b7","height":30.76,"width":22.89},{"id":"c3f512c4-0bab-44be-8a1f-7802525dd996","height":31.29,"width":24.14},{"id":"2aaeb363-fe5c-4d71-a4e4-99865ad5888e","height":30.76,"width":19.13},{"id":"f7b835e7-f69e-4ce6-9f5f-6631cedfd60e","height":30.76,"width":23.25}]},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":133.57,"sign_width":"203.67","dimensions":[{"id":"9b513120-5224-4b3a-9923-6e61110d215b","height":30.76,"width":24.32},{"id":"c0dd6ad1-6e3b-4491-87ab-ea363d1b19e9","height":30.76,"width":28.61},{"id":"8c94c5a0-32a7-4071-b734-6b609083233b","height":30.76,"width":24.32},{"id":"622e7609-067a-4a03-9e72-24ecd3e71052","height":30.76,"width":19.13},{"id":"c6b3fffa-95a0-4672-b334-b603d3302482","height":31.29,"width":24.14},{"id":"7565b38c-c3ac-46c9-abfd-a199eef41cc1","height":30.76,"width":29.33},{"id":"d31ad557-01c2-4192-a27b-3759e868ef08","height":30.76,"width":22.89},{"id":"b597b1c6-e50f-4346-bf94-995a460e66cf","height":30.76,"width":25.39},{"id":"2236e819-475b-4c0e-b1e4-16c9d3979f3b","height":30.76,"width":28.61},{"id":"48936c10-40c4-4a70-ae92-a93a71cc49ab","height":30.76,"width":28.61},{"id":"76e3c868-88b1-4780-a398-96422510f0d1","height":31.83,"width":27.18},{"id":"1bdc4ca5-a5a8-4afb-853f-267f5489e108","height":31.83,"width":24.5},{"id":"46c869c7-f277-4c98-ad26-42a4c7510d0a","height":31.83,"width":27},{"id":"3d3e6077-3840-41e1-a7c8-3d97ea3e56b7","height":30.76,"width":22.89},{"id":"c3f512c4-0bab-44be-8a1f-7802525dd996","height":31.29,"width":24.14},{"id":"2aaeb363-fe5c-4d71-a4e4-99865ad5888e","height":30.76,"width":19.13},{"id":"f7b835e7-f69e-4ce6-9f5f-6631cedfd60e","height":30.76,"width":23.25}]}},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"9b513120-5224-4b3a-9923-6e61110d215b","height":30.76,"width":24.32},{"id":"c0dd6ad1-6e3b-4491-87ab-ea363d1b19e9","height":30.76,"width":28.61},{"id":"8c94c5a0-32a7-4071-b734-6b609083233b","height":30.76,"width":24.32},{"id":"622e7609-067a-4a03-9e72-24ecd3e71052","height":30.76,"width":19.13},{"id":"c6b3fffa-95a0-4672-b334-b603d3302482","height":31.29,"width":24.14},{"id":"7565b38c-c3ac-46c9-abfd-a199eef41cc1","height":30.76,"width":29.33},{"id":"d31ad557-01c2-4192-a27b-3759e868ef08","height":30.76,"width":22.89},{"id":"b597b1c6-e50f-4346-bf94-995a460e66cf","height":30.76,"width":25.39},{"id":"2236e819-475b-4c0e-b1e4-16c9d3979f3b","height":30.76,"width":28.61},{"id":"48936c10-40c4-4a70-ae92-a93a71cc49ab","height":30.76,"width":28.61},{"id":"76e3c868-88b1-4780-a398-96422510f0d1","height":31.83,"width":27.18},{"id":"1bdc4ca5-a5a8-4afb-853f-267f5489e108","height":31.83,"width":24.5},{"id":"46c869c7-f277-4c98-ad26-42a4c7510d0a","height":31.83,"width":27},{"id":"3d3e6077-3840-41e1-a7c8-3d97ea3e56b7","height":30.76,"width":22.89},{"id":"c3f512c4-0bab-44be-8a1f-7802525dd996","height":31.29,"width":24.14},{"id":"2aaeb363-fe5c-4d71-a4e4-99865ad5888e","height":30.76,"width":19.13},{"id":"f7b835e7-f69e-4ce6-9f5f-6631cedfd60e","height":30.76,"width":23.25}],"sign_height_raw":133.57,"sign_width_raw":"203.67"},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":134.0,"sign_width":204.0,"tax_factor":0.0887},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"9b513120-5224-4b3a-9923-6e61110d215b","height":30.76,"width":24.32,"ceilHeight":31.0,"ceilWidth":25.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"c0dd6ad1-6e3b-4491-87ab-ea363d1b19e9","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"8c94c5a0-32a7-4071-b734-6b609083233b","height":30.76,"width":24.32,"ceilHeight":31.0,"ceilWidth":25.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"622e7609-067a-4a03-9e72-24ecd3e71052","height":30.76,"width":19.13,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"c6b3fffa-95a0-4672-b334-b603d3302482","height":31.29,"width":24.14,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"7565b38c-c3ac-46c9-abfd-a199eef41cc1","height":30.76,"width":29.33,"ceilHeight":31.0,"ceilWidth":30.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"d31ad557-01c2-4192-a27b-3759e868ef08","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"b597b1c6-e50f-4346-bf94-995a460e66cf","height":30.76,"width":25.39,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"2236e819-475b-4c0e-b1e4-16c9d3979f3b","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"48936c10-40c4-4a70-ae92-a93a71cc49ab","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"76e3c868-88b1-4780-a398-96422510f0d1","height":31.83,"width":27.18,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"1bdc4ca5-a5a8-4afb-853f-267f5489e108","height":31.83,"width":24.5,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"46c869c7-f277-4c98-ad26-42a4c7510d0a","height":31.83,"width":27,"ceilHeight":32.0,"ceilWidth":27.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"3d3e6077-3840-41e1-a7c8-3d97ea3e56b7","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"c3f512c4-0bab-44be-8a1f-7802525dd996","height":31.29,"width":24.14,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"2aaeb363-fe5c-4d71-a4e4-99865ad5888e","height":30.76,"width":19.13,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"f7b835e7-f69e-4ce6-9f5f-6631cedfd60e","height":30.76,"width":23.25,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":17,"baseProductionCost":6749,"result":[{"id":"9b513120-5224-4b3a-9923-6e61110d215b","height":30.76,"width":24.32,"depth":2,"price":392},{"id":"c0dd6ad1-6e3b-4491-87ab-ea363d1b19e9","height":30.76,"width":28.61,"depth":2,"price":392},{"id":"8c94c5a0-32a7-4071-b734-6b609083233b","height":30.76,"width":24.32,"depth":2,"price":392},{"id":"622e7609-067a-4a03-9e72-24ecd3e71052","height":30.76,"width":19.13,"depth":2,"price":392},{"id":"c6b3fffa-95a0-4672-b334-b603d3302482","height":31.29,"width":24.14,"depth":2,"price":409},{"id":"7565b38c-c3ac-46c9-abfd-a199eef41cc1","height":30.76,"width":29.33,"depth":2,"price":392},{"id":"d31ad557-01c2-4192-a27b-3759e868ef08","height":30.76,"width":22.89,"depth":2,"price":392},{"id":"b597b1c6-e50f-4346-bf94-995a460e66cf","height":30.76,"width":25.39,"depth":2,"price":392},{"id":"2236e819-475b-4c0e-b1e4-16c9d3979f3b","height":30.76,"width":28.61,"depth":2,"price":392},{"id":"48936c10-40c4-4a70-ae92-a93a71cc49ab","height":30.76,"width":28.61,"depth":2,"price":392},{"id":"76e3c868-88b1-4780-a398-96422510f0d1","height":31.83,"width":27.18,"depth":2,"price":409},{"id":"1bdc4ca5-a5a8-4afb-853f-267f5489e108","height":31.83,"width":24.5,"depth":2,"price":409},{"id":"46c869c7-f277-4c98-ad26-42a4c7510d0a","height":31.83,"width":27,"depth":2,"price":409},{"id":"3d3e6077-3840-41e1-a7c8-3d97ea3e56b7","height":30.76,"width":22.89,"depth":2,"price":392},{"id":"c3f512c4-0bab-44be-8a1f-7802525dd996","height":31.29,"width":24.14,"depth":2,"price":409},{"id":"2aaeb363-fe5c-4d71-a4e4-99865ad5888e","height":30.76,"width":19.13,"depth":2,"price":392},{"id":"f7b835e7-f69e-4ce6-9f5f-6631cedfd60e","height":30.76,"width":23.25,"depth":2,"price":392}]},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":134.0},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":4.0,"PSUCost":197.96},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Total Production Cost and Tax {"data":{"productionCost":6946.96,"taxFactor":0.0887,"tax":616.195352},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Box Calculation Details {"data":{"breadth":140.0,"boxDepth":8,"oneBoxCapacity":-137.0,"noOfBoxes":-1.0,"noOfFullBoxes":-2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-137.0,"widthOfHalfBox":-70.0},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":1595.3956834532373,"shippingWeightInKG":723.5354573484069},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":723.5354573484069,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":17,"min":"701","max":"1000","rate":"525","created_at":null,"updated_at":null}}},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":525,"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":6749,"PSUCost":197.96,"tax":616.195352,"shippingRate":525,"miscellaenous":0,"signPrice":8088.155352},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"203.67","sign_height":133.57,"sign_depth":2,"totalCost":8088.155352,"TATDays":7,"baseProductionCost":6749,"productionCost":6946.96,"PSUCost":197.96,"tax":616.195352,"shippingCost":525,"uniqueReturns_count":2,"objects_count":17},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"9b513120-5224-4b3a-9923-6e61110d215b","height":30.76,"width":24.32},{"id":"c0dd6ad1-6e3b-4491-87ab-ea363d1b19e9","height":30.76,"width":28.61},{"id":"8c94c5a0-32a7-4071-b734-6b609083233b","height":30.76,"width":24.32},{"id":"622e7609-067a-4a03-9e72-24ecd3e71052","height":30.76,"width":19.13},{"id":"c6b3fffa-95a0-4672-b334-b603d3302482","height":31.29,"width":24.14},{"id":"7565b38c-c3ac-46c9-abfd-a199eef41cc1","height":30.76,"width":29.33},{"id":"d31ad557-01c2-4192-a27b-3759e868ef08","height":30.76,"width":22.89},{"id":"b597b1c6-e50f-4346-bf94-995a460e66cf","height":30.76,"width":25.39},{"id":"2236e819-475b-4c0e-b1e4-16c9d3979f3b","height":30.76,"width":28.61},{"id":"48936c10-40c4-4a70-ae92-a93a71cc49ab","height":30.76,"width":28.61},{"id":"76e3c868-88b1-4780-a398-96422510f0d1","height":31.83,"width":27.18},{"id":"1bdc4ca5-a5a8-4afb-853f-267f5489e108","height":31.83,"width":24.5},{"id":"46c869c7-f277-4c98-ad26-42a4c7510d0a","height":31.83,"width":27},{"id":"3d3e6077-3840-41e1-a7c8-3d97ea3e56b7","height":30.76,"width":22.89},{"id":"c3f512c4-0bab-44be-8a1f-7802525dd996","height":31.29,"width":24.14},{"id":"2aaeb363-fe5c-4d71-a4e4-99865ad5888e","height":30.76,"width":19.13},{"id":"f7b835e7-f69e-4ce6-9f5f-6631cedfd60e","height":30.76,"width":23.25}],"sign_height_raw":133.57,"sign_width_raw":"203.67"},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":134.0,"sign_width":204.0,"tax_factor":0.0887},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"9b513120-5224-4b3a-9923-6e61110d215b","height":30.76,"width":24.32,"ceilHeight":31.0,"ceilWidth":25.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"c0dd6ad1-6e3b-4491-87ab-ea363d1b19e9","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"8c94c5a0-32a7-4071-b734-6b609083233b","height":30.76,"width":24.32,"ceilHeight":31.0,"ceilWidth":25.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"622e7609-067a-4a03-9e72-24ecd3e71052","height":30.76,"width":19.13,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"c6b3fffa-95a0-4672-b334-b603d3302482","height":31.29,"width":24.14,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"7565b38c-c3ac-46c9-abfd-a199eef41cc1","height":30.76,"width":29.33,"ceilHeight":31.0,"ceilWidth":30.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"d31ad557-01c2-4192-a27b-3759e868ef08","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"b597b1c6-e50f-4346-bf94-995a460e66cf","height":30.76,"width":25.39,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"2236e819-475b-4c0e-b1e4-16c9d3979f3b","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"48936c10-40c4-4a70-ae92-a93a71cc49ab","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"76e3c868-88b1-4780-a398-96422510f0d1","height":31.83,"width":27.18,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"1bdc4ca5-a5a8-4afb-853f-267f5489e108","height":31.83,"width":24.5,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"46c869c7-f277-4c98-ad26-42a4c7510d0a","height":31.83,"width":27,"ceilHeight":32.0,"ceilWidth":27.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"3d3e6077-3840-41e1-a7c8-3d97ea3e56b7","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"c3f512c4-0bab-44be-8a1f-7802525dd996","height":31.29,"width":24.14,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"2aaeb363-fe5c-4d71-a4e4-99865ad5888e","height":30.76,"width":19.13,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Dimension Calculation {"data":{"dim_id":"f7b835e7-f69e-4ce6-9f5f-6631cedfd60e","height":30.76,"width":23.25,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":17,"baseProductionCost":7089,"result":[{"id":"9b513120-5224-4b3a-9923-6e61110d215b","height":30.76,"width":24.32,"depth":3,"price":412},{"id":"c0dd6ad1-6e3b-4491-87ab-ea363d1b19e9","height":30.76,"width":28.61,"depth":3,"price":412},{"id":"8c94c5a0-32a7-4071-b734-6b609083233b","height":30.76,"width":24.32,"depth":3,"price":412},{"id":"622e7609-067a-4a03-9e72-24ecd3e71052","height":30.76,"width":19.13,"depth":3,"price":412},{"id":"c6b3fffa-95a0-4672-b334-b603d3302482","height":31.29,"width":24.14,"depth":3,"price":429},{"id":"7565b38c-c3ac-46c9-abfd-a199eef41cc1","height":30.76,"width":29.33,"depth":3,"price":412},{"id":"d31ad557-01c2-4192-a27b-3759e868ef08","height":30.76,"width":22.89,"depth":3,"price":412},{"id":"b597b1c6-e50f-4346-bf94-995a460e66cf","height":30.76,"width":25.39,"depth":3,"price":412},{"id":"2236e819-475b-4c0e-b1e4-16c9d3979f3b","height":30.76,"width":28.61,"depth":3,"price":412},{"id":"48936c10-40c4-4a70-ae92-a93a71cc49ab","height":30.76,"width":28.61,"depth":3,"price":412},{"id":"76e3c868-88b1-4780-a398-96422510f0d1","height":31.83,"width":27.18,"depth":3,"price":429},{"id":"1bdc4ca5-a5a8-4afb-853f-267f5489e108","height":31.83,"width":24.5,"depth":3,"price":429},{"id":"46c869c7-f277-4c98-ad26-42a4c7510d0a","height":31.83,"width":27,"depth":3,"price":429},{"id":"3d3e6077-3840-41e1-a7c8-3d97ea3e56b7","height":30.76,"width":22.89,"depth":3,"price":412},{"id":"c3f512c4-0bab-44be-8a1f-7802525dd996","height":31.29,"width":24.14,"depth":3,"price":429},{"id":"2aaeb363-fe5c-4d71-a4e4-99865ad5888e","height":30.76,"width":19.13,"depth":3,"price":412},{"id":"f7b835e7-f69e-4ce6-9f5f-6631cedfd60e","height":30.76,"width":23.25,"depth":3,"price":412}]},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":134.0},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":4.0,"PSUCost":197.96},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Total Production Cost and Tax {"data":{"productionCost":7286.96,"taxFactor":0.0887,"tax":646.353352},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Box Calculation Details {"data":{"breadth":140.0,"boxDepth":8,"oneBoxCapacity":-137.0,"noOfBoxes":-1.0,"noOfFullBoxes":-2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-137.0,"widthOfHalfBox":-70.0},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":1595.3956834532373,"shippingWeightInKG":723.5354573484069},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":723.5354573484069,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":17,"min":"701","max":"1000","rate":"525","created_at":null,"updated_at":null}}},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":525,"defaultShippingRate":null},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":7089,"PSUCost":197.96,"tax":646.353352,"shippingRate":525,"miscellaenous":0,"signPrice":8458.313352000001},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"203.67","sign_height":133.57,"sign_depth":3,"totalCost":8458.313352000001,"TATDays":7,"baseProductionCost":7089,"productionCost":7286.96,"PSUCost":197.96,"tax":646.353352,"shippingCost":525,"uniqueReturns_count":2,"objects_count":17},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] 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":133.57,"sign_width":"203.67","shipping_weight":170.994409682529,"shape":"rectangular","dimensions":[{"id":"9b513120-5224-4b3a-9923-6e61110d215b","height":30.76,"width":24.32},{"id":"c0dd6ad1-6e3b-4491-87ab-ea363d1b19e9","height":30.76,"width":28.61},{"id":"8c94c5a0-32a7-4071-b734-6b609083233b","height":30.76,"width":24.32},{"id":"622e7609-067a-4a03-9e72-24ecd3e71052","height":30.76,"width":19.13},{"id":"c6b3fffa-95a0-4672-b334-b603d3302482","height":31.29,"width":24.14},{"id":"7565b38c-c3ac-46c9-abfd-a199eef41cc1","height":30.76,"width":29.33},{"id":"d31ad557-01c2-4192-a27b-3759e868ef08","height":30.76,"width":22.89},{"id":"b597b1c6-e50f-4346-bf94-995a460e66cf","height":30.76,"width":25.39},{"id":"2236e819-475b-4c0e-b1e4-16c9d3979f3b","height":30.76,"width":28.61},{"id":"48936c10-40c4-4a70-ae92-a93a71cc49ab","height":30.76,"width":28.61},{"id":"76e3c868-88b1-4780-a398-96422510f0d1","height":31.83,"width":27.18},{"id":"1bdc4ca5-a5a8-4afb-853f-267f5489e108","height":31.83,"width":24.5},{"id":"46c869c7-f277-4c98-ad26-42a4c7510d0a","height":31.83,"width":27},{"id":"3d3e6077-3840-41e1-a7c8-3d97ea3e56b7","height":30.76,"width":22.89},{"id":"c3f512c4-0bab-44be-8a1f-7802525dd996","height":31.29,"width":24.14},{"id":"2aaeb363-fe5c-4d71-a4e4-99865ad5888e","height":30.76,"width":19.13},{"id":"f7b835e7-f69e-4ce6-9f5f-6631cedfd60e","height":30.76,"width":23.25}]}},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Input Parameters {"data":{"dimensions_count":17,"shape":"rectangular"},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] 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":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:06:59] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":3690.3300000000004,"dimensions_count":17},"timestamp":"2026-04-03 06:06:59"} 
[2026-04-03 06:09:11] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"110.21","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\\php3C0E.tmp"}},"file_present":true},"timestamp":"2026-04-03 06:09:11"} 
[2026-04-03 06:09:11] local.INFO: Validation Passed {"data":{"sign_width_or_height":"110.21","user_input_dimension":"width"},"timestamp":"2026-04-03 06:09:11"} 
[2026-04-03 06:09:11] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":4},"timestamp":"2026-04-03 06:09:11"} 
[2026-04-03 06:09:11] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":4},"timestamp":"2026-04-03 06:09:11"} 
[2026-04-03 06:09:11] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":4},"timestamp":"2026-04-03 06:09:11"} 
[2026-04-03 06:09:11] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":4},"timestamp":"2026-04-03 06:09:11"} 
[2026-04-03 06:09:11] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"110.21"},"timestamp":"2026-04-03 06:09:11"} 
[2026-04-03 06:09:11] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"110.21","file_size":11490},"timestamp":"2026-04-03 06:09:11"} 
[2026-04-03 06:09:11] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-03 06:09:11"} 
[2026-04-03 06:09:11] local.INFO: Nested area calculated {"data":{"nestedArea":2905.5206},"timestamp":"2026-04-03 06:09:11"} 
[2026-04-03 06:09:11] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"d82ec5ae-24c3-47a7-8db1-dcb8aa42ee27","height":31.54,"width":19.62,"perimeter":101.38,"area":175.13,"image":"data:image/png;base64,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"},{"id":"09964dff-0139-4524-a721-c6e5bd93bb33","height":31.54,"width":23.84,"perimeter":107.72,"area":662.39,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-03 06:09:11"} 
[2026-04-03 06:09:11] local.INFO: Number of letters detected {"data":{"noOfLetters":4},"timestamp":"2026-04-03 06:09:11"} 
[2026-04-03 06:09:11] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":547.3,"perimeter_in_feet":45.61},"timestamp":"2026-04-03 06:09:11"} 
[2026-04-03 06:09:11] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[318.3,282.91,175.13,662.39],"actualFilledAreaSum":1438.73},"timestamp":"2026-04-03 06:09:11"} 
[2026-04-03 06:09:11] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":9.99},"timestamp":"2026-04-03 06:09:11"} 
[2026-04-03 06:09:11] local.INFO: Average character height calculated {"data":{"avgCharHeight":31.677500000000002},"timestamp":"2026-04-03 06:09:11"} 
[2026-04-03 06:09:11] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":601.0,"originalHeight":179.0,"ratio":3.357541899441341},"timestamp":"2026-04-03 06:09:11"} 
[2026-04-03 06:09:11] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"110.21","otherDimensionOfSign":32.82},"timestamp":"2026-04-03 06:09:11"} 
[2026-04-03 06:09:11] 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=\"10580\" height=\"3151.114808652246\" viewBox=\"0 0 601 179\">
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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":163,"y":2,"width":107,"height":172},"scaled_width":19.62,"scaled_height":31.54,"actual_filled_area":175.13,"bounding_box_area":618,"exact_perimeter":101.38,"approximate_perimeter":101.23,"convex_hull_perimeter":90.07,"perimeter_pixels":552.8284271247462,"original_contour_points":7,"approximation_points":6,"shape_analysis":{"aspect_ratio":1.61,"compactness":0.2141,"perimeter_to_area_ratio":0.5789},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":2,"y":2,"width":130,"height":172},"scaled_width":23.84,"scaled_height":31.54,"actual_filled_area":662.39,"bounding_box_area":751,"exact_perimeter":107.72,"approximate_perimeter":104.06,"convex_hull_perimeter":101.06,"perimeter_pixels":587.4213562373104,"original_contour_points":122,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.32,"compactness":0.7173,"perimeter_to_area_ratio":0.1626},"image_base64":"data:image/png;base64,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iuiVV16hvr4+9UGlUqmtaDxrWaQ51H/ED37wAxofH6c4jq960VCTf/zjH7Rp0yY1eKQVcByHbNtWZSUxix5fyvfL57feeivlflUuIqL77rtPdW6hUMjNssgkkxAiFXQBoM9+9rM0OjpKQRBcta5pbm6OiIi++93vEgDq7u5WbVsul8nzPGVNpEiWm522sirysbQs0ks89dRT+bdrGIb0xhtv0MaNG5WF0a1Bu5YlW5/rumoltKuri7797W/T+Pj4VSUYIqLJyUnau3cv3XnnnYTmirxsE2lhV2tR9CKXCKRIisUiff7zn28/qF3ux/34xz8mADQwMKDcUbtisW07ZVHkD5INJkfGjh07VPB7JYum0WgQEdGpU6do165d6vd1dXW1HDh6h69kFpS1LLLNXdelnp4eOnToUP4uSCeKItq+fbtSv54kkjOm7Ot5WB7d737kIx+hP/7xj8o1XQnCqdfrlCQJERG99tpr9LnPfa4ty7ycMOSiYLbdpKXyfZ+eeOKJtU+Czs3N0Z49e+j6669XVkBf1PJ9f5Fo2hWLfFwoFKhcLquV7B07dtA3v/lNOnDgAJ05c+ayFE0cxzQ9PU0HDhygXbt20eDgoGon3ZK0U2TbyIA4W/TPKZfL9OlPf/rStZXujmRxXZd831duSVqV1WZ6dbHobkmfassfv2HDBvrCF75Azz77LB0/fpxqtRoFQXDJp97SvRARVatV+tOf/kQ/+tGP6O6771YikR3bzuQgW2RdcoFWTpNlcCyP8zyPtm3bRkeOHKELFy5curaZmZmhL37xi4Smf5XisG2bKpXKkipfjVik+GQkL4SgYrHY8jOKxSJt27aNHn74YXrppZeoWq1SEAQURRERESVJQmEYUqPRWFVjUQvq9TqNjY3RX/7yF3rkkUforrvuor6+PtVx3d3dyi3kvbUgOyALhcIi9y+EUMsF+/fvb8uqrOq8jCRJaHZ2Fvfeey/+9re/YXBwENVqFWhe0+PChQuwbXvVV+jWr5yony1nWVbqmrr6Xbb0S03Ii9IkSYJNmzahs7MT1113HQYHB7F+/XoMDg7iuuuuQ2dn50U3PjcaDUxNTWF8fBxnz57FxMSEejw9PY3p6Wl1xUj53WzbTl22y7ZtOI6jNqoXCgXYto0gCHK9j2S2zX3fx8LCAizLwmOPPYaHHnqo5a79NYeI6OWXX6Zbb72VAKiV0TxGUKuFRjlKCoWCys3oo0i6qKWml9nXZUZUJr2WKtl9I57nLcqGCiFS6ze6e5ajPetC8yz6d/E8j8rlcsoqf//733/3Y7okSWj//v3U09NDaAZujuOoHMlqZ0StZkPZldeLFcdxUplmfXkhm7u4WFluupr9jcViMTXll4NHd9XlcjkVi7VTLMtKpTB091ypVOjRRx9994UiCYKADh8+TDfccAMhk3vJQyzZEax3gnwuO7XVIttSe3BW+n2kddBfl0KSYsjW6zhOyjL6vt9yQS8vy6JvQVi/fj1973vfu3yEIiEi2rNnD42MjKQarZWploHfWpnkq6Fkk5ZZd6uLUh+csk17e3vpO9/5zuW7GEtEtH///kXzern1INsg2UUtLq3FgqbF0JN4lmVRR0eHcjme56kVat/36ZFHHqE4ji8/q6ITBAEdPXqUtmzZokaDzBw6jqNiG+Sw2+5qLksF+KVSiTzPUwVAajfA0NAQ7d69m4jo8rUqOlNTU/TWW2/Rl770JfUj5CYeZLbz6RuQubQWix6MZy2xdEG2bdMHP/hBevHFF1edQ3rXmJuboyiK6MEHH1QZRV0YlUqFent73/VOuVxL1g11dXUpS5KdSZVKJXrggQeoWq1e3m5nOaampigMQ/r9739PIyMjhOZiY7tbMq+FkhWLblFkWgIAvec976HHH3+c5FLDu93nbdNoNOjEiRP04IMPEpoRu7Qyq93icLWX7NpYNqFXqVToK1/5Cu3du/fqEIkOEVEURfTb3/6Wbr755kWjhcvSYsmeTTE0NEQ/+9nPaHZ29uoTig4R0fnz5+mpp56iu+66SzWO67rLzo707OtS2wqzr13s5Le8zuhrlTPScyEy3d/q83Q3oy82tqq7v7+fvvWtb9GpU6eubpFkaV5KnHbv3k1btmxRQpErpLKxWuVoso2ub2heKlu7lmLRO95k22N2mQHNNIIu8qzV/drXvkavv/761RObrIaZmRmampqiH/7wh3TDDTeovbfZdRN9Gqmn9rOLfPI4mWaXu8YuhViy1k8upspcSaVSoXK5nBJCdomgWCyq/w8MDNBnPvMZ2rdvH9VqtWtXJFmIiMIwpL1799KXv/xlGhwcJM/zqKOjI7Xm06qD5N6W7Jl3l8qy6NefaVVaCV+6XSlo/Zjt27fTT37yEzpy5MgVs230XUE2zujoKP385z+nj33sY6kL19i2TcVikUqlUstLTsgFP3n6xFLXxctTLLpQZE5Jile6V6t5vrieOoCWxR4eHqavfvWr9OKLL9L58+cpCILLUiCX7UVpwzCkMAxRrVbx17/+FX/4wx/w6quvqhsYyD08cgOU3AQlb2Yt7xt4sb0+eQ5ceUVOfQOSftcOee8Cz/Nwyy23YMuWLbj//vtx5513YmhoCEEQoFgsXrZ9ctl+MR0pnDAMMTExgX/+85945ZVX8MYbb+DIkSMIwzDVQdm7ny9Hu2LxfT9151J5wUXbtlEqlVCr1VAoFLB161bs3LkTO3fuxHvf+1709fWpO6Z6nndF9MMV8SWzLCwsUBAEaDQaGB0dxfj4OI4fP44333wTY2NjqFarOHfuHOr1OsbHx5etq12xyPv1lMtl9Pb2oqenB9dffz1uvvlmDA8PY2RkBL29vdiwYQP6+/vlPYGuyHa/Ir90K5IkIdkH586dw4kTJ/DWW2/h+PHjOHfuHM6ePYupqSnMz89jenoaZ86cweTk5EWvUh3HMeI4hm3b6Onpwfr167Fu3ToUi0UAUFZiw4YN2LBhAwYHB7Fu3Tp16dYrVRituGp+yFL8+9//pkajgUajASEEPM9TN8xqNBqL7taVpVAoQLpANF2NvNVKkiSI4xgf+MAHrvp2ZJgV8X+FSBw9BHXqHgAAAABJRU5ErkJggg=="},{"id":"d82ec5ae-24c3-47a7-8db1-dcb8aa42ee27","height":31.54,"width":19.62,"perimeter":101.38,"area":175.13,"image":"data:image/png;base64,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"}],"no_of_letters":4,"perimeter_of_sign":45.61,"nested_area":20.18,"occupied_area":9.99,"avg_char_height":31.677500000000002,"widthOfSign":"110.21","otherDimensionOfSign":32.82,"width_of_smaller_line":20},"timestamp":"2026-04-03 06:09:11"} 
[2026-04-03 06:09:12] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"110.21","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":1378,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"110.21","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":32.82,"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":4,"perimeter_of_sign":45.61,"nested_area":20.18,"occupied_area":9.99,"avg_char_height":"Greater than 24 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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"Simple","uv_printing_needed":"Yes"}},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"110.21","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":"110.21","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":32.82,"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":4,"perimeter_of_sign":45.61,"nested_area":20.18,"occupied_area":9.99,"avg_char_height":"Greater than 24 inches","width_of_sign":"110.21","width_of_smaller_line":20,"other_dimension_of_sign":32.82,"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":1378}},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"6.28371"},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"89.1657336"},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"1.436715"},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"10.1158419"},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":8.74125},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":78.5300664},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"1.6144"},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"77.10778"},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"0.54"},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2.786"},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":0.0045698706482},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":4.5698706482},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":0.0003629540470833334},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":0.3629540470833334},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":0.003462023218333334},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":3.4620232183333335},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"0.0071152977133333"},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"7.1152977133333"},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"0.00345327983"},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"3.45327983"},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"0.0046237906"},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"4.6237906"},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"0.00036893237333333"},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"0.36893237333333"},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":4.791229686056659},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":15.135},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"15.3368"},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"4.4922154890432"},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":343.19710001633996,"totalDenseWeight_before_formula":39.587046637473485},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":377.51681001797397},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":4,"totalDenseWeight":43.54575130122084},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":4,"sign_depth":"1"},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":23.47,"height":31.54,"depth":"1"},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":24.76,"height":32.09,"depth":"1"},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":19.62,"height":31.54,"depth":"1"},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":23.84,"height":31.54,"depth":"1"},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775196552_98ede9ba78c4e66e8c9c99d0d2d49aee","bins_packed":[{"bin_data":{"w":25.06,"h":32.39,"d":5.2,"id":"unique","used_space":91.5186,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":32.39,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/0db0080cbfec9b35a4ee3ca052dee0e3/1775196552-9601-7373976.svg","items":[{"id":"item-4","w":24.14,"h":31.84,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/0db0080cbfec9b35a4ee3ca052dee0e3/1775196552-9598-5475100.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":23.77,"h":31.84,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/0db0080cbfec9b35a4ee3ca052dee0e3/1775196552-9599-9955334.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":19.92,"h":31.84,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/0db0080cbfec9b35a4ee3ca052dee0e3/1775196552-96-9344267.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":25.06,"h":32.39,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/0db0080cbfec9b35a4ee3ca052dee0e3/1775196552-9601-7833200.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:12] local.INFO: Box added from packed bin {"data":{"length":5.2,"width":25.06,"height":32.39,"denseWeight":43.54575130122084},"timestamp":"2026-04-03 06:09:12"} 
[2026-04-03 06:09:13] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":7.2,"width":27.06,"height":34.64},"quantity":1,"denseWeight":43.54575130122084}],"cheapestShippingCost":443.78,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":7.2,"width":27.06,"height":34.64},"denseWeight":43.54575130122084,"volumetricWeight":22.5,"higherWeight":43.54575130122084,"quantity":1}],"totalHigherWeight":43.54575130122084,"DS":0,"rate":560.6084596631028,"tariffAndDS":560.6084596631028,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":944.235080360787,"totalShipmentCostFormula":"((tariffAndDS (560.6084596631) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 944.24","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":7.2,"width":27.06,"height":34.64},"denseWeight":43.54575130122084,"volumetricWeight":22.5,"higherWeight":43.54575130122084,"quantity":1}],"totalHigherWeight":43.54575130122084,"DS":0,"rate":318.86489952493656,"tariffAndDS":318.86489952493656,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":554.4477639940077,"totalShipmentCostFormula":"((tariffAndDS (318.86489952494) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 554.45","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":7.2,"width":27.06,"height":34.64},"denseWeight":43.54575130122084,"volumetricWeight":22.5,"higherWeight":43.54575130122084,"quantity":1}],"totalHigherWeight":43.54575130122084,"DS":0,"rate":"413.78","tariffAndDS":413.78,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":443.78,"totalShipmentCostFormula":"(((tariffAndDS (413.78) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (30)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 443.78","careerDDPValue":0,"nonConveyableSurcharge":30,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":7.2,"width":27.06,"height":34.64},"denseWeight":43.54575130122084,"volumetricWeight":22.5,"higherWeight":43.54575130122084,"quantity":1}],"totalHigherWeight":43.54575130122084,"DS":0,"rate":286,"tariffAndDS":286,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":501.4564,"totalShipmentCostFormula":"((tariffAndDS (286) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 501.46","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":7.2,"width":27.06,"height":34.64},"denseWeight":43.54575130122084,"volumetricWeight":22.5,"higherWeight":43.54575130122084,"quantity":1}],"totalHigherWeight":43.54575130122084,"DS":0,"rate":472.0359441052339,"tariffAndDS":472.0359441052339,"fuelSurcharge":"0.475","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":807.6535003640552,"totalShipmentCostFormula":"(( tariffAndDS (472.03594410523) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.475)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 807.65350036406","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":7.2,"width":27.06,"height":34.64},"denseWeight":43.54575130122084,"volumetricWeight":22.5,"higherWeight":43.54575130122084,"quantity":1}],"totalHigherWeight":43.54575130122084,"DS":128.45996633860148,"rate":364.45,"tariffAndDS":492.90996633860146,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":761.8742581277849,"totalShipmentCostFormula":"(((tariffAndDS (492.9099663386) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 761.87425812778","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":7.2,"width":27.06,"height":34.64},"denseWeight":43.54575130122084,"volumetricWeight":22.5,"higherWeight":43.54575130122084,"quantity":1}],"totalHigherWeight":43.54575130122084,"DS":0,"rate":885.4575130122084,"tariffAndDS":885.4575130122084,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":885.4575130122084,"totalShipmentCostFormula":"((tariffAndDS (885.45751301221) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 885.45751301221","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":7.2,"width":27.06,"height":34.64},"denseWeight":43.54575130122084,"volumetricWeight":22.5,"higherWeight":43.54575130122084,"quantity":1}],"totalHigherWeight":43.54575130122084,"DS":128.45996633860148,"rate":364.45,"tariffAndDS":492.90996633860146,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":761.8742581277849,"totalShipmentCostFormula":"(((tariffAndDS (492.9099663386) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 761.87425812778","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":85,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":7.2,"width":27.06,"height":34.64},"denseWeight":43.54575130122084,"volumetricWeight":22.5,"higherWeight":43.54575130122084,"quantity":1}],"totalHigherWeight":43.54575130122084,"DS":128.45996633860148,"rate":413.99,"tariffAndDS":542.4499663386015,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":838.2153981277849,"totalShipmentCostFormula":"(((tariffAndDS (542.4499663386) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 838.21539812778","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":85,"career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":7.2,"width":27.06,"height":34.64},"denseWeight":43.54575130122084,"volumetricWeight":22.5,"higherWeight":43.54575130122084,"quantity":1}],"totalHigherWeight":43.54575130122084,"DS":128.45996633860148,"rate":462.33,"tariffAndDS":590.7899663386015,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":912.707338127785,"totalShipmentCostFormula":"(((tariffAndDS (590.7899663386) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 912.70733812778","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-04-03 06:09:13"} 
[2026-04-03 06:09:13] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-03 06:09:13"} 
[2026-04-03 06:09:13] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-03 06:09:13"} 
[2026-04-03 06:09:13] local.INFO: Final API Response {"data":{"sign_width":"110.21","sign_height":32.82,"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":380.0,"total_production_cost":630.0,"totalDenseWeight":43.54575130122084,"totalVolumetricWeight":22.5,"bin_packing_result":{"response":{"id":"1775196552_98ede9ba78c4e66e8c9c99d0d2d49aee","bins_packed":[{"bin_data":{"w":25.06,"h":32.39,"d":5.2,"id":"unique","used_space":91.5186,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":32.39,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/0db0080cbfec9b35a4ee3ca052dee0e3/1775196552-9601-7373976.svg","items":[{"id":"item-4","w":24.14,"h":31.84,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/0db0080cbfec9b35a4ee3ca052dee0e3/1775196552-9598-5475100.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":23.77,"h":31.84,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/0db0080cbfec9b35a4ee3ca052dee0e3/1775196552-9599-9955334.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":19.92,"h":31.84,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/0db0080cbfec9b35a4ee3ca052dee0e3/1775196552-96-9344267.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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Light","boxWeights":[{"size":{"length":7.2,"width":27.06,"height":34.64},"denseWeight":43.54575130122084,"volumetricWeight":22.5,"higherWeight":43.54575130122084,"quantity":1}],"totalHigherWeight":43.54575130122084,"DS":0,"rate":560.6084596631028,"tariffAndDS":560.6084596631028,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":944.235080360787,"totalShipmentCostFormula":"((tariffAndDS (560.6084596631) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 944.24","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":7.2,"width":27.06,"height":34.64},"denseWeight":43.54575130122084,"volumetricWeight":22.5,"higherWeight":43.54575130122084,"quantity":1}],"totalHigherWeight":43.54575130122084,"DS":0,"rate":318.86489952493656,"tariffAndDS":318.86489952493656,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":554.4477639940077,"totalShipmentCostFormula":"((tariffAndDS (318.86489952494) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 554.45","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":7.2,"width":27.06,"height":34.64},"denseWeight":43.54575130122084,"volumetricWeight":22.5,"higherWeight":43.54575130122084,"quantity":1}],"totalHigherWeight":43.54575130122084,"DS":0,"rate":"413.78","tariffAndDS":413.78,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":443.78,"totalShipmentCostFormula":"(((tariffAndDS (413.78) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (30)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 443.78","careerDDPValue":0,"nonConveyableSurcharge":30,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":7.2,"width":27.06,"height":34.64},"denseWeight":43.54575130122084,"volumetricWeight":22.5,"higherWeight":43.54575130122084,"quantity":1}],"totalHigherWeight":43.54575130122084,"DS":0,"rate":286,"tariffAndDS":286,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":501.4564,"totalShipmentCostFormula":"((tariffAndDS (286) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 501.46","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":7.2,"width":27.06,"height":34.64},"denseWeight":43.54575130122084,"volumetricWeight":22.5,"higherWeight":43.54575130122084,"quantity":1}],"totalHigherWeight":43.54575130122084,"DS":0,"rate":472.0359441052339,"tariffAndDS":472.0359441052339,"fuelSurcharge":"0.475","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":807.6535003640552,"totalShipmentCostFormula":"(( tariffAndDS (472.03594410523) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.475)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 807.65350036406","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":7.2,"width":27.06,"height":34.64},"denseWeight":43.54575130122084,"volumetricWeight":22.5,"higherWeight":43.54575130122084,"quantity":1}],"totalHigherWeight":43.54575130122084,"DS":128.45996633860148,"rate":364.45,"tariffAndDS":492.90996633860146,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":761.8742581277849,"totalShipmentCostFormula":"(((tariffAndDS (492.9099663386) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 761.87425812778","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":7.2,"width":27.06,"height":34.64},"denseWeight":43.54575130122084,"volumetricWeight":22.5,"higherWeight":43.54575130122084,"quantity":1}],"totalHigherWeight":43.54575130122084,"DS":0,"rate":885.4575130122084,"tariffAndDS":885.4575130122084,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":885.4575130122084,"totalShipmentCostFormula":"((tariffAndDS (885.45751301221) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 885.45751301221","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":7.2,"width":27.06,"height":34.64},"denseWeight":43.54575130122084,"volumetricWeight":22.5,"higherWeight":43.54575130122084,"quantity":1}],"totalHigherWeight":43.54575130122084,"DS":128.45996633860148,"rate":364.45,"tariffAndDS":492.90996633860146,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":761.8742581277849,"totalShipmentCostFormula":"(((tariffAndDS (492.9099663386) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 761.87425812778","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":85,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":7.2,"width":27.06,"height":34.64},"denseWeight":43.54575130122084,"volumetricWeight":22.5,"higherWeight":43.54575130122084,"quantity":1}],"totalHigherWeight":43.54575130122084,"DS":128.45996633860148,"rate":413.99,"tariffAndDS":542.4499663386015,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":838.2153981277849,"totalShipmentCostFormula":"(((tariffAndDS (542.4499663386) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 838.21539812778","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":85,"career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":7.2,"width":27.06,"height":34.64},"denseWeight":43.54575130122084,"volumetricWeight":22.5,"higherWeight":43.54575130122084,"quantity":1}],"totalHigherWeight":43.54575130122084,"DS":128.45996633860148,"rate":462.33,"tariffAndDS":590.7899663386015,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":912.707338127785,"totalShipmentCostFormula":"(((tariffAndDS (590.7899663386) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 912.70733812778","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]}}},"cheapest_shipping_cost_usd":450.0,"totalCost":1080.0,"productionResults":[{"material_id":1,"dense_weight_expression":6.28371,"result":"89.1657336","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},{"material_id":2,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":2},{"material_id":3,"dense_weight_expression":1.436715,"result":"10.1158419","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"0.074 inch Aluminium - Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":8.74125,"result":78.5300664,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"0.315 inch Frosted Acrylic - for Ideally Diffiused Halo Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":1.6144,"result":"77.10778","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC & IP65.","sequence_no":7},{"material_id":8,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":9,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":10,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":10},{"variable_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":13,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":14,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":14},{"variable_id":21,"dense_weight_expression":1.118,"result":"40.6093","sign_material":"Power Supply 15A-10+5","description":"Power Supply 15A–(10A+5A) UL Certified","sequence_no":15},{"variable_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":16},{"material_id":17,"dense_weight_expression":0.54,"result":"2.786","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":0.0045698706482,"result":4.5698706482,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0003629540470833334,"result":0.3629540470833334,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.003462023218333334,"result":3.4620232183333335,"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":0.0071152977133333,"result":"7.1152977133333","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00345327983,"result":"3.45327983","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":0.0046237906,"result":"4.6237906","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00036893237333333,"result":"0.36893237333333","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":4.791229686056659,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":15.135,"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":15.3368,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":4.4922154890432,"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":43.54575130122084,"result":377.51681001797397,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"110.21","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":"110.21","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":32.82,"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":4,"perimeter_of_sign":45.61,"nested_area":20.18,"occupied_area":9.99,"avg_char_height":"Greater than 24 inches","width_of_sign":"110.21","width_of_smaller_line":20,"other_dimension_of_sign":32.82,"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":1378},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1378},"timestamp":"2026-04-03 06:09:13"} 
[2026-04-03 06:09:13] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 06:09:13"} 
[2026-04-03 06:09:14] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":32.82,"sign_width":"110.21","dimensions":[{"id":"a0999bf7-9df5-4ece-a9d2-61561284e039","height":31.54,"width":23.47},{"id":"604c2a08-ea20-4bea-9a4e-7c8f7d9f19a8","height":32.09,"width":24.76},{"id":"d82ec5ae-24c3-47a7-8db1-dcb8aa42ee27","height":31.54,"width":19.62},{"id":"09964dff-0139-4524-a721-c6e5bd93bb33","height":31.54,"width":23.84}]},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] 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":32.82,"sign_width":"110.21","dimensions":[{"id":"a0999bf7-9df5-4ece-a9d2-61561284e039","height":31.54,"width":23.47},{"id":"604c2a08-ea20-4bea-9a4e-7c8f7d9f19a8","height":32.09,"width":24.76},{"id":"d82ec5ae-24c3-47a7-8db1-dcb8aa42ee27","height":31.54,"width":19.62},{"id":"09964dff-0139-4524-a721-c6e5bd93bb33","height":31.54,"width":23.84}]}},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"a0999bf7-9df5-4ece-a9d2-61561284e039","height":31.54,"width":23.47},{"id":"604c2a08-ea20-4bea-9a4e-7c8f7d9f19a8","height":32.09,"width":24.76},{"id":"d82ec5ae-24c3-47a7-8db1-dcb8aa42ee27","height":31.54,"width":19.62},{"id":"09964dff-0139-4524-a721-c6e5bd93bb33","height":31.54,"width":23.84}],"sign_height_raw":32.82,"sign_width_raw":"110.21"},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":33.0,"sign_width":111.0,"tax_factor":0.0887},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Dimension Calculation {"data":{"dim_id":"a0999bf7-9df5-4ece-a9d2-61561284e039","height":31.54,"width":23.47,"ceilHeight":32.0,"ceilWidth":24.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Dimension Calculation {"data":{"dim_id":"604c2a08-ea20-4bea-9a4e-7c8f7d9f19a8","height":32.09,"width":24.76,"ceilHeight":33.0,"ceilWidth":25.0,"biggerDimension":33.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":59,"sign_type_id":1,"heightOrWidth":"33.00","return":2,"price":426,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Dimension Calculation {"data":{"dim_id":"d82ec5ae-24c3-47a7-8db1-dcb8aa42ee27","height":31.54,"width":19.62,"ceilHeight":32.0,"ceilWidth":20.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Dimension Calculation {"data":{"dim_id":"09964dff-0139-4524-a721-c6e5bd93bb33","height":31.54,"width":23.84,"ceilHeight":32.0,"ceilWidth":24.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":4,"baseProductionCost":1653,"result":[{"id":"a0999bf7-9df5-4ece-a9d2-61561284e039","height":31.54,"width":23.47,"depth":2,"price":409},{"id":"604c2a08-ea20-4bea-9a4e-7c8f7d9f19a8","height":32.09,"width":24.76,"depth":2,"price":426},{"id":"d82ec5ae-24c3-47a7-8db1-dcb8aa42ee27","height":31.54,"width":19.62,"depth":2,"price":409},{"id":"09964dff-0139-4524-a721-c6e5bd93bb33","height":31.54,"width":23.84,"depth":2,"price":409}]},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":33.0},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.844"},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1751.98,"taxFactor":0.0887,"tax":155.40062600000002},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Box Calculation Details {"data":{"breadth":39.0,"boxDepth":8,"oneBoxCapacity":65.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":65.0,"widthOfHalfBox":46.0},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":276.0863309352518,"shippingWeightInKG":125.20922037879899},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":125.20922037879899,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1653,"PSUCost":98.98,"tax":155.40062600000002,"shippingRate":130,"miscellaenous":0,"signPrice":2037.3806260000001},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"110.21","sign_height":32.82,"sign_depth":2,"totalCost":2037.3806260000001,"TATDays":7,"baseProductionCost":1653,"productionCost":1751.98,"PSUCost":98.98,"tax":155.40062600000002,"shippingCost":130,"uniqueReturns_count":2,"objects_count":4},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"a0999bf7-9df5-4ece-a9d2-61561284e039","height":31.54,"width":23.47},{"id":"604c2a08-ea20-4bea-9a4e-7c8f7d9f19a8","height":32.09,"width":24.76},{"id":"d82ec5ae-24c3-47a7-8db1-dcb8aa42ee27","height":31.54,"width":19.62},{"id":"09964dff-0139-4524-a721-c6e5bd93bb33","height":31.54,"width":23.84}],"sign_height_raw":32.82,"sign_width_raw":"110.21"},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":33.0,"sign_width":111.0,"tax_factor":0.0887},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Dimension Calculation {"data":{"dim_id":"a0999bf7-9df5-4ece-a9d2-61561284e039","height":31.54,"width":23.47,"ceilHeight":32.0,"ceilWidth":24.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Dimension Calculation {"data":{"dim_id":"604c2a08-ea20-4bea-9a4e-7c8f7d9f19a8","height":32.09,"width":24.76,"ceilHeight":33.0,"ceilWidth":25.0,"biggerDimension":33.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":60,"sign_type_id":1,"heightOrWidth":"33.00","return":3,"price":447,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Dimension Calculation {"data":{"dim_id":"d82ec5ae-24c3-47a7-8db1-dcb8aa42ee27","height":31.54,"width":19.62,"ceilHeight":32.0,"ceilWidth":20.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Dimension Calculation {"data":{"dim_id":"09964dff-0139-4524-a721-c6e5bd93bb33","height":31.54,"width":23.84,"ceilHeight":32.0,"ceilWidth":24.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":4,"baseProductionCost":1734,"result":[{"id":"a0999bf7-9df5-4ece-a9d2-61561284e039","height":31.54,"width":23.47,"depth":3,"price":429},{"id":"604c2a08-ea20-4bea-9a4e-7c8f7d9f19a8","height":32.09,"width":24.76,"depth":3,"price":447},{"id":"d82ec5ae-24c3-47a7-8db1-dcb8aa42ee27","height":31.54,"width":19.62,"depth":3,"price":429},{"id":"09964dff-0139-4524-a721-c6e5bd93bb33","height":31.54,"width":23.84,"depth":3,"price":429}]},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":33.0},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.844"},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1832.98,"taxFactor":0.0887,"tax":162.585326},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Box Calculation Details {"data":{"breadth":39.0,"boxDepth":8,"oneBoxCapacity":65.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":65.0,"widthOfHalfBox":46.0},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":276.0863309352518,"shippingWeightInKG":125.20922037879899},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":125.20922037879899,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1734,"PSUCost":98.98,"tax":162.585326,"shippingRate":130,"miscellaenous":0,"signPrice":2125.565326},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"110.21","sign_height":32.82,"sign_depth":3,"totalCost":2125.565326,"TATDays":7,"baseProductionCost":1734,"productionCost":1832.98,"PSUCost":98.98,"tax":162.585326,"shippingCost":130,"uniqueReturns_count":2,"objects_count":4},"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:14] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 06:09:14"} 
[2026-04-03 06:09:15] 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":32.82,"sign_width":"110.21","shipping_weight":43.54575130122084,"shape":"rectangular","dimensions":[{"id":"a0999bf7-9df5-4ece-a9d2-61561284e039","height":31.54,"width":23.47},{"id":"604c2a08-ea20-4bea-9a4e-7c8f7d9f19a8","height":32.09,"width":24.76},{"id":"d82ec5ae-24c3-47a7-8db1-dcb8aa42ee27","height":31.54,"width":19.62},{"id":"09964dff-0139-4524-a721-c6e5bd93bb33","height":31.54,"width":23.84}]}},"timestamp":"2026-04-03 06:09:15"} 
[2026-04-03 06:09:15] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-03 06:09:15"} 
[2026-04-03 06:09:15] local.INFO: Input Parameters {"data":{"dimensions_count":4,"shape":"rectangular"},"timestamp":"2026-04-03 06:09:15"} 
[2026-04-03 06:09:15] 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":"2026-04-03 06:09:15"} 
[2026-04-03 06:09:15] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-03 06:09:15"} 
[2026-04-03 06:09:15] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-03 06:09:15"} 
[2026-04-03 06:09:15] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-03 06:09:15"} 
[2026-04-03 06:09:15] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-03 06:09:15"} 
[2026-04-03 06:09:15] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-03 06:09:15"} 
[2026-04-03 06:09:15] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":886.97,"dimensions_count":4},"timestamp":"2026-04-03 06:09:15"} 
[2026-04-03 10:11:29] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpF5B.tmp"}},"file_present":true},"timestamp":"2026-04-03 10:11:29"} 
[2026-04-03 10:11:29] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-03 10:11:29"} 
[2026-04-03 10:11:31] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":13},"timestamp":"2026-04-03 10:11:31"} 
[2026-04-03 10:11:31] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":15},"timestamp":"2026-04-03 10:11:31"} 
[2026-04-03 10:11:31] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":14},"timestamp":"2026-04-03 10:11:31"} 
[2026-04-03 10:11:31] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":15},"timestamp":"2026-04-03 10:11:31"} 
[2026-04-03 10:11:31] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-03 10:11:31"} 
[2026-04-03 10:11:31] local.INFO: Calling Image-to-Text API {"data":{"file_name":"fgffbvggv.png","query_param":"width","query_value":"120","file_size":36844},"timestamp":"2026-04-03 10:11:31"} 
[2026-04-03 10:11:31] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":15,"objects":[{"index":0,"position":{"x":287,"y":226,"width":28,"height":35},"scaled_width":7.35,"scaled_height":9.19,"actual_filled_area":30.79,"bounding_box_area":67,"exact_perimeter":50.64,"approximate_perimeter":46.99,"convex_hull_perimeter":31.08,"perimeter_pixels":192.87005768508885,"original_contour_points":33,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.25,"compactness":0.1509,"perimeter_to_area_ratio":1.6447},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":1,"position":{"x":214,"y":226,"width":39,"height":35},"scaled_width":10.24,"scaled_height":9.19,"actual_filled_area":43.13,"bounding_box_area":94,"exact_perimeter":66.02,"approximate_perimeter":59.19,"convex_hull_perimeter":37.08,"perimeter_pixels":251.4386001800128,"original_contour_points":104,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.11,"compactness":0.1243,"perimeter_to_area_ratio":1.5307},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACsAAAAnCAYAAACWn7G7AAAABmJLR0QA/wD/AP+gvaeTAAAK0UlEQVRYhdWY6W9UV5rGf2e5S22ucnnFYMxqFoeQTs9E08qMNB/nbx61NDMfRt2tBAgJCeBgGxtj491Vrqq7nvPOhzLYgCFJN93SvNJVqe6955ynnnreFf4fmXr3hqwVAgq8gHjU5ei9d/5eJusiHAk4oK1QM+qts9UQYFeypT32VzYZbYzhCodyHp/n1EMNC7OoL8f+LqBlpyfFy0N6y7tEHU+1jCEvYLTOenlA9PsLTC5MKwALkO8mvLj/hMX/eUA4gLAwVG2IiKM52WA+iJE9ETWmPj3gjqfzcI2f//Mb8rVDplSTfr+Pqwe8sF0+1/9BZ3FbmvOTygKEuUZtp+SPt4k7EOWaiooYlCmdsYj+3CVqty8z2CmkOhF8MsCykwtP9kjur1F884LgVYL3RwRlSdCMqY2kjPcMIxLCa2YpLZXc0EoN18MxGqUiKjX7aZf9nZT9H9ZRP65hq7OfCufQjjzZw1X6363R3oHxskWltJjAkjlwhaJ65CAVADQAWYnNHHGh0Xt9gv2U6KhkXGLaZUSxfki+vEuYWvxuKZ8CpxyKsNHj4N4yfumAiTSmlUdU84Aws2S7PeQgJd06gE7/FFijCJQmUgrjFAoQ8QQ6QJfQWdtk/+EzWNpC5eZTYIUesHWEW+/QSDRNW8WVQhBWCcIIhaHVatNsj8HY5Gmw4LVQSEk8WueAHur8FEkMfZdSCyK6j58jP7+E3T5yIH8Tu8VqLmylJI9fsPnDM2RQ0B0kxGOj0K6znnZIK4ZOkZJmGRT5KbDaIdpTaE83H6CjKkw1qHx+DdNuYK1G9rrs/fAMOhkUfxupNg/gVZeNB0+JCjDGYCeamFuXkck6xUhMFigyC85qCILTzHpECV57OnkfNxLCRAXuXkWdazFQBb5zxKvvH8PqDvQ8+cv0r2JXlkrhCFjcZPPhz1hR5JEhvD4JX1wmH4tIK5DokoHkDKQE/CmwCrwa3jCBJlOOrGbh4gT1q+foURJpi9874uC7x7A7IMj1X0drqmA3Y/veE2y/pFSepCbUb8/B7AiDyFHYEpRDiaOgBF+eBqvRorFe04gqJHmGiy2M1mjfuUnZiIgbNYJS8fLBU1jZBm9/O6vrA6HQ8HyLjYeLjFca9CnJ2xX4bAZaioFOMaqkpmDEWqw2b4oCDSAatFdYDzoXikGGMwoqEcxfojo9idiAvJ/Qe7FN9uNQu7L5Gx0tF+g6eo+WSTb2iJTBBdC6fgGuTkIDsmKAShPioqTiZJgI/GmwKIzXRKWGfkHkzfBREMBUk9mb1/CRpSgcNvWs3P8JVl9BUv42anMHKy9YevATI6ZC0utTnxrl0lcLMBpCBbTyBHlO3E+Ik4LQnSzXANoNZYAYvEBcq6KtQAQ0YOLmJfxYHWoRDW/oPlmD1S3o5shG9qvYlc0jITMUTzfYf/qc5kid3fyI8GIb7l6FwIEVwjggNBYlGouhqgIwp6NBmuOckNsA36wwCB29/BCiFNrA/CTtL6/jRxvYo4JzqWHxj3+BnQGo8Nex2gGW9tn/38dcKC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","detection_approach":"light_color_detection"},{"index":7,"position":{"x":329,"y":148,"width":62,"height":48},"scaled_width":16.28,"scaled_height":12.6,"actual_filled_area":168.03,"bounding_box_area":205,"exact_perimeter":49.03,"approximate_perimeter":46.09,"convex_hull_perimeter":47.14,"perimeter_pixels":186.7106781186548,"original_contour_points":70,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.29,"compactness":0.8784,"perimeter_to_area_ratio":0.2918},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"}]},"timestamp":"2026-04-03 10:11:31"} 
[2026-04-03 10:11:31] local.INFO: Nested area calculated {"data":{"nestedArea":4873.253000000001},"timestamp":"2026-04-03 10:11:31"} 
[2026-04-03 10:11:32] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"245ffff1-d863-4d19-b9b7-45cf60b73f6d","height":2.89,"width":4.73,"perimeter":13.1,"area":11.2,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABYAAAAPCAYAAADgbT9oAAAABmJLR0QA/wD/AP+gvaeTAAACgElEQVQ4jbWUy4pUSRCGv4jMrFNtdaPYA40Mg4iCF3ThTtz6AL7JbF2704UbVzOvM4gLQTde2hah8dqNVl/Uqq4652RGzCJLu8W1AQEJEfllROYfCb/J5Pvi7bV/fTpwtMxQKwAUvAZVsKi4CogQEXTWk3e+kj/tkyYdF/I/8gv4xdnbfu7mDezP48TlAaa5BqXmFgFTMMByJhrEWSZ/3udgc4vJ5kdmH8dcfHP3BzwCxNUR6eo5uLIGEUICAqBHkhzwRQfFwZQ0N5Y+7LH65CUb/z3i4eRvv75zX37smfdTkAk0a9AsgFKqk0G89qYOMYAoZANrYLgCxy5xfjTgeZt5tn7LL4/vSgSwZFgytAFG4BGygGGogIoRFvBWMqZKMWVZgZQgrsDBKU5ePsPWu30YLyruVCkqaISugWkDWRwXQXCCOIFacVsKJUAxpxNjxQMpRDj9B8fP/8WHB+uH19c7mDu40SK0XshimBiK1YrdwYysjonTu4HN0T5ywofQKIOVY0jTHIKLKOIKRUnZiOpIrG8lQBCIBpiQguKqdBmSKYPsUGosupIsHIIbIoMSwGBYFIqTRRa6DQTLhFJQh1IECUr2QCOR6FJ1OCsw6UgH5Qg4C7QR5lVmQxNKFEwjiBFc0KzgkNwhJhrqoRxk+NrCux3GG28YfukOwUtzYAZ8A3qgEUKCEKTOkClkr1oWAQ18H0p2Oxh/oV9/z6enm5z8dqTiNRnB4w2YtTBSiLlqNoXqLtAV6DKoLqAOvWG7E3Y337P94jX2asypyR356a/YvnDP0+oyn6d7tOLME3hQNIY6wr2h2WgGSxScgmMGoc34ZI7sTbm0e+en/+K32P9vlTY02KXP/wAAAABJRU5ErkJggg=="},{"id":"829d3f40-5617-4186-8472-aaa2fde1e3c7","height":12.6,"width":13.13,"perimeter":56.75,"area":123.18,"image":"data:image/png;base64,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"},{"id":"cddfa0da-3d99-4456-b30e-ad6a9509b9eb","height":12.6,"width":16.28,"perimeter":49.03,"area":168.03,"image":"data:image/png;base64,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"},{"id":"1d6ef4c2-68e2-494b-9e50-eebe42a87099","height":12.6,"width":13.92,"perimeter":65.73,"area":98.98,"image":"data:image/png;base64,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"},{"id":"30f1f84f-f16f-4aa1-9cfb-63e1209efaf7","height":28.88,"width":112.12,"perimeter":313.55,"area":517.46,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-03 10:11:32"} 
[2026-04-03 10:11:32] local.INFO: Number of letters detected {"data":{"noOfLetters":15},"timestamp":"2026-04-03 10:11:32"} 
[2026-04-03 10:11:32] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1154.43,"perimeter_in_feet":96.2},"timestamp":"2026-04-03 10:11:32"} 
[2026-04-03 10:11:32] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[30.79,43.13,28.34,31.2,71.81,11.2,123.18,168.03,41.82,3.34,95.15,108.04,98.98,3.86,517.46],"actualFilledAreaSum":1376.33},"timestamp":"2026-04-03 10:11:32"} 
[2026-04-03 10:11:32] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":9.56},"timestamp":"2026-04-03 10:11:32"} 
[2026-04-03 10:11:32] local.INFO: Average character height calculated {"data":{"avgCharHeight":11.971999999999998},"timestamp":"2026-04-03 10:11:32"} 
[2026-04-03 10:11:32] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":457.0,"originalHeight":264.0,"ratio":1.731060606060606},"timestamp":"2026-04-03 10:11:32"} 
[2026-04-03 10:11:32] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":69.32},"timestamp":"2026-04-03 10:11:32"} 
[2026-04-03 10:11:32] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"6654.87964989059\" viewBox=\"0 0 457 264\">
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ZXuTL/Fh/97T+zrB0XVzYLgUyZActkM5LWhAB9hkRG2w7xntxPOMhT8t/8HS/G78HaC/jH7nLli7WSHgP2n1peT5RaUpgNA3sjY9yAXC4vlasifuTOeItz4TUO79wl7/2S2X5LnCcCEKqK3oxZ7gmuRAmoC5qd8aIZWLXOp//4Y9a3VthYCnB9C79lLhdOLzl90sn/DOa4eXcM2gVS6uitf4zAypJIv2RwbYOX/sd3OPvqVe7mA6YVeFNzmDq8qujFSZZxFQJKcKdKyoo0rObIZqq599Z77P3vf4EP70Ir+N0T6gBPGI8k5nKyTT12kxmDqbHcZqTtHrterwTxe63zjSusf+8GaXfG/KNdbGJgipkRqgZPGfVMrQGzUjqnE2pztodL7O8ccOdHvySOapaaCC+snBbXkyXGQmpP4qYupQy+JjUbWp9YJZKtRmha+OZLbP3pG0zPjbhb9aSlhsM0w4KTrQfPqAYiFRUVg1Ax1Eic9Yxn4Df3uP3Df2P2o3+DuzP8k9NJ7ZFXdC+1CV/EqVJpcMwcjQExw63Q4eDCwBwOpovu+AngrgzEP3Envsb2/j6f/MOPmdyeIRMjzw65tLpJNUvMu4cMGIE0WOrJ2WhiaT6macfRr+7z6d+/xQt1RVW9hv+7u1z6fGfyVBs7tq/PNsl/PfNT7BSoDLYr1v/4BmduvMjDpqMdQhjXHM2OmHSHVMWtlKbicauqN6IJ475icJDpP9jl1g/ehn9+F27NSbe7z5XcIxt74sRPGElhHmFeweBk5lCwnw/id9155QzP7X6D9s5d9t78FdXMIPWckUjwsOBdEUKgN0OqmipEQt8yThF2O/be+ogqDrmwtERYfhG7Z65bT/aUJ8axJ9d+ynkXaCPMYqmnPG3Itoh90Lm8dpUX7Xv8op2w+/PbrCdhvanJUyenKRUDJI7IrRFDg2rE0pwxFeO4hBxN2f3px+RhxXNbY+T6Fn7LXS48rpYnOg8+J/PIWoJ0GxbNs1MMvVYL28A3X+Dqn72BvLjO7ti4mw+Yh4wScZycM6gyb3vMyp4SRVmyhlVrsNsT7vy/99n5ux/Djz+F+47ff7xq+rnAngZaXAo7POWQLRHiAYPvfJ3Lf/AqenGFnXTETBNxuAQoszQnhIreS59uQENA8ZlRd4ExA+p9Y+cf3+bhD9+F9+/BBPzBb4J7eubxBIGIQzQYZCj91dMPub4hfnvuF75zg3pi3NlLzG5OsdwvdjM5KkIVKnJ2VCPBHLNMkMByM0Yls/fJHrtvvo8OalaHr8Erm6SH7nG9qNCjVm2p3xkpJLpA6Y3ZgiR6Ybel+W4EW9Ca0jD7wuOAGStfPctm+03ynT1uf/9fkQe7bIVl6hywvmUcGrpuSocypEYo9fuBCT51UjKO3r3JVBIvrg8Zjr9GeH4Zv59cNqMUYH0mesajMa0zmozYBzSUvRuy6FFrEIIJagmNgaqq4OgLigxYPb8u03u9D186w9afvc5kPuHgB+9S7bds2pjQGaSWwWIDRqJDCEQHmWcCPcOlMXtpzsHH9/nof/0Tl7oZy3/0OmyXtuNCYomucqaNc9AnelfqGmIGFlsZlFLGrk04bDL3+yP204yBn5B6PGWMtirxqbt+6yWeO5zyyWTO7X/5gP3dKasMaOpR6YWrLjYyZTAnZsU005KYWcdk3tPd7Oh+9javnBtTDV78DLCYORjB4WokeyJIT2UV+hkDE0r3Xyxz1Bh+eZtuLZZNVs84ZCTiu+7Vay+xvPOA20cH7N18yCQucXRwhEpEQsQWfWw1p7KiSSkkZpo4rIxd22P+6YTbP3O+ttp/BtjWMs//zm9z9ux5Vrua0MGgLiJ1lExe2Fp5+LTKPFjKbHz9KqyfXI09FbgzIn7bfftPXqe6uE5775ABFWJCpTVRIm6Gdwk1p160jCHj0UkjZV877vkhcXvM5b/8bqFQxy/wX+47c4UwLA6hz5+5aosGm5V+VLBSkD8zQi48fcPWaYbfd6c1mKXy/i6DLFItc1j04hAtmzjNwDoYRmgcbMJMe0YvX/hS5vNfdvwHL94eUc0zEoIAAAAASUVORK5CYII=","detection_approach":"light_color_detection"},{"index":7,"position":{"x":329,"y":148,"width":62,"height":48},"scaled_width":16.28,"scaled_height":12.6,"actual_filled_area":168.03,"bounding_box_area":205,"exact_perimeter":49.03,"approximate_perimeter":46.09,"convex_hull_perimeter":47.14,"perimeter_pixels":186.7106781186548,"original_contour_points":70,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.29,"compactness":0.8784,"perimeter_to_area_ratio":0.2918},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":14,"position":{"x":15,"y":3,"width":427,"height":110},"scaled_width":112.12,"scaled_height":28.88,"actual_filled_area":517.46,"bounding_box_area":3238,"exact_perimeter":313.55,"approximate_perimeter":282.86,"convex_hull_perimeter":240.6,"perimeter_pixels":1194.1219330882004,"original_contour_points":555,"approximation_points":7,"shape_analysis":{"aspect_ratio":3.88,"compactness":0.0661,"perimeter_to_area_ratio":0.6059},"image_base64":"data:image/png;base64,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"},{"id":"cddfa0da-3d99-4456-b30e-ad6a9509b9eb","height":12.6,"width":16.28,"perimeter":49.03,"area":168.03,"image":"data:image/png;base64,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"}],"no_of_letters":15,"perimeter_of_sign":96.2,"nested_area":33.84,"occupied_area":9.56,"avg_char_height":11.971999999999998,"widthOfSign":"120","otherDimensionOfSign":69.32,"width_of_smaller_line":20},"timestamp":"2026-04-03 10:11:32"} 
[2026-04-03 10:11:33] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1379,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":69.32,"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":15,"perimeter_of_sign":96.2,"nested_area":33.84,"occupied_area":9.56,"avg_char_height":"Less than 24 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\"},{\"id\":\"30f1f84f-f16f-4aa1-9cfb-63e1209efaf7\",\"height\":28.88,\"width\":112.12,\"perimeter\":313.55,\"area\":517.46,\"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":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":69.32,"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":15,"perimeter_of_sign":96.2,"nested_area":33.84,"occupied_area":9.56,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":69.32,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1379}},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"4.80868"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"97.8937056"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"3.0303"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"21.336198"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":8.365},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":131.6876832},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"2.7072"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"129.30264"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"2.025"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"10.4475"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.005824382845600001},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":5.824382845600001},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00046259150166666675},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.46259150166666674},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.004412411246666668},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":4.412411246666667},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0090685757066667"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"9.0685757066667"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00440126764"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"4.40126764"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0058931048"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"5.8931048"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00047021098666667"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.47021098666667"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":6.106508945453342},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":25.380000000000003},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"25.7184"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"5.8172158288996"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":504.32678047272003,"totalDenseWeight_before_formula":53.98032837362686},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":554.7594585199921},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":15,"totalDenseWeight":59.37836121098955},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":15,"sign_depth":"1"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":7.35,"height":9.19,"depth":"1"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":10.24,"height":9.19,"depth":"1"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":8.4,"height":9.19,"depth":"1"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":7.61,"height":9.72,"depth":"1"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":9.72,"height":9.72,"depth":"1"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":4.73,"height":2.89,"depth":"1"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":13.13,"height":12.6,"depth":"1"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":16.28,"height":12.6,"depth":"1"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":3.68,"height":12.6,"depth":"1"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":13.39,"height":12.6,"depth":"1"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":10.5,"height":12.6,"depth":"1"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":12.6,"height":12.6,"depth":"1"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":13.92,"height":12.6,"depth":"1"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":12.87,"height":12.6,"depth":"1"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-15","width":112.12,"height":28.88,"depth":"1"},"timestamp":"2026-04-03 10:11:33"} 
[2026-04-03 10:11:34] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775211094_86d148755dbd806d304e5732b58b64b4","bins_packed":[{"bin_data":{"w":112.42,"h":29.18,"d":2.6,"id":"unique","used_space":76.2928,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":29.18,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/42ea5171ca7322ea99fba607dba5e8d9/1775211094-9618-2649872.svg","items":[{"id":"item-15","w":112.42,"h":29.18,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/42ea5171ca7322ea99fba607dba5e8d9/1775211094-9606-4798632.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":16.58,"h":12.9,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/42ea5171ca7322ea99fba607dba5e8d9/1775211094-9608-7694558.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-13","w":14.22,"h":12.9,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/42ea5171ca7322ea99fba607dba5e8d9/1775211094-9609-8030923.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-10","w":13.69,"h":12.9,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/42ea5171ca7322ea99fba607dba5e8d9/1775211094-9609-3823225.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":13.43,"h":12.9,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/42ea5171ca7322ea99fba607dba5e8d9/1775211094-961-6008081.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels 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[2026-04-03 10:11:34] local.INFO: Box added from packed bin {"data":{"length":2.6,"width":112.42,"height":29.18,"denseWeight":59.37836121098955},"timestamp":"2026-04-03 10:11:34"} 
[2026-04-03 10:11:35] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":4.6,"width":114.42,"height":31.43},"quantity":1,"denseWeight":59.37836121098955}],"cheapestShippingCost":589.46,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":769.4405843729521,"tariffAndDS":769.4405843729521,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1280.9559982429482,"totalShipmentCostFormula":"((tariffAndDS (769.44058437295) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1280.96","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":434.7596040644436,"tariffAndDS":434.7596040644436,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":741.3163855935088,"totalShipmentCostFormula":"((tariffAndDS (434.75960406444) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 741.32","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":"559.46","tariffAndDS":559.46,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":589.46,"totalShipmentCostFormula":"(((tariffAndDS (559.46) + overlengthSurcharge (30) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 589.46","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":386.75,"tariffAndDS":386.75,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":663.9057,"totalShipmentCostFormula":"((tariffAndDS (386.75) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 663.91","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":604.4717171278736,"tariffAndDS":604.4717171278736,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1030.74517204645,"totalShipmentCostFormula":"(( tariffAndDS (604.47171712787) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1030.7451720465","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":154,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":175.1661655724192,"rate":522.22,"tariffAndDS":697.3861655724193,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1199.4632538042574,"totalShipmentCostFormula":"(((tariffAndDS (697.38616557242) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1199.4632538043","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 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Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","overBreachSurcharge":154,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":175.1661655724192,"rate":522.22,"tariffAndDS":697.3861655724193,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1199.4632538042574,"totalShipmentCostFormula":"(((tariffAndDS (697.38616557242) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1199.4632538043","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":154,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":175.1661655724192,"rate":597.5799999999999,"tariffAndDS":772.7461655724192,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1327.7259738042574,"totalShipmentCostFormula":"(((tariffAndDS (772.74616557242) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1327.7259738043","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":154,"career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":175.1661655724192,"rate":663.04,"tariffAndDS":838.2061655724192,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1439.1388938042573,"totalShipmentCostFormula":"(((tariffAndDS (838.20616557242) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1439.1388938043","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-04-03 10:11:35"} 
[2026-04-03 10:11:35] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-03 10:11:35"} 
[2026-04-03 10:11:35] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-03 10:11:35"} 
[2026-04-03 10:11:35] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":69.32,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":59.37836121098955,"result":554.7594585199921,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":69.32,"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":15,"perimeter_of_sign":96.2,"nested_area":33.84,"occupied_area":9.56,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":69.32,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1379},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1379},"timestamp":"2026-04-03 10:11:35"} 
[2026-04-03 10:11:35] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 10:11:35"} 
[2026-04-03 10:11:37] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-03 10:11:37"} 
[2026-04-03 10:11:37] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":69.32,"sign_width":"120","dimensions":[{"id":"4d8f2234-d833-4cf6-9013-cdef8d1a2455","height":9.19,"width":7.35},{"id":"05465dbc-77f7-420e-984f-354e954d3534","height":9.19,"width":10.24},{"id":"66ba91a7-39d6-4d7a-a240-87e3d1afa139","height":9.19,"width":8.4},{"id":"5ec4309c-03f7-48ca-9068-917b8041eafb","height":9.72,"width":7.61},{"id":"59aed3e3-5e7b-4340-b17f-e21b8493517a","height":9.72,"width":9.72},{"id":"245ffff1-d863-4d19-b9b7-45cf60b73f6d","height":2.89,"width":4.73},{"id":"829d3f40-5617-4186-8472-aaa2fde1e3c7","height":12.6,"width":13.13},{"id":"cddfa0da-3d99-4456-b30e-ad6a9509b9eb","height":12.6,"width":16.28},{"id":"1271a06b-5f93-48f7-b360-736d135fbffb","height":12.6,"width":3.68},{"id":"04867150-810c-4842-acd6-3797970a743a","height":12.6,"width":13.39},{"id":"c984b09e-0ccd-44a4-a3c1-593a27ad9a43","height":12.6,"width":10.5},{"id":"6cedc384-9ea7-414d-a5fb-7a088821a6c9","height":12.6,"width":12.6},{"id":"1d6ef4c2-68e2-494b-9e50-eebe42a87099","height":12.6,"width":13.92},{"id":"f63d9246-c927-418d-8be4-76ea2e83ad35","height":12.6,"width":12.87},{"id":"30f1f84f-f16f-4aa1-9cfb-63e1209efaf7","height":28.88,"width":112.12}]},"timestamp":"2026-04-03 10:11:37"} 
[2026-04-03 10:11:37] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-03 10:11:37"} 
[2026-04-03 10:11:37] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":69.32,"sign_width":"120","dimensions":[{"id":"4d8f2234-d833-4cf6-9013-cdef8d1a2455","height":9.19,"width":7.35},{"id":"05465dbc-77f7-420e-984f-354e954d3534","height":9.19,"width":10.24},{"id":"66ba91a7-39d6-4d7a-a240-87e3d1afa139","height":9.19,"width":8.4},{"id":"5ec4309c-03f7-48ca-9068-917b8041eafb","height":9.72,"width":7.61},{"id":"59aed3e3-5e7b-4340-b17f-e21b8493517a","height":9.72,"width":9.72},{"id":"245ffff1-d863-4d19-b9b7-45cf60b73f6d","height":2.89,"width":4.73},{"id":"829d3f40-5617-4186-8472-aaa2fde1e3c7","height":12.6,"width":13.13},{"id":"cddfa0da-3d99-4456-b30e-ad6a9509b9eb","height":12.6,"width":16.28},{"id":"1271a06b-5f93-48f7-b360-736d135fbffb","height":12.6,"width":3.68},{"id":"04867150-810c-4842-acd6-3797970a743a","height":12.6,"width":13.39},{"id":"c984b09e-0ccd-44a4-a3c1-593a27ad9a43","height":12.6,"width":10.5},{"id":"6cedc384-9ea7-414d-a5fb-7a088821a6c9","height":12.6,"width":12.6},{"id":"1d6ef4c2-68e2-494b-9e50-eebe42a87099","height":12.6,"width":13.92},{"id":"f63d9246-c927-418d-8be4-76ea2e83ad35","height":12.6,"width":12.87},{"id":"30f1f84f-f16f-4aa1-9cfb-63e1209efaf7","height":28.88,"width":112.12}]}},"timestamp":"2026-04-03 10:11:37"} 
[2026-04-03 10:11:37] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-03 10:11:37"} 
[2026-04-03 10:11:37] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-03 10:11:37"} 
[2026-04-03 10:11:37] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-03 10:11:37"} 
[2026-04-03 10:11:38] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"4d8f2234-d833-4cf6-9013-cdef8d1a2455","height":9.19,"width":7.35},{"id":"05465dbc-77f7-420e-984f-354e954d3534","height":9.19,"width":10.24},{"id":"66ba91a7-39d6-4d7a-a240-87e3d1afa139","height":9.19,"width":8.4},{"id":"5ec4309c-03f7-48ca-9068-917b8041eafb","height":9.72,"width":7.61},{"id":"59aed3e3-5e7b-4340-b17f-e21b8493517a","height":9.72,"width":9.72},{"id":"245ffff1-d863-4d19-b9b7-45cf60b73f6d","height":2.89,"width":4.73},{"id":"829d3f40-5617-4186-8472-aaa2fde1e3c7","height":12.6,"width":13.13},{"id":"cddfa0da-3d99-4456-b30e-ad6a9509b9eb","height":12.6,"width":16.28},{"id":"1271a06b-5f93-48f7-b360-736d135fbffb","height":12.6,"width":3.68},{"id":"04867150-810c-4842-acd6-3797970a743a","height":12.6,"width":13.39},{"id":"c984b09e-0ccd-44a4-a3c1-593a27ad9a43","height":12.6,"width":10.5},{"id":"6cedc384-9ea7-414d-a5fb-7a088821a6c9","height":12.6,"width":12.6},{"id":"1d6ef4c2-68e2-494b-9e50-eebe42a87099","height":12.6,"width":13.92},{"id":"f63d9246-c927-418d-8be4-76ea2e83ad35","height":12.6,"width":12.87},{"id":"30f1f84f-f16f-4aa1-9cfb-63e1209efaf7","height":28.88,"width":112.12}],"sign_height_raw":69.32,"sign_width_raw":"120"},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":70.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"4d8f2234-d833-4cf6-9013-cdef8d1a2455","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":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"05465dbc-77f7-420e-984f-354e954d3534","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":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"66ba91a7-39d6-4d7a-a240-87e3d1afa139","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":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"5ec4309c-03f7-48ca-9068-917b8041eafb","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":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"59aed3e3-5e7b-4340-b17f-e21b8493517a","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":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"245ffff1-d863-4d19-b9b7-45cf60b73f6d","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":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"829d3f40-5617-4186-8472-aaa2fde1e3c7","height":12.6,"width":13.13,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":21,"sign_type_id":1,"heightOrWidth":"14.00","return":2,"price":122,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"cddfa0da-3d99-4456-b30e-ad6a9509b9eb","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":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"1271a06b-5f93-48f7-b360-736d135fbffb","height":12.6,"width":3.68,"ceilHeight":13.0,"ceilWidth":4.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"04867150-810c-4842-acd6-3797970a743a","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":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"c984b09e-0ccd-44a4-a3c1-593a27ad9a43","height":12.6,"width":10.5,"ceilHeight":13.0,"ceilWidth":11.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"6cedc384-9ea7-414d-a5fb-7a088821a6c9","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":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"1d6ef4c2-68e2-494b-9e50-eebe42a87099","height":12.6,"width":13.92,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":21,"sign_type_id":1,"heightOrWidth":"14.00","return":2,"price":122,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"f63d9246-c927-418d-8be4-76ea2e83ad35","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":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"30f1f84f-f16f-4aa1-9cfb-63e1209efaf7","height":28.88,"width":112.12,"ceilHeight":29.0,"ceilWidth":113.0,"biggerDimension":113.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":15,"baseProductionCost":1974,"result":[{"id":"4d8f2234-d833-4cf6-9013-cdef8d1a2455","height":9.19,"width":7.35,"depth":2,"price":82},{"id":"05465dbc-77f7-420e-984f-354e954d3534","height":9.19,"width":10.24,"depth":2,"price":91},{"id":"66ba91a7-39d6-4d7a-a240-87e3d1afa139","height":9.19,"width":8.4,"depth":2,"price":82},{"id":"5ec4309c-03f7-48ca-9068-917b8041eafb","height":9.72,"width":7.61,"depth":2,"price":82},{"id":"59aed3e3-5e7b-4340-b17f-e21b8493517a","height":9.72,"width":9.72,"depth":2,"price":82},{"id":"245ffff1-d863-4d19-b9b7-45cf60b73f6d","height":2.89,"width":4.73,"depth":2,"price":80},{"id":"829d3f40-5617-4186-8472-aaa2fde1e3c7","height":12.6,"width":13.13,"depth":2,"price":122},{"id":"cddfa0da-3d99-4456-b30e-ad6a9509b9eb","height":12.6,"width":16.28,"depth":2,"price":163},{"id":"1271a06b-5f93-48f7-b360-736d135fbffb","height":12.6,"width":3.68,"depth":2,"price":111},{"id":"04867150-810c-4842-acd6-3797970a743a","height":12.6,"width":13.39,"depth":2,"price":122},{"id":"c984b09e-0ccd-44a4-a3c1-593a27ad9a43","height":12.6,"width":10.5,"depth":2,"price":111},{"id":"6cedc384-9ea7-414d-a5fb-7a088821a6c9","height":12.6,"width":12.6,"depth":2,"price":111},{"id":"1d6ef4c2-68e2-494b-9e50-eebe42a87099","height":12.6,"width":13.92,"depth":2,"price":122},{"id":"f63d9246-c927-418d-8be4-76ea2e83ad35","height":12.6,"width":12.87,"depth":2,"price":111},{"id":"30f1f84f-f16f-4aa1-9cfb-63e1209efaf7","height":28.88,"width":112.12,"depth":2,"price":502}]},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":70.0},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2122.47,"taxFactor":0.0887,"tax":188.26308899999998},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Box Calculation Details {"data":{"breadth":76.0,"boxDepth":8,"oneBoxCapacity":-9.0,"noOfBoxes":-13.0,"noOfFullBoxes":-14.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-9.0,"widthOfHalfBox":-6.0},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":183.71223021582733,"shippingWeightInKG":83.31620417951353},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":83.31620417951353,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":4,"min":"76","max":"90","rate":"85","created_at":null,"updated_at":null}}},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1974,"PSUCost":148.47,"tax":188.26308899999998,"shippingRate":1800,"miscellaenous":0,"signPrice":4110.733088999999},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":69.32,"sign_depth":2,"totalCost":4110.733088999999,"TATDays":7,"baseProductionCost":1974,"productionCost":2122.47,"PSUCost":148.47,"tax":188.26308899999998,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":15},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"4d8f2234-d833-4cf6-9013-cdef8d1a2455","height":9.19,"width":7.35},{"id":"05465dbc-77f7-420e-984f-354e954d3534","height":9.19,"width":10.24},{"id":"66ba91a7-39d6-4d7a-a240-87e3d1afa139","height":9.19,"width":8.4},{"id":"5ec4309c-03f7-48ca-9068-917b8041eafb","height":9.72,"width":7.61},{"id":"59aed3e3-5e7b-4340-b17f-e21b8493517a","height":9.72,"width":9.72},{"id":"245ffff1-d863-4d19-b9b7-45cf60b73f6d","height":2.89,"width":4.73},{"id":"829d3f40-5617-4186-8472-aaa2fde1e3c7","height":12.6,"width":13.13},{"id":"cddfa0da-3d99-4456-b30e-ad6a9509b9eb","height":12.6,"width":16.28},{"id":"1271a06b-5f93-48f7-b360-736d135fbffb","height":12.6,"width":3.68},{"id":"04867150-810c-4842-acd6-3797970a743a","height":12.6,"width":13.39},{"id":"c984b09e-0ccd-44a4-a3c1-593a27ad9a43","height":12.6,"width":10.5},{"id":"6cedc384-9ea7-414d-a5fb-7a088821a6c9","height":12.6,"width":12.6},{"id":"1d6ef4c2-68e2-494b-9e50-eebe42a87099","height":12.6,"width":13.92},{"id":"f63d9246-c927-418d-8be4-76ea2e83ad35","height":12.6,"width":12.87},{"id":"30f1f84f-f16f-4aa1-9cfb-63e1209efaf7","height":28.88,"width":112.12}],"sign_height_raw":69.32,"sign_width_raw":"120"},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":70.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"4d8f2234-d833-4cf6-9013-cdef8d1a2455","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":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"05465dbc-77f7-420e-984f-354e954d3534","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":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"66ba91a7-39d6-4d7a-a240-87e3d1afa139","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":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"5ec4309c-03f7-48ca-9068-917b8041eafb","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":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"59aed3e3-5e7b-4340-b17f-e21b8493517a","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":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"245ffff1-d863-4d19-b9b7-45cf60b73f6d","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":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"829d3f40-5617-4186-8472-aaa2fde1e3c7","height":12.6,"width":13.13,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":22,"sign_type_id":1,"heightOrWidth":"14.00","return":3,"price":128,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"cddfa0da-3d99-4456-b30e-ad6a9509b9eb","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":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"1271a06b-5f93-48f7-b360-736d135fbffb","height":12.6,"width":3.68,"ceilHeight":13.0,"ceilWidth":4.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"04867150-810c-4842-acd6-3797970a743a","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":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"c984b09e-0ccd-44a4-a3c1-593a27ad9a43","height":12.6,"width":10.5,"ceilHeight":13.0,"ceilWidth":11.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"6cedc384-9ea7-414d-a5fb-7a088821a6c9","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":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"1d6ef4c2-68e2-494b-9e50-eebe42a87099","height":12.6,"width":13.92,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":22,"sign_type_id":1,"heightOrWidth":"14.00","return":3,"price":128,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"f63d9246-c927-418d-8be4-76ea2e83ad35","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":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Dimension Calculation {"data":{"dim_id":"30f1f84f-f16f-4aa1-9cfb-63e1209efaf7","height":28.88,"width":112.12,"ceilHeight":29.0,"ceilWidth":113.0,"biggerDimension":113.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":15,"baseProductionCost":2045,"result":[{"id":"4d8f2234-d833-4cf6-9013-cdef8d1a2455","height":9.19,"width":7.35,"depth":3,"price":86},{"id":"05465dbc-77f7-420e-984f-354e954d3534","height":9.19,"width":10.24,"depth":3,"price":96},{"id":"66ba91a7-39d6-4d7a-a240-87e3d1afa139","height":9.19,"width":8.4,"depth":3,"price":86},{"id":"5ec4309c-03f7-48ca-9068-917b8041eafb","height":9.72,"width":7.61,"depth":3,"price":86},{"id":"59aed3e3-5e7b-4340-b17f-e21b8493517a","height":9.72,"width":9.72,"depth":3,"price":86},{"id":"245ffff1-d863-4d19-b9b7-45cf60b73f6d","height":2.89,"width":4.73,"depth":3,"price":80},{"id":"829d3f40-5617-4186-8472-aaa2fde1e3c7","height":12.6,"width":13.13,"depth":3,"price":128},{"id":"cddfa0da-3d99-4456-b30e-ad6a9509b9eb","height":12.6,"width":16.28,"depth":3,"price":171},{"id":"1271a06b-5f93-48f7-b360-736d135fbffb","height":12.6,"width":3.68,"depth":3,"price":117},{"id":"04867150-810c-4842-acd6-3797970a743a","height":12.6,"width":13.39,"depth":3,"price":128},{"id":"c984b09e-0ccd-44a4-a3c1-593a27ad9a43","height":12.6,"width":10.5,"depth":3,"price":117},{"id":"6cedc384-9ea7-414d-a5fb-7a088821a6c9","height":12.6,"width":12.6,"depth":3,"price":117},{"id":"1d6ef4c2-68e2-494b-9e50-eebe42a87099","height":12.6,"width":13.92,"depth":3,"price":128},{"id":"f63d9246-c927-418d-8be4-76ea2e83ad35","height":12.6,"width":12.87,"depth":3,"price":117},{"id":"30f1f84f-f16f-4aa1-9cfb-63e1209efaf7","height":28.88,"width":112.12,"depth":3,"price":502}]},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":70.0},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2193.47,"taxFactor":0.0887,"tax":194.56078899999997},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Box Calculation Details {"data":{"breadth":76.0,"boxDepth":8,"oneBoxCapacity":-9.0,"noOfBoxes":-13.0,"noOfFullBoxes":-14.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-9.0,"widthOfHalfBox":-6.0},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":183.71223021582733,"shippingWeightInKG":83.31620417951353},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":83.31620417951353,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":4,"min":"76","max":"90","rate":"85","created_at":null,"updated_at":null}}},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2045,"PSUCost":148.47,"tax":194.56078899999997,"shippingRate":1800,"miscellaenous":0,"signPrice":4188.030789},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":69.32,"sign_depth":3,"totalCost":4188.030789,"TATDays":7,"baseProductionCost":2045,"productionCost":2193.47,"PSUCost":148.47,"tax":194.56078899999997,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":15},"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:38] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 10:11:38"} 
[2026-04-03 10:11:39] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":69.32,"sign_width":"120","shipping_weight":59.37836121098955,"shape":"rectangular","dimensions":[{"id":"4d8f2234-d833-4cf6-9013-cdef8d1a2455","height":9.19,"width":7.35},{"id":"05465dbc-77f7-420e-984f-354e954d3534","height":9.19,"width":10.24},{"id":"66ba91a7-39d6-4d7a-a240-87e3d1afa139","height":9.19,"width":8.4},{"id":"5ec4309c-03f7-48ca-9068-917b8041eafb","height":9.72,"width":7.61},{"id":"59aed3e3-5e7b-4340-b17f-e21b8493517a","height":9.72,"width":9.72},{"id":"245ffff1-d863-4d19-b9b7-45cf60b73f6d","height":2.89,"width":4.73},{"id":"829d3f40-5617-4186-8472-aaa2fde1e3c7","height":12.6,"width":13.13},{"id":"cddfa0da-3d99-4456-b30e-ad6a9509b9eb","height":12.6,"width":16.28},{"id":"1271a06b-5f93-48f7-b360-736d135fbffb","height":12.6,"width":3.68},{"id":"04867150-810c-4842-acd6-3797970a743a","height":12.6,"width":13.39},{"id":"c984b09e-0ccd-44a4-a3c1-593a27ad9a43","height":12.6,"width":10.5},{"id":"6cedc384-9ea7-414d-a5fb-7a088821a6c9","height":12.6,"width":12.6},{"id":"1d6ef4c2-68e2-494b-9e50-eebe42a87099","height":12.6,"width":13.92},{"id":"f63d9246-c927-418d-8be4-76ea2e83ad35","height":12.6,"width":12.87},{"id":"30f1f84f-f16f-4aa1-9cfb-63e1209efaf7","height":28.88,"width":112.12}]}},"timestamp":"2026-04-03 10:11:39"} 
[2026-04-03 10:11:40] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-03 10:11:40"} 
[2026-04-03 10:11:40] local.INFO: Input Parameters {"data":{"dimensions_count":15,"shape":"rectangular"},"timestamp":"2026-04-03 10:11:40"} 
[2026-04-03 10:11:40] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-03 10:11:40"} 
[2026-04-03 10:11:40] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-03 10:11:40"} 
[2026-04-03 10:11:40] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-03 10:11:40"} 
[2026-04-03 10:11:40] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-03 10:11:40"} 
[2026-04-03 10:11:40] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-03 10:11:40"} 
[2026-04-03 10:11:40] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-03 10:11:40"} 
[2026-04-03 10:11:40] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1257.0600000000004,"dimensions_count":15},"timestamp":"2026-04-03 10:11:40"} 
[2026-04-03 10:12:51] 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\\php50C6.tmp"}},"file_present":true},"timestamp":"2026-04-03 10:12:51"} 
[2026-04-03 10:12:51] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-03 10:12:51"} 
[2026-04-03 10:12:52] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":13},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":15},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":14},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":15},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Calling Image-to-Text API {"data":{"file_name":"fgffbvggv.png","query_param":"width","query_value":"120","file_size":36844},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"light_color_detection"},{"index":7,"position":{"x":329,"y":148,"width":62,"height":48},"scaled_width":16.28,"scaled_height":12.6,"actual_filled_area":168.03,"bounding_box_area":205,"exact_perimeter":49.03,"approximate_perimeter":46.09,"convex_hull_perimeter":47.14,"perimeter_pixels":186.7106781186548,"original_contour_points":70,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.29,"compactness":0.8784,"perimeter_to_area_ratio":0.2918},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"}]},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Nested area calculated {"data":{"nestedArea":4873.253000000001},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"1d438f56-4bac-4b48-944b-0160c678625a","height":2.89,"width":4.73,"perimeter":13.1,"area":11.2,"image":"data:image/png;base64,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"},{"id":"26ea5b2c-45e3-43be-a24d-4fe5d496f481","height":12.6,"width":13.13,"perimeter":56.75,"area":123.18,"image":"data:image/png;base64,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"},{"id":"f92c7c70-5075-4b3c-ac21-ad0d4a0740c6","height":12.6,"width":16.28,"perimeter":49.03,"area":168.03,"image":"data:image/png;base64,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"},{"id":"4c745f52-3125-4875-a314-c45482b770fb","height":28.88,"width":112.12,"perimeter":313.55,"area":517.46,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAa8AAAByCAYAAADkvF5EAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nOy9aXNlyXGm+bhHnHMvLnYkMrOqSFFia5mWWmqpZ1o2y0+YXzpfx6y/yDTTZmprkU21xEVcxFUSKZGVC3bc7ZyIcO8PcYDMIovqIlULKiseM1SikJm4APKe8173eP11aDQajUbjU4Z80l9Ao/FpI/30P3nc6cBnoIfI8X9o11Gj8THTLrpG4wOy+clf+nr1Y4JeMt8RJPR03SEy+xzIAXLwh+16ajQ+JuIn/QU0Gp8WxnzBav3PYP/MMGQkKLHbZ7HzLqKn+MVfOLaHnP5vTcQajY+YJl6NxgdkseNsl1vG4RIvSywbPnYM5QrRR6hco/EYv/j/nO4E9BTZ/UITskbjI6CJV6PxAfCrr3lafx/sBilXKDdY2VIMtsM1ru8yjv+EdAfszB7Tz94mdG/j5//N4RB59PtNxBqND5EmXo3GByFAJ0YvhRAKi84wTZSUEQ8UBtbrF0jYIW+Oif27zOfvMNt5hzB7G7/5shMPgRmy+O0mZI3Gv5ImXo3GByEbpEI0kFzAt4Q8EB1UEmMe6GVNkSvcrkn5Eh8vSNt3Cd0pxGN299/BwwHl6r+6yyHx8I+aiDUavyZNvBqND4IrOARTcCUa4IY6qDtQiItAlkwuA+ZX+DiS8zVJX2Is8Pyc0B3T7Twm9o/x6y85cogc/LsmYo3Gr0gTr0bjAyHgEdBJyALiinqdNxEPyFgQUYI76iPmjvmIl1uQnu31OaE7wIbH2OyU2D0lxBP87M8dPaGEI+Jhayk2Gh+EJl6NxgdCAcURXBQTUATDUQEcchJcAyqCSMDVQRKQKDJQbIUN12zHcwY5QsM/089O6eenaPcE3f8i6eabjs7o9n6viVij8S/QxKvR+CCIgghFlCKCiVKCE9xQDEPowhx7TXLMC24Fs4xT6LpI8RGzDakscblmTJcwvsC7FwS7wbsj4nyPfPMXju4R99rMWKPxfjTxajQ+CAJFocj0pgYOLoaKYSgqDiji9a+oCebyqrWYMjEYotCrYL7CLVOGNWW8Zrt5CfNDZrND4s4JcX5Kvv4zl+4YDwfE2b9tQtZoTDTxajQ+CJNo5UCtuNRwMoqhUnA3shfUFZ0ELBAIKggBESeXsRo8UFwVM6P4iJeCyAZLL5DSY8MeaXNEnj0mzp+gs8cQT9lcfNld9lgcN5dio9EugkbjA7L+6f/rN2dfpwzfoQsvULtEGVBVKBA1ohbBBHFBfarCpLoSRQ0AE6MYZAcnoBIRLQgJd6d4z+gLLB5Cf0qcP0biIxZ7n0PCITGeQDwA3UH2msGj8dmkVV6NxgfFD+lnn2PIK6xUt6FzhTDQdcDoYIaYTKLlKAKuuBfyaKjK5LovOBkHTIWgRiwZdwcGIgPJBiytGMsZxg5l8w903SPm8yd088egj/CXX3ZkQWGPeNqErPHZoYlXo/EB6WbHmL2FsMWTIjlSckcqF5Q0suhngOEA5ohAcYOSMTOkll+IgkptK7o4qhA0oKkgDg4UyUQGzBxkxNlgmyXjcIFtzwjdCX33hG7nETI/JcxOGW5/4B4OmC+eNhFrvPG0J3mj8SuQzv/Ky/guWl5g6RnD5hlpc46Xa2YyoDaCZYSMCogl3DLihqqiqgiKa8BNMARBiciU3OEUV4o4SRQPAdOAS8SJuHcYHSYLgh4SZwd0O4dIf8zs8B3oDoE93HcJe234ufHm0p7cjcaviN38lYvfQjnHxkvS9hJPl2xufoKWJW5bYERJRBkRRtQzSnUjBgK44B6wIrjVFmQnAUxwcYqAUTAVLAgugCpIrMLnHdlnZBSkp+iM3aMnxP6Y2ewttHsK+hT8GDn6nXadN9442pO60fg18dXfOLYC20K+ZHP593i6IKdb8niN2y3itwRfExgQEsENTAgExAJuEfGImBC0qz1DqWdiJoZPbyZOFkdDQGPERUiumNfqrbiSixO7Q3YWn2M+/wKh/wJ070B8CnoINkMePW7XfOONoD2RG41/Jb7+nlNWkM8gX5E2F4zbc/L4kjye4ekS7IbIBrUR8UQwiBIJEhEP4IrcTTiLIeI1tkOsihhgQeqgNI5Ndg8XRURQVbwY5hHkGA1PCfEdQv8Wcf42Yf4Y5iegczzM0f0vtmu/8ammPYEbjQ8JX/+zU5aQbynpkpLOyMMz8vAM8vm9iJFWqG8JON1kowcopb6j4lMYld1/bkORGDFRMkJxw8ww93qWJsK878gZco4Yu2T2KbKL9sfo7ITd43fwsAfdEaE7BD1q52KNTy3tidtofATY+scudo2lM8rwAs8v2d7+FPI5Np7j+ZbgGwJb8Ix7qTmJOBGIFAJeL1BXXJTtWCBEpJsjGgBwt1qpOUg2zACJaJyTRBlLoGgP3S7S7yHdEf3sKd3OU7r+HVSPgENggRz9VrsfND41tCdro/ERY7ffdpEbbPUunl+St89J4wvKcI7na/ANzliDfG0k2MgMZy4OVnADc6FIwInTrwpAPfHyOgRtoYYH37UaxSlqWHBMlGQdrruIniDhlK57m/nsHeazp9A/rm+yhxy81e4LjQdPe5I2Gh8TvvquUy4gnZG3z0jb54zbl6R0TS4rTLa4benyhhkjO57oqIPLPolXlmrWuGsoBkq15ZsizOvjeMG0gGRcEq4FV6cQQOYYe+CHII+J4dGU2PGIfvc3oD8hzA6gO0AWX2j3h8aDpT05G42PGb/9rmPXkC7I4wVpvCLbLVfLZ2A3dOMNMd0w9yW9DATPuBhFlKyKSa2uhIxSiJbryhbZqZWXO+4FpwAF0YJLqQ+uAfMZZjOKLcD3UN2j6B6y+xSZnzDfeUQ/f4z2j7BwTOGQfueddq9oPCjaE7LR+ITw1Q8cW+F5ifstlzf/gJRL2LyE1bv04xm9rFAZcE/kKJhAEYVqkCeQCJ7rhRwWmAcwEHPcHfHqWISMiSFS95E5EbMevMNljoU5g84ocUHsj4j9KV3/hG7+Nt3O22g8pdgecbdVY42HQYuHajQ+IWT3d++FIF19y/eOe4K9wG56xjwiZYPYiDKSsWkhJlR1ctQNwQie7z4LTkGoZ2J107OCGxDq+ViNu8fFa2uxKh2mGzJbyJFS5vhwSAmnlJ2n+PA5Qv+UbvF5/PbrDvvIfstRbHyyNPFqNB4A3dEfio9/61iBcYnHHRAliFTRcUMBE2q8FFRxQuuQM4Z5qb/jAi6I1+QOkVBFahKv6mwEoVBcEKmuxl5G0BGXXBdp5i1lecNq/QL0EbPFz9DulH7nnSpi4Qh8F9ltg8+Nj58mXo3GA0H6fy8+/LkjXlPnLYMnRAqBjHucBCtgrogZ4kqwABQQp4gj5tPsmCA1rqO2C+8eyAPujhm1hSgRcYjEWplpwIFsK5xEliXGJcv1M5g9opu/Rbf7Dt38KbF/RFp9w1326BetGmt8fDTxajQeEClDKEIpBbGMq00p83XWi/tFl9TFl66YdyAJ8xF3cDogogRcQMVwybjnafuz4q7gsX4+6VFRJA0ohrtRSEQxTAe6MOIxkWzNMC4Z0xXD6l3i/Amz3VN2FqeE/jF5/S0336XfbekdjY+eJl6NxgNC+1MkvEBDT+hmWFGSKfRzTOr2ZTUnSm0PZhNc58RuhzFfE4ICu+A9BUFIILfgGyJpqtzmqEcszGuoryjiRmAkTMszTWqdVivANTYOxLhDsJFkG4pfwXhG2ewx9Ad4PGJx9Htod4Jf/Ren2wPfQfZ+vwlZ4yOhiVej8YCI3X+Q8uL/cbyaM1ygqCLi2BQYFd0QqVbhgmISSBIx3cWlp9gOOQfchdCNdJpQMh5qS9FHx4pjljAFj4rihPuvQlEHk1LPzKZBaCtbOk+oJIqMIFvEVsh4ieVzNhcrpDum7w+Js0O0e4RfftmJJ8j+/9JErPGh0sSr0XgDMHr6gyNcF/g4xzaFnI3i23o+5qAyYp5QCUgAtKBa0ziUaqEvCBBAFIi42PT5wUtdzyLiqGYco7DBTbFySdleQtgl9YfE/oRudkq/eAudv4Xffs3N5oTDVok1PhyaeDUanyrsl3y0Y3b8RehOmKcdwqqw2QyUckspCyz12HhJL4mZCF0XCEqdH5tSPIp3NeEeXhsBfVWPmRtuIMERH3GpjkWbHI4zWYPN8fGKks8owxlpOCP0L/HuEYuDz5Ov/srRfUwW9Pu/2YSs8WvTxKvRePDY/yRPQDE6CI9g/gXYfcR8JshmxNINefgZebNP3ryLyYrkCS8JfAApeBjroziIv5onq1mJ1RgCoFqHo829NizdUAXVjIrRlS2wxG1G9h1SuWVMF3h4SdYjSrrA+2O62SO0P2K8/rq77jBrLcXGr0ETr0bjoeH6Ph98reKS1weWK4We63Vg3h8w3/u/hWnwWX2LpUeU+QlpfoKmK8pwxTZdUtItaEEkosFAqYPPk6detbYbjbq2pdrtHbGC4HigtiM91BtJXhNE6tfnGWcEthTbIHrDzfk59Cd0O6fMFo/p5sf0/QG++i9uYY8w/1+biDU+ME28Go0Hjf2Sysve09IDIfuc4nv3H+mO/lBs+cJjd0CM+8zmp5DPyJtL0nDGmM7JfkGWa2CN+kCwagZRByOjkxbB/ZJnBK2PXV57dFGk9IgAKkTAZajnY5JRtli5wsdrCi8Z8k8pm33K/BCb7yLdCZurP3PTI4IsmO//UROyxr9IE69G41PBlFEoNsnIz6PM+j1Ct3jvR/ee3IuA33zd8cfEnRtiuqIfX7IenrFOLyjpEsk3OAOCE8iIZHBHpOYiah0iI4hPAcCCm4BB8UAfdqvqiYMZaobLFpcRZGB/vkMhkcqSlF4yypyyXmCzXaQ7Zn742wQ5JsQD/OZLjh4ge3/YRKzxvjTxajQeGDUV3hERkJqSUZdO/tx93KehZQJCwPKI2PsJW0UO/uSVkC2/6mH+Fn1+B8vneL6A65douiWnFcWWqK8RGVEdCDIilvCSKSYoASGi2tUsRVFKyXUx5iS0IVpNtSeTveDjgEikJ9JLxH2Gp1skRbK8ZD1eo/GEWX8C/SkhPMJf/IUTD0F2kePfbULWuKeJV6Px4JjOs+T9nYW/9G8ZBP9gf0f26vnS5varHrsnqN0SywWSbhiHK0q6oORLSr7A8jXJnXkfERkh3z2G4OYUK7XFGGONVazGetzqTjGROlTtDniplZyH+j4RJxIY2Vwv8fgCuhOsf0TsH9P1T5D+FPpD/OabjsyQ/d9rItZo4tVoPGzstXah/JKWYZU7paBe3vf3fxk7+69MEn71d86wJM4uyeML8vCMnJ6Th2d4uWD0NcIa1TztEqubnF2EgqOdUShgGTwDuabeA+q1PqzqpgTX6Vtx8IKK4wyUskLKkjRckvScsXtJmD1C4xGz43dAd7Grr7iFXeJ+ayl+lmni1Wh8mplahx8GcvT74pdnTjwl9qfE+WM8PyUPp7ids7z9KWJLYAk+EMTqzNdkKtl6AjF02humdffKFA5sU3tTpwqsHo35tOolMLLoagVXzMk2UtJAHpfk4QqPe+T8kjA/IixOiPNjfPklt7hHmP/7JmKfQZp4NRoPktcF6eeqLfl5p+GdiAn+rxQyOT59rRL7oYud0s2fgl2ww2PMrsjDBblckcsaYTvZ4gfEDBXHJBLvbPfiUBw3B9VaePkr82T9zjJIwXJ1JwYRVAwL1EBhHXGWbG6eodt9wnBMt3NCmB0T+n38+j85uguyh+z9aROyzwhNvBqNB8cvm/N6/b78i+1DI74nofBfixz9jgD41feccsLO46eQLsjbFwx3Vvt0Tc5LKMsqWIyISDVtuIGDUe53h9U26PT9yPhKbKVAzqgqKgWXgMoWJ2M+Yn5LcKekS3J+wWa9g3YH9LNjZjtHhO6Yfu8L+O1fOrqD7LaZsTedJl6NxqeKXxIPJdXgXuTDv6Tl6FUChl9/x2P3hLhzzjy/ZEiXDMMlni7oxhcEW+OlVlFmBp5QEVxq6xBxXOsZnou98qY4BI2IdziCe8HNMBtAt7hBr0IRIXtHzhErC1J6iYwHeDwhpQzhlK7bJ1982aU/IrRU+zeWJl6NxgPDpxu7SW3DqTHt6dKpkgEVwbRGOun0VvdzfXiV1/shh3/wmt3+S74oN8ThGk/npKsfQb4ilRXFtlhZIzIQNRFUKDagtZarw87yalGmoHjW1/qJhpgTRVDJSBC2ORFiYBYMUyN7DR727S2JW1arFV33mNniEfPFEzo/pVx/xV0OKOwwO/itJmRvEE28Go0HRvJMCkZUh1TQbEQCWYXkAUMZVVHRyRBhdF4nvqJ/fPdn2fu/BGC8+ZH381vgKZQzdHuNp0usnON2TSoXZFsRY56GlxUtgpZA8A5xQVynGbEJz7gZ7mXaCq3MXOsql5JAE4FY0+89ABvErvH8jJx22a4PKfNHxPkpXf8Ejcf48m8c9pC9lqX4JtDEq9F4QKw333W7+dq0PbnOJYtPsUxT5mFRppt2LVTUrJ6ITQ6+j5v+4LdrPbX8vmMXhOGKMZ2jwzPK+Jw8zLByRRov6TwRPSOiBBRxxU1xL4g4IjaVkYLoVIepgChK3QQtKFg1c4grLhklobrGuUbKDFiQ7DllPGQMJ5geMt9+Hu1O8Yv/5nQnIPvI3ttNyD6lNPFqNB4S99b3+maiqNzZM14/73ofxyF8Mup199B7dXjYb7/nsT/F508o6YwyvqSkM9a3P0VtiZUlY9lQSCAJkQQlE4Go1aFY94iVar1HphUsMg1Bg6KYK4qCKyaG6Ii5474m5xuszCn5DOM5RfbZphfE2VNm87fp50/p4il++W1HdpCjf9NE7FNGE69G4wEhr4mXo9W8cDfbK/UsqN66X+f1RI5fLZXjo+D1rcl+8w2P/RX4Jf3s85R0xrh5QRpeMuZrxDYgA6qCTwPPUNuHojWp4y7VvpZhd0o+bXueHid4PSsMZIo4IkqRhLDFdI3KEk8rtvmCvD1jE39G7E+Z9af0/RF+/hWnO6TYnHjUzsY+DTTxajQeFPUcy6eqy0VxkXujA/JqKLhuOwZ7z632kxev15GDP35NyP67h3SGzJ4h2+eQXpLzOTktUVuBrck2ImSEQhAh3KV4eA37FffpDMymfHu9FzNKAKG2HsUpUnApmI4URrJvEL/Bhivy8Iy0Pab0x/jshNAdM9v/AkEP8atvO7KHHLZlmQ+ZJl6NxgMiuNUhXiZ3IYqhuNQsivtIpftVKQZ+V6E9LOH6eeTgTyVffce7xRFx8Razcs4wvmTYXmLDJcP6GepL3EbwkSgjUSLCSPBCQBAxXO/2iL13eSbegxtBcrXal4Sr35+J9ZIxTZgkzLeYbfDhkiE9A91n2L5L1z9lZ/EY5k/xm+867CIHv9FE7AHSxKvReEAEEk6ZqquKC9h7GoVWaw5/nzrrgQtYPHpltS+rr/os3kJcws45Mf4Y0iXjeEtOS5KvKL5GrL710QluBJzgteJUQDyDd4jNa1tRCk4iSMJKQqiZi6GrA9MwYhSyD5gpUjpM5my2/0TqjrDhMbP5W8TZE+gf4xdfccIBcthmxh4STbwajQeE+gZlQMiAYXK3/NGnM6+7Wszuher+POxTRngtBaOsvuG6eAsbzlivLxg3F5R0SUlXWLkCWZJ9i5Pqm9SfgVMdmfpaAIlIqCHAKFrXYhIoUJxQrBpFfERli4oQQofrihgihWvG1QuG9T8h3Sn97Cmz3beJ80c1vYNdjAWhJdt/4jTxajQeCL7+e2f8RzxfowyYbcALMYQ6AzX1E99rKLRPpXD9PGH3jye7/Td8r1/j+9ek7Tmbzbts1+9i4zkpXVNkQy9b0HouZp6h1MpKdVNFS6SGALvgFjEz3JWuC/dVrVHuXwCIDzV7kVzPEW0Hkxt8vGIoZ2yHn1Bkj8Xh5wj9Y/r5W/jqb51wjMxbS/GToolXo/EJ4Df/6FgGK9P6kAE2/wTpGZ4vEV/hjPWMxxyzWkeIl9oZ8/emG/4S4/ynDtmbROz67zzMDtkJB3T9CVYuydvneLoiD5cM+YZYqrkjiiFhRH1N8oxYnR8L3hGkI4SISJiWfIIgqAgidX2LiSNSUEn15yqGSsJkwG2D+SWuCzY3l2h3Sh7OmM3O0f5t7OqbLuEI2W8i9nHTxKvR+IhIq3ddZCAwgA+Q1+AbSBts9VUsb7AygBXEjfXqGvdrPL+L2QvEtwTKFFYrNQsKmWbBXmHy2rmYfzjrUT5p7s6X/Pa73s8fAbeU4QllPGNYnzFsz/Dhllw25DKiXDObbxAGrChaFCs1ocO9r4JGV80dMkVTIbhrlf4iqEqdF3MFddRHiidclkgO5HSGjS+x7QvS7Gd0sc6LzWaP8au/duIxMEP2Pt+E7GOgiVej8SGRlz92ZwAbcBuw7Q/xsqb4CmHNdn0JZY3nFZ5XlDxAGcETmLDdGCpbRK9RvSboBtEMdFN6hoJNVjt/ZZOXX7DLvznI/r99ZbVff8nD/DH9/IrFeEHaXrLZXDOub0h5BpIJAkEFD1XA3ISSHaxU271IFS5xBMGmiC1zgSJ13acKYtXZiDviCcEJMmJlxGxLTleYnFFWPyPNjondY+LObyDdEX75DadfILu/+4b+qzwMmng1Gr8ivvqRYwlshJKhJGCLLb+Os6rVQFqTxyVlvCXnG9w39CEjtsF9A3kLNiKU6h70jv35AWCoLnEZwEfEHStgFui1my7Z9zoK7d5h+OEtpnyIyKJmKfr6rz30S8LsFp1dE2Y35PSc7XpO4Ropk7XeEhGj6zPiTsojAa9VrIS6e3pqv7oL7hERIZigqpPRo1ZvRQp4wWVLKZnMCiu3WDojDbskPUKWPyXOHzPfPSHunuC3X3Z0D9n9oyZiHwFNvBqNfwG/+a4jYz2TGlfgI6y+DWWL5zUljaS8wW3DMJwDW8QSLiNuW7xsCb6p7jbNNQrJE+IZkYwIkzMuIKUKmbMChjq35SBExHV6syl94+e+zvv33lzxukMW//G1hZlf8W62RfwLbJZPKOmCcXVJGs4Z0zWd3JJ1SxcGJBQKBfPqSMQDJvVnz5Rwfzfw7B7Qaf9YlEhHYdhukFBQzUQpmGSwDfgt2W4Yx5ekdEgZD+m2p3Q7j9H5U3z5X53umFTm9IvfbkL2IdHEq9GY8KvvOLLELYMNmG0p22/htkFZs1me47bByy0lr+r7lsASSqFs1jXUSYwQQNUQCqJVlEraIth03vIqaLf+v2PpBiTjbKrzTQVhVs+8CLVV6PXMRh2y3tnkX6vE3gTr4a+AHP3vk0vxR74TfwfGazw+Y7P5KXn4CTm/i/IC4xqVAUh1rYykmkbvXf08IvduTjNBXXGP9eeOIxJRyyhCkLukyVLVzjNJ1oga2Wfk7YKUDmF7Spi/Rdx5B+1PmR98nnHzLUd26edf/Gz9Q30ENPFqfOawm+97HWwtmGW8GKoryvabOLdYSqS8Iuc1ebzF8gp8Q5QRszU23mK2RXxEg9FFIWqg66fUhynOyHKheHUUOoVZrJebvBpIAnPcauTRvJvVMCQx0hQ864SppVVbWDVRA3yqxO5w9ffZrfzZQfamZPurFy7dMYvdR5BOGYd/IuefYeU5w+pdlCVQzxnVpxkxcVRA3ZAiOD65QAWIuNQU+xgWqAKacck4mUJN8zAx+i6ibMi2qkPW6ZI0XCCr50h8hKRz0CM0HjNcfcVD2CfIHNlrocC/Dk28Gm8s+fYnLmxRBvAtVlZQlpTN1yhlhZUtXjZYGXFbMm6eob6uc0E2Yl5qVFEZ636p4CiFQEa1vMoYLIZlrTNFEuoZlggalCgdKvWcyq0g5hSrlmyRKlpuhpcAaQZhB+126NzYeqF4TVVXdSDdDy+rK2USL9ephTVl+n2WkaMn90Jgy697sKd4OiPYFan/ZySdY+kCG8+hVCMNJNQyZEfMEQ+IBFRBphcPBUG7HUYKBSdLImvCdcB1AITeFoh1RIwQtsw8YzbgwyVl+zOWV39PmD1mZ/F5+t130PlTCIf4y2/VZPvT1lL8VWji1XgjSBc/8BhqCwer5022/iGlrMhlCb5ivT5D/BazFfi6micYcUu4baEs643sPqyhpptrsKk95JNw8J74pruZK6NMrSRqIsYUwmf22lyWg3pEBKIEJEx6ExSGABagRESNoF4DatUIYpAHkIL4XdtRpuzDds97P3TvTwRgfft1F5YswhNsPMO2LyjbZ/hwRhmvsHxLLlv2YkA01XkwfHJwDlgRHCF7xMXIUmpRJqG+aUcg4DmiVl9Q1N1jhUBCbMDZQhwoOZFXK1bbl4T+lH7nEXF2DPEYv/muF50R91pL8YPQxKvxqcJv/tbxTDVRFNwyedxi22+Q/QqxFVbS5PjbUtISz2vcBkpZIbZBfAsMRAzVOiTs7vfCI4RpiLW+6bSqvqYw1FFgmc5KoLYKTQvKut604NX5VNEqMq4E7WpivIObYoTJHOBgTid1g3C2keJQotewdDKOE6VMTsNXa1PEFXX9uezDxuss9quI+fgdZzyF2WOsf0renpO2l5ThBks3jGwRW+FsUKmrWkQG0IRYqYPOKJGAmxKtw+nuxxTE5DXnzKvAYDHHScQwYn7FMF6T/RmkHbpywLzsEWanBH4LCSeUy//sGhbIwf/RROxfoIlX40Hilz/2ejaxAbbgW7ysyKvvU/KyDv1KouQtabuh5GvULlE2UDLmGStjrcLyiHhiHgXxye1HIQoEr9ntZUrN87v4pbs1G9RfzZ0o+gsfv0O93Bsx7kMI8bp+a0K8fh43QUSnGaPqHHQxYlCc2irMUnAMvJo+3OwXLlZ1RT3UpYz+5gwof1RI/weTueNbrvqYfr6kT0sYqu395vwfcK4xu8a5InCDSCKIETTXlrFHfIqVdIu4BcL0/JCuLtGUqbq+f9zJEFLyBsGJWveNmQpmz9hswbb7dPozYvc2i90TmD/GL/9/Rw+AQ+SwZSn+PE28Gp8oPv7IzQpSRiRtoWwhD9jmm1he15ko2w63E+0AACAASURBVABrUrolp2tSusXLGtWMM1LSiKctMzUg17BVEdSn3VfqNcTVCl6mnVBTdaUq0zFRIQamqFemKCG7fx/utKpK3TQa/No3AoGIeHhl+HPBtM4QAaQy1o8LECJBvc4TTeG7qQTc603N75Yqe0bFULe7FVb4ZK6/I5hiJq15+AGRvT98ZbW//p7TjagtmXGC5XPG8TkpPcPKc0AJJoivmUmNl1Jz1ByK10DgmpI4zYNNO8bklaGmZngYWIZozINhIZMlURjIKVHKDLUlIbxk2J7Qzx8T+qdI/xT6J/jF1x09QtqizHuaeDU+NoblVx2pA6TIiLiRNj8g5Q2Stuj2Gi0bUt5Q0paSN3iZKi+2RE3VdJHW4FtECyEYvRSIjphUcwNSHX13M1R3JgYzXO6qocmdV6a9WS6ISz1buj/tmtqFd+uivPzCzqz3JlvE9wQO2t1OLpn+nPjUnvTaUcRwr9mFxTvEIyqRoIbJSLFVNRCITcsoX2OyzN99a+Gz7dP4tZHDuvV5OPuh7zw+wtM53fAW43BKGk4o47tYOoN8TfaR6PVMTMxRCWgAKKgKaTLM3G9+nqpjpi0AqkyVd8YYUEZcRqIkOqCXJZ6MPF4xrl5AeJd+5y3i4h3i/Cm6eAu7+Bs33cdkTn/4hc+0kDXxanzo+O333DzVmCSfWn6ypax/QPEt47gk25KSB0rekvMAZU1vS4JtMcuIG+YjbiNKqRFKnRI9EUNGPNWZKjeCCB6E0QxEXlvaqJhzf7OJsa/nTSLTKg155aKwWoGJRZDaSpwymapXQ+w1N5/dp1q8ErNIztPA63Qu5lo3Itcjr5rqUHDMZcoirL+6O8XmdPqIEHeIXaH4DTY4OSfECxrKe8617u5aMi1kNPz+htn41Zmd/s69EOTbb/nOzinz9Hny8IK0eQnjOT5cQ1nX9SyyRMsG05FOE6iQ3aYXK4qjBBeKTALmVuf1XMk5oHR1MD30iDgigeiO+ECyQvItVtaMds2YnyPrE2bD23g4ROIpdMeMZ99w0QXdyWczhqqJV+NfhV//7asSRrbV7Tf8BCkDOa1J+RbKGmNDHm+r+y8vyWWF+oh7AikoI3m8wcUICqpKFIdotfrAkVxQ8fsbthfD7lp7InQx3ldCNcLWp/rKMXVMM26C1V4PAaktOneCKFLCJAuvWodmVaAcq2NZCH53XoXVGSBsSmvQeoB/1zaio4giRIorZgHTiGhE44zYz9DYoxrBZmB79H1P341Yelm/hpLBDJUAXvd7qb9W8UltjarbL8RGNX494n5tK/rwfY+zz9F1Z9h4xXDzAs+XlHSGcQ5cADdECkKh1NOtqd6ujkR9Lf3/7vyzVmMzokhtKbvUgI80oiGzMxPmIiRbM/iWcXtF4hnj8Bzpjun6J3Q7T+hmTwmzI/zqbxzZu68iPys08Wr8Tym333UhQdrUdp2N95Z0Vj+k5ISXDeP2oqZ650SxEcsbim3wssXZ1pUTjMxkYCYJ9QxSpqvasJhfPaiXGo3k9WIXBLMarF5fydbKKfjd7cLwUqsid8fEiKL1AB0QNUqZEhGmVIr71mBwzJUxC51E6iRqFSpzr0KlAbSeZ5kLhakFOBkwTJTQzSDM0NBjEslJMZkRZIHEHbqwC7qDhl1C3CXEBSHOiXFe44pEYKaQz7ErZxwvERYELbivKW7V8aahyrJlRLp647ThjViJ8pCQWTVJ2PU/epht6ea32HDGOLxL2rxLsRfg5ySugTW+3dThZ6mtXpfqXjWrtnkh1PBf03uzh5QekQ7IiDpGwvK2bgpACar0oSMwkvMWz5cM23Py+meU2SNms2P62SH0x/jVX7vrHqL9Z2LwuYlX4xcYN99yKyOUDWIDefiHajHPmzobNZ1JeR4oaUNJmVJWKLeI1wgkvFQHHnlK5S4EKVMQbUbIU0JfFSwTKASKyHvmbKtw1TOeMJ0fKcrrxj5xrY9piUB18rnEKTewttTcwCk1MVzqVmKZWnYuRnEnzPr66tmlWtUdXDpEewiBXIRchGJKMUUlILGj62aE2GES0H4GcUbQOcE7XHeJuovEfXZ2HgFzTBYgOyBzRDv0qLrg8vnXPZAAKPYC8V2wG5BNbT/ehxW9WoMi08maUO43Kzc+XPTwlUnCr37o8/lj4u7b5PSM7fCMcXhJSRc4l0TZoCSKjARJZN8iUhDLFFIdvZC+vvCSmp8ohHoWi2NS7h9XKASvw/AqhaAZ94T5iJQlbC/IZYGPO2Q9hHQB/SnznQN89d+dsEDm/+6NFbEmXp9hyu33HSuTiWCN6yVwS95+m5IHLK2wcYmXLWIbbFghtoW8RWxArZ5FeTHUVyC3CENN7a5TSPczUuLUGKTXjpIqdcl9EcVVMNX3nN3cX3mS71dZ3NvZoY4G+3RelWwSrzpPXNt8huDVch5Cza8TmQTNwQtlWolh/XRGZUI2Ae9BekLYRcKCkYDrDKdHZUYMO8Ruh66bQ5xBmCPdnNj1iNY/47qDxj2Ie8AcfEbY+833vaHER38ivvwHR0ZEDoFFzd6bEtBrdFT9q3f2+ro1+I29Pz045Kiejfnqxx7s8+h4hQwXWHqBrX8M5YycbknlBimryTTkqBY6mZ6LNhLdarKK2bTBOVN0AMn1yrH67y2uKBE1qRFgljAybrdQlJyhiDDqLtnOoD/Fygmz+TFdd4Tf/mdHDpC9//jGPUmaeH1G8Ou/dWRKnyh1L5Ev/55SCiWPGGuy/RRjSbEBL9V+bpPjT30LJSG2RW2s9m2FGKQmQUgCu0YYXw1nltoKk2kGqVqHZer5v3dmSiahC/7z1YO/VlHcvX+XflCrqrvWYgh6X5uYO+XO2SeCSyRIoAiY1Y8XB/d4v8gxsQCJeOwQeqBHwwIP+4gumMkuqnt03T6x30d1F7QHDzgd0u/h2iFhhhz8eq94Ze+L4tdfd6cH6gbg9/w0JtWuazz0/oSl8fEiu69egKTlj139At99TB5+xmZ9xmZbqzHxG+BmClveEO4SWLzuBnAZEbszA70607zrKHDXeQA0Z1xrN8ExLBhhSnVRlpCMbC9ZpV02YZ++P6GbndLPnlKu/tw1nOBygO69GQaPJl5vGL78Zj0iti1159QGbIDx+wzr67q5N4+UvAXLlJLqmZUtMT8H3eBeUyfEE8Ez4gNCYdYrWKpnLV5Qqj3d8fvBX7kbzvUaj+Tu90O/IQTEBZ+SJaYTp/pfoToK78TrdcGaPmb6SrwqNs1UWQ2x1a42I13IxcnuOIqGGRIiyZTigVKNy0iM960/1Tmme7ju0MUdgvZo2EF0gYYFonuEUMVL4h7EHdAFsvcHH/6NQKoppJatuY5Qe7lfoFik9ktd7oYC9LMWJv+g6PZ+U8brn3i30xPiCRqv6WbnpPGcnM+wdA52TR4vcTa4J4qPBDJRHAm5dhumYfO72C99rbtQqcYlV0fCJHiTkaiXEZczpNxQUmT0OSUckvoTys45sX/MYv83ED3Gl1+rBo9P+bLMJl6fUvz2O9NBTnWjYWvIt9jqB1gZsLwhp9W0U2oNtiGlVRW1MkxJE1Yt58VwH4h+F2/kiHrt1Wu9SERL9VZgmOepbTe1srzU6oeeQg9TxFJ9R6Y24l2SxKtXkvWG+0qIwF5VXtNgsE8GLqMe9Pi0vl1E8MmB59SMubVXZ59LJAfHSsSlR8Mc6XYw63E6nBnEORrnxG5O382RMKf4LhrmdHEHDX2toKS2A2GOHPyfH8/FLtSgXfLk4px+JU/fc7gP8TBibRu2dI1PlNdnrvzm77xbfA7KNWn7ku3mOTa8ZCjPwW6BFfgKlwFjJDIJUZkMSvdiZVMQ893QmIHKdN3Uf3OrU+sYTudbgoy4BDJT92RYM+QVg54xbi7QeEI/OyX2j7DLL7nEfWT/07kss4nXAydtvuX4SGCsT2RbQ97iw7ewvCGlgZK2WBmqUNlIyRtyqaLlXlt+6luCJtRHdKqkghREJgdeMTrvX63ZKDb1L+pgrxnknCeTQBUO1TiduVQzgfus7kiCaVbKqzmCWkmVMkwHXlb3KsF9JSXOlFZwR/08Nbmgmwo0raI5xSrV7MGAq1CIbAkQ5oQ4B+3AelzmEHYh7hN1D9ddVBeT428HjQt0MmX00k2JFwE5+uNP7IK2ad2Gk6eg4FLfF8OmGTWbTgvl3p7dBOyhIAe//0rILr/pnTyB2RWpe46XSyydUdIF5GvMlhgDwR0pVq8ZMkiq57yk+v7UZfBpUaaXniId5op5D5IJtiSGDCJ0JIo5uWRyHjGWbFYXaHdENzuhn58y2zmhnx3iN3/mxBNk8aefKhFr4vWAKMtv+/0mXh9qi2/1o2qWYMt2dQZlPf3eFrEtpYxYHrEyEFUxz3gZEEsouWayyUiIuRotpl1GeManGSEvGbFACIc11XxKTy/T2VB15EGn8d7CKxJwidVKbmBFCKG/j0IyL/VEyu8Ge/PUG6xidf/Y09CvoDWqyeJUpU2J6V6dg+4BI06Nkw6RUC3GEhCEJDOsOyDMD+jmu8SwUyssmVfThC4g7E3CtV8rL5nj3tEffO5BXbR3/3Z3609sEm4m96Vh9Wbn1QBgUn82jYeHHNeqplZj70C6wDfP2W7OyJsXpHTDYCuibelYo2xR0hQZZqBlGpivIyC4TNcAYIowJ9AjUgheuypMO8bECiqFnoJrIcqA24CMK0o5Zxj3KP0+3WwXiY+w9V965gBsRr/38LMU2zP+E8Avvuf11dTUDrJpZur6x5A3UDY1CT0tMVvivkFYIukat00Nq/UBbEuQRBQniGPp1SqP+1aDTX3x8vpZ0Z2DrX5E1UCVMUwuQRfc9X6WSUSJoqSx1Pii0NWhWaAUp1i9kVq5ndIC5L7tJ2J4mIJJvdri3Ut9XOrKENWIiGAlorHDNWBFyUUpFtG4QOIuuQSQHmSGhJ4Q54SuJ3Q9UQ/Y7d/B2APtiLFHw4wQZ6D9R3M29REhYgQvBK9neWY9LnWpZVRnhkEZMC8UMVwiJYRpcLrxELmrxvz2713632Bnb0UabmBzxbBdkfJzPP8I8nMsbwDoQ+1uqAesDAS8enO9I0hPDHPwDiuhJrHEbkoMVgJO0HodmhSwFc6AlRU5XWBUYxFxjnU9Fg8gPUNmT+hnT/Hllxx9BGUf2X/nQV47Tbw+YvzmR15bZAOUTY2XGf4OyoqS1pRcs/zIAzM3pGSsbCk2YLauZgu2IAOdJpyh2mV9RLy+Oq/tM58CZF/PCJL3/u/U7qtf2C+OtKZiyJ2bzf0+kDYgZAyJAczIebz/PREhaCQGp9gwFQhT/FHhfvjWJYDWysxcyNPX5aZTDyxipUPDgi7MIfZY6BDmeFhAt8v+4giTeTVSTO1BDRE01tkpTnAWxOPfeZAX2wfGa2KGcJd4H3Dvaj06pczr1Go1wv3MV0uHevjI/r+ZROynLnpC322RnQHxJzBEyrDHuLqkjLeMZU3HQMecoOP/aO/cehzJkvv+izgnM0nWpW8z0z3etWTZsCHbsgFLsAHD+rr6CH4yDPnB8IMMC7IszXp2tbvS7koz05fq7rqQzMxzIvwQh2TNWlpppbn07OQfKBSbZLPYXZkZjIj/BdEajis1NIhSwtHGLQVZyhW3rukiayN8GMkPDOCZ6kJCmp6yj+w46RB/y+2rV2j/HlP/lK7/kNR/B+0+wF597J43pAf/+J06r5bi9QXBrn/mInfALlh8toMyMe8+Ar9DfMu4e4XbDV5vcb/G/Q6ve0qNGI/JNNyqW2y82GGk5i3EMEVRqY5bh9IFXVok1PltTv7zHndy77J2n4p+XyvljUKOSBA0OGmlRMKXzZkak9CC/QYhCE6CqKKUGHG5NhumxuqTjMuAWaaQce9xybGXktxEmiu6/gk5X9J3G1K3goNOKq0gbch5A7oKAkUakAf/8p06mRYs+LtCLk6j6nL9sasLsuko+2fQvWHcvsLLa6xeM9s1ZjeUuo3dtUSidlJHfELbTjrZGhjifCa1Uf3hfK9HRqqg8YGSGbM5pDJ1YrZbKFum8ZrUvaHrXpNXTxnW7yHyCN/+kVd68ubdmGIsxeuXhF//JOZzPjdL8opZwccfs5+eAzdYKZS6x+YttWxx2wI75v2bpvXYobonpxHRQicFSZVqQYhoKRlICo1UBCIqVts0ztOJtHAQhbjiGp569Z7b+MFbTY5O18H2k3tFTJuBbYcc91L14AvohkoQJczDvSJ1Gp/WJPRW7s7sjvtAbLIy1YTqHbDCfY1LkCPQFZI25HTWBL0rkg4ga5I+JumG3K1DP6U96AC6jr/3N4h7Fyz4JiNfhieh73/gufuA89Ut64u31PEV8/4F8+5TbH7JvHtBJx2uO/o0o1JRKtVmtJESj4SrNpg/7ZjD9QbRpgxMLXw14V4xL2y6DueG4pU67hjna6b5M+b5CdJd0k+P0fwAe/vfXfIj5Ozrde9YitcvgN987PgEPsXYzyaYP8LLnlK2WNlT5j3zPDad1GtctmEYawVKwWsrdGb0GtR2YUIFtOQoJaY4c7T7UmLc1z4xiZeQOmG4SIul554+qomAJbVx3eePJ5PmNn7ossRaNTvFNuBE5IZKG/tlsFbAXDEXVLSJfQ9xI9Jo8u3n0FFsBawR7SD1ZImOKb7O6c+etE7qAs1rJJ+h3RDFK0XBwzNy8VtLkVrwrYOsQnc17T71NOxI67fk/XPy8B7Mz5n652i9wspr5nodnZjsW5YcYZ924J76fUF/dGBuFpcWFUJtmduIMaNS6HykskfqHuyG4q+p84o6brB0Ttk/Rvsn2PAhq+FD/NUfOPII/BJ58vQrP2eX4tXg1z9w5A2whTqFGHf3EVaDIOE2sru9wnwHdY9ZuE2EAe2M+YjoDciMupKbJZIKwaLTCLSIsV857jQwx1pLlTOIpjYqDA1TZB6Gb10+FLV2mBwVU0JzN0/HonZQ6B9o1Xove0o5poCc/j5BQa8t26pKwl1aN5fauC9RHMxTFDTNSMohPtYzhtVTVC7JfThTkHskn0HXClg+i7GGrjHpSRe/uRSpBQt+Dv362b2R4vd8PVyCPWP94Ar2zxlvPmG3/ZQ6vQHbIUxkKirhuCFHDSVH5w4XPzF7PZGaFCWuM4mE4+OOJEHgSswUGanc4jZQ5Q3z3Stk/xzLrxjTp+T8jKF7Rjd8gF99z8uwojv7ja/snP5WFS+/+ShYfj4GEcIKbhNeZur2D/HyArdbapkoNbKmvO5xG1EZ2d2+Bp3DHikVOnE6rUhqoYJ1DrbdPQ1SkhDURg2qzXGiLd5FSCpxYLljDmKxPzr41bkZ7qeidECMEk8pvy4V0cOMWw9PinGigB0smRCq31fvNwd1UYzUjGgzTsZSwr1HdMB1QGWN0JOkJ+mApiGiPVKP6iX96rugZ5B7yF2M/URBB+Ti2xXXsGDBF4F8XzO2/UOne58hPSWvXzGOQeyo8x6vbxjnT0l617qpFPvvFs8DhmhqbEVF/bBHb6J/T7gPqIZIxVKEalYBSzuqjIzzNe63WLnF/AWFTyjdEzarJ8j8kNQ9Zdr9N096Thq+fC/FX9ni5Tc/9KCijyBjfN//qP25dU/TLeO0ZRojY6rTPW476jyHyNfm5og+k6Ry3jvOiNoEUslqzc08NBgH93NvB8ZB8+QWQt0hd5gfxn929K0Td8w8bGE0RX5V0lNL5Af/pCBIRH5UvGZtIYTmFnG6h7Fgc7Q47MaqJGg6Kcgg2sIND0avPSZhRBtFJ4P3uK4RWUPasF4/octndN0FaTiPTkqH5lO4BjsDWSOP3i1W0oIFvwqQzW/HJeb2/3i63LOZb7DdG7a3rynjp+zKTJIcLjkyIfSo7JEmdE8i4d5RW0CrG9hEOjKHD+XASDUSIFxq816E/rBMl4rJDitvqfUFu3KOTOd4eYysHrFafYBf/xdHniAXv/2lXQt+JYqX33zmlB3kiIvHJpj+Ep9vmaZrarmBesd2+xL1Le534Dus7vHmAejUY7CgAhlrXn2GUhEvRNyUoeZ4i/0Ia6Rg3iXtWrBcFDBvJpyqGmw9r+jR8fww0AuzVVWNfSoRlXDwB4QoXNJy4N3rKXDRazOVjedYVYQelxD5Vk/B5kuxh5ot48fuqkN0hYuimjHpmeeBlM7o1xtWq0uG/gL6U3wHeg4+AAMmK9LFuy9kXLDgVw1yfrJzqq//xDfrgsoV45tz6vwJu7trxv1b3G5JsqdPkfbs8xhpELWQPATMKafG7kowH7zYpJnu1AhhTZCTkjWF+YDtqEwkyTjXuCl137Pbr9DhMb76AFb/iH74Dv7i9538BPQhcs9C64vAN6p4+e1Hjk1QphMN1Cps/xjKjv3+DV53lHnPNG+xugfftZiOkeRbVMbYa1nrxqTpJ9zDkaGZHdEYeeEeZsfk3oPxrIqiIi0MsD3/EMUjgmGnwbM3Sx87/e78c9GBQS+01sZXwKs0l4rTa0RGomJizdsvBMHeknwTG4QhtD8eI4JKap5+a6p0FO/CXoYVOa3oV+d0qzU5X5D792M0mKK4IT1GJp1/s2xjFiz4tiA9CnLTeP2nPjxWKB+SNtfk/Rum3Uvm8Yq78Qqf3/JgvSHJFtGx2cRVqG1nb5DTZUxcGkW5I4TvkhRRpVZDGvNYpLawzR2Ih8OLb2AcsXHL9vYNU/eypT4/Q/rH+NX/9FgrbJDzf/IPvqa8k8Vr3H/s4jMwIXUf/9GM1PEjrNyF80SN0V+Z95RpS5n3ZAG3Qp0nqk1gBZUCOiNiYY0kM8rcQhIjRydo4xqmsy1fiiNrJ26rQzULkoSEO7oc91mHZMOWnHp0VfeW5BuVqVZvj9OKT2MHHRiCqaX2HjKbfAAVRDOoUM2aIDU6tnoYT4qBr5l3D0hyEd5+uUNyj2oY0JI2PLx8gnQbUrcJEkUe4mAlhz8aD0mbb7jAd8GCbyGGFsHjd9/zIY9062vK2Uv2288Y7z5hHl+wr69J3pH9lg4P66gcLvWYM/vYRozhfOOHxbgDNSEebh/SViSutWlEHaWgZYe5UetE8RuKvGLu/4pufA/tH9BffIB0D9H1e/juj9zlMbr6+3djX3vx8tufNKbCnlpfYdxhd39Gbc7oZlvEwlx2u30J9bb5+0XKr9seKyNWKqnrUZSc5ahjcuY22604c2P51UPIO3jbGUncd78fkrbs1GYGm3NqRIdmwtTaa3FvTud9+5mGUzGpsfc6rJayHEd+94vQgWKRNHRSuFJMMROcTCiweqZaQ9wrCVLYNElKrfhtOFs9RdMD+mETkfTdCvIKurMQ9haFbh2jwG6NpF/9qPAFC75NkLNmQ7X9mff9+3Srp6zPnlHnl9xd/xSZXzGPL5jmK5LfMaeRLhVSJ9RwbyOFqBPUEJNmMVdJDDGX8tidWfvQr00vo9UQmXFVCjtM5hgx7l8zTQO76QFpeEwen9Gvn5H6D6nXf+ykh6SzX76IfaXFy68/DoGvNc2Uz3D3w/D28zt2dz8Fv8PqRKl7aoksKvctwp5pvEZkJMtEkonUGSkZmmNPNW7nY+rsgUbu7o2x5+ScG1WUNmrTYwActEBF7rH1PvddgkTR3CPC80/auNGbyiIjLSvKJUoY6niakRS3TQyXiqmdfC/EqNZRW6ihW6KQqN5RbQV1g9gaSedoCkf0rrug7zd0/To8znIfab26gpQb6SLUH3L5b5citWDBtwiy+W4k3d382KU/o+ve49HqKXW+Yrz7hGn3GWV6RZ1v2NkWmUdWvaMyUb2gGo72mlp4rAXzmSNrWVED0xMvXwk9qKiT1ai+p9g+DL5dse0L5vmCMn5K2X5A7p7SrZ8yDB/gb/+Hk/pfKvH5Cy9e/vYvmiq2RJGqeyjbMJO9/T5uW2wKdl9kTu0odYa6RblGfR9hh1bJPuNMqFSQmSFXVCb8EA9SI+tIJUZv6z7htVBrpXgUKdVMaoQJGoGiBck38a+2YlY46XtbAWsml4fihtmptInGL+4YRwG10d9FPPo6aexBESwpYxmDMKEJtxQisEarNzrcLhA5I+Ue1Q1JztB0QUqXiJwxrB7jctaes0Z0HR2VdqDhwJEeL5T0BQsWBPTipLvyu++59m/Iwwes5teU/RW73Sum3Rvm8YrEW6Q2I3AxkgidOkYN42/RphF17qccxHDJ2l2G24RZNA0iTlYnJSjsqbbDxhum6YqSnjNvf0pdvYf2j1g9+XX89r86rJDz//S3Xsf+wcXLr37kZgXY4+Uttvt+vPnG5LO6RfwOfM+0u8LtNnKm7BazPdieWkakTmz6Aa3B0vNGBRf1VpycpErFIoLDlGoVM2Vu5hBnqwFTa2mkzUEipRDRijDN8+l9t9c8JdAq7npach0fOHVfpbHQvWUqiX5+Z+U2gnrz6gtShqOo9kEGcUA6xEI7pTRyBB3OCukv0LSi7zbkbkPK59CdR0eVNpA3YH2MES++OjHgggULvvk4jBTL9cee04403JFW14zrG2x+jt3+AOoLyvwW4wbkNtyAfMaATkOS4y1NLhChtcc9fpto+T2uQBCrjaxOYaYwovWGWq+oZc00X+DpEdXfYOkJfb6gvPjPntKjYCk+/Ou9FP9OxctvfuIwAVPrpsYgJ3iF+hOkjojdcnf7U7zeUqeJab6l1h3YDmVGZYfYDtiTGEk6scqG5IJ0RnLw6S5+ntkpUqM5Pogq867ijTIuKJmESI/mRBJlv90eIzk6TcHgq0ItlcopmVeaeJfmgsFB9Ft/3pe7dV0tljv2mKfI9XJkE8ZTTPpG3giRL97hug7tE2fk1RmuoYVKOTKmTmGIK7r1ZeimUgeaW3RJtxjQfgvh937j6eBP6Qcuj7bpAS0uvjHAsOMedcGCvwkHL0WA+c33PecdWt7H8xqb/hIZr6jzK+AN1W5w2SI2N5JaYz63Yw5oo8SK2YwqpNw15w5pVnmGOxgzqkKvTpXYmZlNSNkx1x0vP9mi3ftsdfKJ0wAADSlJREFU1o/YnL3PevUB9Hf46z9w9OL/uw7+tcVr//ZPPMtEooLNMH2M12vG8hnud9Q6Y2ViHgs2jdh8A3bLJk+oTWQx9MDk0zmC0WQmaYnYeimh8J7ajsktnP3yBk/aKOGHnsfxevDZ46h/SsRIEATmSrGZrjH1RCSEwe6RNStKkkStYUwpIsHq83vRH+Z0mlDz5oQuSIrXryKYO8WIJNvWeZEOmVhK8R5PD0LUqytEVyQ9R/Uc0XNMNgzrx6hukHxOatHzn9tNXSzi3gUBB2rj+qQWao3rIXEGozFTXUmmJJGm1Shf91tf8A1C9zC0mvPNn3vePIHyG6z2V+z3nzFPnzJPL7D5NehNaGLrTG4fnJIEt0Cq4EykVMLlxwW3FtVirUHwRE49fuhLJFgJKuBWyew4kw6rjt+9Ybf9K0p/xjA8IK8fI8N7+Kvfd/RD5FHYyh2LV736327MYfh496eU+QYpM5Q9td7i/pbd9DPQ6I4ESLUjW0HZojqiZbynkXLw2hI9w/khp9w0UeEwgeTYN0lFycwWe6IgQ/iJWIGjGCnlVpCi+n++8h+8YqWN8SK6A6B6GFEGky9O+qP1l0hzpQ1m3yHQz0WprrGLEonUYM1UJ5iAKCqZPKzo80DfnTHLOeglkgb67oKcL0n5AtIFyBmltOiPJ/9sKVIL/mYcdKJNgJ69dV/eJDjHx+Js0/Y42L0IjAUL/u7oLk66K3/9p77uPqSbXzCNn1LHT6n1FfMuTB7MdigT2YXcUjBUE64Zb16tXiPaSQgfRdVmkdfcf1KbIjjNuk5net5QuYWq4BmrmXFeM84XWP6A1eVM6k79Vgawtz/yOv4F29vvU+vPqNMLfLolVQ8lNgXhlo6XoGMUF8ukOpDcYiQoLfX1uCM6+e4JwdBDc4vXOz12oJ4bjlh0VNIWfxwmq17brTiDqx9yeBsd3g+sv9QKVJzo5tI+oRYEQfsDET6GiCanfZXkzNtdRbWPOHtJLW6+dUhpRe7OI8CNDDKQuhVdv6bvVtCtWHcDSNeEfmvQNXL+H5dCteCXg0TXVduFwRyqcSpOaph7k2TEl8nnZe8LFvx9IY/+tfjNC89dMAJr/wy3l+z1r3C7wqZX4WxvO2bfg88kNzpyTJDEQGsktDcd2JEkx6HZyM1IvEmRvKDdLUkMsUwxxU0pZaD6DTXNFLlgdfHo+D6jeHnB5lum7Q+R8mPqfEUqezJKrykc0nXE0g5nwqriBlrjB6tUXIyq6egIEQyUdjq1bsaqHHNmvFXg2v4xgqHicc/9fWC8QIzvam35USEMFo3uR1o58qTHnZh56LCsLQ9MEy6KSaO6H6mFQpJMlY6p68n9BdoHg0+IxN7cX5DyOV33IAqSblpxGmIvRcbF0IeLE8WCfziOycit87IWCHpYv/rxu7WxO+3D3tJ1LfhiIBfvnzqxt99z5Bnnq2dQnjOPzxnHoNqX+TWl3EKZ6a2nQ0m5kKTgLUG+2ozXKUbbRARLpIX3x05MqTjb4ENIH52cKIUZUcFlQ5leU+sN9uYj14f/KpwYzQpWJzrfkWRHx44kE7lm1Aw1cCZcZkw8rIisJ9k5CQltkVaoBfQkvD3Y7h+2z6dpvB8bKZEwe4x8mYOAmKMvYET5xs2UOnDDLRzbq6ZjrL0LFJ8xlVgWkqja4ySEsDoq1uHeRcWXFaIdmjpUOzz1nD28RPoNfb9CtMdZoWlFypdIdwF1wGWFnC15Uwu+PLjE5MTaRNsbKzaGFB6fbN1P0whZCteCLw8HooTf/cix75C7F8jwiml6jkxXEc0yb5n3O9wmxEfEty0SqpAoSI6IW22mDmpxvKqHsQNulHGH5jCVyB7FK5zzcphV9DOdzohO8HnCRgHbI3UkMYNPsVCzKBbVK+RDi5eielorBC4hOG4Bh3bINDyccIc9mJyKVdxTT9ZIGGIl3NL9xKUygnqOCK4JM6gSlrli6ZDMiLlQPIxnRTMqHa4DSB+u6Lqm7x9GQZKBlM5JeU1OQ0R+5J7ar/Gui90ambz53aVILfjKcbTA9J8//Oz0XTxiLH4uFXvBgi8LchaOPOXtj13lGUP/XXK9JtdbpLxluv4En66ZpjfM0xtwyOr0CXpN4Yh0mCAoiIWtVLgUGZ0MJMtHIXT1aEMcR5IzJEjKUa+bIfROojRhr1GtkryQWnSGaozZtM+YGFjGa8JFKObN4NGQFASMJAe39BN118Vb0bLG+W1l7Z5/VsGhSnR3zc/dRYN6LgnoKAgVjd2ZdmijZRoJayw/yQOq69BSaThSiJyxWj9BNGjrES+/CbYfGUkd3eWinVrw9UNd7//peLqIn3QzjXjbhhh+3P8uWPBlIz/4/HVyfPsjT/aaTv8cLy9I+zfo/ooyX4HdYGyZ5Q4OY0FKMzcHw1Cik0pyGYXLFSyCNSOPsCd7DpmS+1FGFcVLoyNarTakecXkOSyKzEhuLYPKKXXC1RE0ChWlDegL4jNJuyMD0KKcHpl/iFMtiplYG4McoqnEUBLiXWP5HXZVmcgP7jB6VAdKyniKsV/qOqRbk7RDZUWfn0DakNOKlAc0b5oTxVmIfGsChkU3teCdhjgk08/R5A9UefGKeNsRtOKlSLtvwYKvHsOD6Mj8+n85XJI3W1bjG6b9VTjbT6+x8ha3azp2GHsSEyozKiWkTyZQMlgbBrbpmyNB9kvaiIKnqKj2TKOUAgXKaJS9oS4kcvhVJUU7YZKgtRszZhJFTAD2iBTmsiOnw9gumH64H0JFwo1dM2hCUwiAzQyrUDxRSg86kHKPpJ6UhjC79QGnR/KaPq1I3TldvyHlDZo7VDqqn5FXvwasWrVW9HJxSF/wzYNaK1o1TlapoO5xTpWKSwm7MxdqY+tqkqOTzIIFXwfk8neaKfAfet9/QLe6ZVi/ZR7fQnnN/uYz8NdYeYP7TUisZIfqDFVReoRwrXfmSJRPsfh1r3Q5xzGuUbaOY0PFcVecRK8dYlHAxB2vlcKE54JpaVlUFU0VRRtB3bFm3yRSMI+9lEsQJky7RvlNwVYsikuHSialjOiKvD7DdUWXN6Qc3ZOkDeIrTAeG4cExkl7SGmQI78DzLy+tc8GCrx6CipBFSZroSKh3qFeEEi4xetDCJLJkqmasniQoCxZ8XTgkPtv1//Us75PyHeI3aHofm18y7T+jzJ8x1yvUM2o7ZgxPmdwMfoVEpVKkUNyY60id7vAysqr3d17qJHFKmUnFSCYkFPXIoSoWu7CcpDld2GESGO2dxFdJtJh5CZ6+d7j0pKZ5clYIA+Idqms0DXR5g+Ye0gpZPcB1IKdNK1zrYDKyinj6tEHOl/TeBb/iKLFDjvQCOe4BzApmGopkayJ6TxQXrArS0hMWLHgXoJe/eaLb3/yZr/QJXl6SV4+Zx0fM8wvKfMVYXiPllup7Oi1kF0QLqjOVkGAVZpIUTMqRzHcYMLZY+rD3sDTjbsGvr0RnlIWa5qAQSkf1Drcu8l4ouCRqt8Kkb7ZNfRQqXSPpApE1ki8Q3dB1D0Lwmzbhik4XxIk8YDogZPTBv1uK1IJvPUwIN28PjaKJtgTtlpItCaRrzjCyFK8F7yTkIlY4/vZ73m8e0vtTfH7JuHvBdhsZY2X/Ge5bZi+ITSQMsuBdR9YV0mVSzmgf290oXmKYVqyL6BErUyQSW4d4hqRoTmwtU1WBDaTw7Et0qIyYZKR7iKRzcjeQ0hqV0EmJniOyDr2UrsMu6dBVyYBcLN3UggVH5ITkCBylJJBEFUVSByaYViQpxoDVDpEe6waWk2jBu477ZDnf/oEP3Xege4PNV5Tpp/h8Rd3dUaa3zHaN2ARVQuJEh6UTLenkbQjsXMF7nDXiBak9bsHkS5YZ9QxSQuSSnB/R6WO6vKFPBdeBSR8G26/vyXkdoz4dQNrttEY2/2Y5xxYs+EVwY7LKbBVxQ7yiHl6f9WBu5pHKbS4kBHPoj76eCxa8+5DNf4hu7OYHDndQvovPL5nvXrPbhpOH2dsItSwDqWamAv39nZee/bZc/+z3fMeTNmt8ROqVVFfgK5Az6AdWKw2yhD5A9QmDvEdOG0QdyZmBAdceVV3o6AsW/D1RxLHmspEEamp2ZqIUVyycUHESRWOUiAiysA0XfAMhF/+8Ue3/0kWu6fWGvn9BnX7GOD9nrFeMtWJyibKmv/z3n3eVn+0BdN9B5QFdqgzdiiwbxDeobsjdmrQeQgws57idI36JPlpiPBYs+CLRXfyuXH/ye679U0Ry2O3YiHnFvSDqeApNjGofMTzpKVUekC7/9gTaBQveRcjld+4RPH7kyZ6wmZ4j+5d42TPVHsnvH59/LF7nj38L5Iwse1JK5NzR5Qs0rSH1oD2y/vXlxFiw4CtAXv0aF+89QssdXkfUZlIQkMMXAICEEVZmhQ2rR//i637bCxZ8IZCLf9pyxv7Mu/VMB+ynCdX16Tlf5xtcsGDBL8b86o9cfI6d1zEq6LC01mM6gj7+neVcXrBgwYIFCxYseJfx/wAZ0fuNyRb8SAAAAABJRU5ErkJggg=="}]},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Number of letters detected {"data":{"noOfLetters":15},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1154.43,"perimeter_in_feet":96.2},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[30.79,43.13,28.34,31.2,71.81,11.2,123.18,168.03,41.82,3.34,95.15,108.04,98.98,3.86,517.46],"actualFilledAreaSum":1376.33},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":9.56},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Average character height calculated {"data":{"avgCharHeight":11.971999999999998},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":457.0,"originalHeight":264.0,"ratio":1.731060606060606},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":69.32},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"6654.87964989059\" viewBox=\"0 0 457 264\">
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","detection_approach":"light_color_detection"},{"index":7,"position":{"x":329,"y":148,"width":62,"height":48},"scaled_width":16.28,"scaled_height":12.6,"actual_filled_area":168.03,"bounding_box_area":205,"exact_perimeter":49.03,"approximate_perimeter":46.09,"convex_hull_perimeter":47.14,"perimeter_pixels":186.7106781186548,"original_contour_points":70,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.29,"compactness":0.8784,"perimeter_to_area_ratio":0.2918},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":14,"position":{"x":15,"y":3,"width":427,"height":110},"scaled_width":112.12,"scaled_height":28.88,"actual_filled_area":517.46,"bounding_box_area":3238,"exact_perimeter":313.55,"approximate_perimeter":282.86,"convex_hull_perimeter":240.6,"perimeter_pixels":1194.1219330882004,"original_contour_points":555,"approximation_points":7,"shape_analysis":{"aspect_ratio":3.88,"compactness":0.0661,"perimeter_to_area_ratio":0.6059},"image_base64":"data:image/png;base64,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"},{"id":"f92c7c70-5075-4b3c-ac21-ad0d4a0740c6","height":12.6,"width":16.28,"perimeter":49.03,"area":168.03,"image":"data:image/png;base64,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"}],"no_of_letters":15,"perimeter_of_sign":96.2,"nested_area":33.84,"occupied_area":9.56,"avg_char_height":11.971999999999998,"widthOfSign":"120","otherDimensionOfSign":69.32,"width_of_smaller_line":20},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1380,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":69.32,"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":15,"perimeter_of_sign":96.2,"nested_area":33.84,"occupied_area":9.56,"avg_char_height":"Less than 24 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\"},{\"id\":\"4c745f52-3125-4875-a314-c45482b770fb\",\"height\":28.88,\"width\":112.12,\"perimeter\":313.55,\"area\":517.46,\"image\":\"data:image\\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAa8AAAByCAYAAADkvF5EAAAABmJLR0QA\\/wD\\/AP+gvaeTAAAgAElEQVR4nOy9aXNlyXGm+bhHnHMvLnYkMrOqSFFia5mWWmqpZ1o2y0+YXzpfx6y\\/yDTTZmprkU21xEVcxFUSKZGVC3bc7ZyIcO8PcYDMIovqIlULKiseM1SikJm4APKe8173eP11aDQajUbjU4Z80l9Ao\\/FpI\\/30P3nc6cBnoIfI8X9o11Gj8THTLrpG4wOy+clf+nr1Y4JeMt8RJPR03SEy+xzIAXLwh+16ajQ+JuIn\\/QU0Gp8WxnzBav3PYP\\/MMGQkKLHbZ7HzLqKn+MVfOLaHnP5vTcQajY+YJl6NxgdkseNsl1vG4RIvSywbPnYM5QrRR6hco\\/EYv\\/j\\/nO4E9BTZ\\/UITskbjI6CJV6PxAfCrr3lafx\\/sBilXKDdY2VIMtsM1ru8yjv+EdAfszB7Tz94mdG\\/j5\\/\\/N4RB59PtNxBqND5EmXo3GByFAJ0YvhRAKi84wTZSUEQ8UBtbrF0jYIW+Oif27zOfvMNt5hzB7G7\\/5shMPgRmy+O0mZI3Gv5ImXo3GByEbpEI0kFzAt4Q8EB1UEmMe6GVNkSvcrkn5Eh8vSNt3Cd0pxGN299\\/BwwHl6r+6yyHx8I+aiDUavyZNvBqND4IrOARTcCUa4IY6qDtQiItAlkwuA+ZX+DiS8zVJX2Is8Pyc0B3T7Twm9o\\/x6y85cogc\\/LsmYo3Gr0gTr0bjAyHgEdBJyALiinqdNxEPyFgQUYI76iPmjvmIl1uQnu31OaE7wIbH2OyU2D0lxBP87M8dPaGEI+Jhayk2Gh+EJl6NxgdCAcURXBQTUATDUQEcchJcAyqCSMDVQRKQKDJQbIUN12zHcwY5QsM\\/089O6eenaPcE3f8i6eabjs7o9n6viVij8S\\/QxKvR+CCIgghFlCKCiVKCE9xQDEPowhx7TXLMC24Fs4xT6LpI8RGzDakscblmTJcwvsC7FwS7wbsj4nyPfPMXju4R99rMWKPxfjTxajQ+CAJFocj0pgYOLoaKYSgqDiji9a+oCebyqrWYMjEYotCrYL7CLVOGNWW8Zrt5CfNDZrND4s4JcX5Kvv4zl+4YDwfE2b9tQtZoTDTxajQ+CJNo5UCtuNRwMoqhUnA3shfUFZ0ELBAIKggBESeXsRo8UFwVM6P4iJeCyAZLL5DSY8MeaXNEnj0mzp+gs8cQT9lcfNld9lgcN5dio9EugkbjA7L+6f\\/rN2dfpwzfoQsvULtEGVBVKBA1ohbBBHFBfarCpLoSRQ0AE6MYZAcnoBIRLQgJd6d4z+gLLB5Cf0qcP0biIxZ7n0PCITGeQDwA3UH2msGj8dmkVV6NxgfFD+lnn2PIK6xUt6FzhTDQdcDoYIaYTKLlKAKuuBfyaKjK5LovOBkHTIWgRiwZdwcGIgPJBiytGMsZxg5l8w903SPm8yd088egj\\/CXX3ZkQWGPeNqErPHZoYlXo\\/EB6WbHmL2FsMWTIjlSckcqF5Q0suhngOEA5ohAcYOSMTOkll+IgkptK7o4qhA0oKkgDg4UyUQGzBxkxNlgmyXjcIFtzwjdCX33hG7nETI\\/JcxOGW5\\/4B4OmC+eNhFrvPG0J3mj8SuQzv\\/Ky\\/guWl5g6RnD5hlpc46Xa2YyoDaCZYSMCogl3DLihqqiqgiKa8BNMARBiciU3OEUV4o4SRQPAdOAS8SJuHcYHSYLgh4SZwd0O4dIf8zs8B3oDoE93HcJe234ufHm0p7cjcaviN38lYvfQjnHxkvS9hJPl2xufoKWJW5bYERJRBkRRtQzSnUjBgK44B6wIrjVFmQnAUxwcYqAUTAVLAgugCpIrMLnHdlnZBSkp+iM3aMnxP6Y2ewttHsK+hT8GDn6nXadN9442pO60fg18dXfOLYC20K+ZHP593i6IKdb8niN2y3itwRfExgQEsENTAgExAJuEfGImBC0qz1DqWdiJoZPbyZOFkdDQGPERUiumNfqrbiSixO7Q3YWn2M+\\/wKh\\/wJ070B8CnoINkMePW7XfOONoD2RG41\\/Jb7+nlNWkM8gX5E2F4zbc\\/L4kjye4ekS7IbIBrUR8UQwiBIJEhEP4IrcTTiLIeI1tkOsihhgQeqgNI5Ndg8XRURQVbwY5hHkGA1PCfEdQv8Wcf42Yf4Y5iegczzM0f0vtmu\\/8ammPYEbjQ8JX\\/+zU5aQbynpkpLOyMMz8vAM8vm9iJFWqG8JON1kowcopb6j4lMYld1\\/bkORGDFRMkJxw8ww93qWJsK878gZco4Yu2T2KbKL9sfo7ITd43fwsAfdEaE7BD1q52KNTy3tidtofATY+scudo2lM8rwAs8v2d7+FPI5Np7j+ZbgGwJb8Ix7qTmJOBGIFAJeL1BXXJTtWCBEpJsjGgBwt1qpOUg2zACJaJyTRBlLoGgP3S7S7yHdEf3sKd3OU7r+HVSPgENggRz9VrsfND41tCdro\\/ERY7ffdpEbbPUunl+St89J4wvKcI7na\\/ANzliDfG0k2MgMZy4OVnADc6FIwInTrwpAPfHyOgRtoYYH37UaxSlqWHBMlGQdrruIniDhlK57m\\/nsHeazp9A\\/rm+yhxy81e4LjQdPe5I2Gh8TvvquUy4gnZG3z0jb54zbl6R0TS4rTLa4benyhhkjO57oqIPLPolXlmrWuGsoBkq15ZsizOvjeMG0gGRcEq4FV6cQQOYYe+CHII+J4dGU2PGIfvc3oD8hzA6gO0AWX2j3h8aDpT05G42PGb\\/9rmPXkC7I4wVpvCLbLVfLZ2A3dOMNMd0w9yW9DATPuBhFlKyKSa2uhIxSiJbryhbZqZWXO+4FpwAF0YJLqQ+uAfMZZjOKLcD3UN2j6B6y+xSZnzDfeUQ\\/f4z2j7BwTOGQfueddq9oPCjaE7LR+ITw1Q8cW+F5ifstlzf\\/gJRL2LyE1bv04xm9rFAZcE\\/kKJhAEYVqkCeQCJ7rhRwWmAcwEHPcHfHqWISMiSFS95E5EbMevMNljoU5g84ocUHsj4j9KV3\\/hG7+Nt3O22g8pdgecbdVY42HQYuHajQ+IWT3d++FIF19y\\/eOe4K9wG56xjwiZYPYiDKSsWkhJlR1ctQNwQie7z4LTkGoZ2J107OCGxDq+ViNu8fFa2uxKh2mGzJbyJFS5vhwSAmnlJ2n+PA5Qv+UbvF5\\/PbrDvvIfstRbHyyNPFqNB4A3dEfio9\\/61iBcYnHHRAliFTRcUMBE2q8FFRxQuuQM4Z5qb\\/jAi6I1+QOkVBFahKv6mwEoVBcEKmuxl5G0BGXXBdp5i1lecNq\\/QL0EbPFz9DulH7nnSpi4Qh8F9ltg8+Nj58mXo3GA0H6fy8+\\/LkjXlPnLYMnRAqBjHucBCtgrogZ4kqwABQQp4gj5tPsmCA1rqO2C+8eyAPujhm1hSgRcYjEWplpwIFsK5xEliXGJcv1M5g9opu\\/Rbf7Dt38KbF\\/RFp9w1326BetGmt8fDTxajQeEClDKEIpBbGMq00p83XWi\\/tFl9TFl66YdyAJ8xF3cDogogRcQMVwybjnafuz4q7gsX4+6VFRJA0ohrtRSEQxTAe6MOIxkWzNMC4Z0xXD6l3i\\/Amz3VN2FqeE\\/jF5\\/S0336XfbekdjY+eJl6NxgNC+1MkvEBDT+hmWFGSKfRzTOr2ZTUnSm0PZhNc58RuhzFfE4ICu+A9BUFIILfgGyJpqtzmqEcszGuoryjiRmAkTMszTWqdVivANTYOxLhDsJFkG4pfwXhG2ewx9Ad4PGJx9Htod4Jf\\/Ren2wPfQfZ+vwlZ4yOhiVej8YCI3X+Q8uL\\/cbyaM1ygqCLi2BQYFd0QqVbhgmISSBIx3cWlp9gOOQfchdCNdJpQMh5qS9FHx4pjljAFj4rihPuvQlEHk1LPzKZBaCtbOk+oJIqMIFvEVsh4ieVzNhcrpDum7w+Js0O0e4RfftmJJ8j+\\/9JErPGh0sSr0XgDMHr6gyNcF\\/g4xzaFnI3i23o+5qAyYp5QCUgAtKBa0ziUaqEvCBBAFIi42PT5wUtdzyLiqGYco7DBTbFySdleQtgl9YfE\\/oRudkq\\/eAudv4Xffs3N5oTDVok1PhyaeDUanyrsl3y0Y3b8RehOmKcdwqqw2QyUckspCyz12HhJL4mZCF0XCEqdH5tSPIp3NeEeXhsBfVWPmRtuIMERH3GpjkWbHI4zWYPN8fGKks8owxlpOCP0L\\/HuEYuDz5Ov\\/srRfUwW9Pu\\/2YSs8WvTxKvRePDY\\/yRPQDE6CI9g\\/gXYfcR8JshmxNINefgZebNP3ryLyYrkCS8JfAApeBjroziIv5onq1mJ1RgCoFqHo829NizdUAXVjIrRlS2wxG1G9h1SuWVMF3h4SdYjSrrA+2O62SO0P2K8\\/rq77jBrLcXGr0ETr0bjoeH6Ph98reKS1weWK4We63Vg3h8w3\\/u\\/hWnwWX2LpUeU+QlpfoKmK8pwxTZdUtItaEEkosFAqYPPk6detbYbjbq2pdrtHbGC4HigtiM91BtJXhNE6tfnGWcEthTbIHrDzfk59Cd0O6fMFo\\/p5sf0\\/QG++i9uYY8w\\/1+biDU+ME28Go0Hjf2Sysve09IDIfuc4nv3H+mO\\/lBs+cJjd0CM+8zmp5DPyJtL0nDGmM7JfkGWa2CN+kCwagZRByOjkxbB\\/ZJnBK2PXV57dFGk9IgAKkTAZajnY5JRtli5wsdrCi8Z8k8pm33K\\/BCb7yLdCZurP3PTI4IsmO\\/\\/UROyxr9IE69G41PBlFEoNsnIz6PM+j1Ct3jvR\\/ee3IuA33zd8cfEnRtiuqIfX7IenrFOLyjpEsk3OAOCE8iIZHBHpOYiah0iI4hPAcCCm4BB8UAfdqvqiYMZaobLFpcRZGB\\/vkMhkcqSlF4yypyyXmCzXaQ7Zn742wQ5JsQD\\/OZLjh4ge3\\/YRKzxvjTxajQeGDUV3hERkJqSUZdO\\/tx93KehZQJCwPKI2PsJW0UO\\/uSVkC2\\/6mH+Fn1+B8vneL6A65douiWnFcWWqK8RGVEdCDIilvCSKSYoASGi2tUsRVFKyXUx5iS0IVpNtSeTveDjgEikJ9JLxH2Gp1skRbK8ZD1eo\\/GEWX8C\\/SkhPMJf\\/IUTD0F2kePfbULWuKeJV6Px4JjOs+T9nYW\\/9G8ZBP9gf0f26vnS5varHrsnqN0SywWSbhiHK0q6oORLSr7A8jXJnXkfERkh3z2G4OYUK7XFGGONVazGetzqTjGROlTtDniplZyH+j4RJxIY2Vwv8fgCuhOsf0TsH9P1T5D+FPpD\\/OabjsyQ\\/d9rItZo4tVoPGzstXah\\/JKWYZU7paBe3vf3fxk7+69MEn71d86wJM4uyeML8vCMnJ6Th2d4uWD0NcIa1TztEqubnF2EgqOdUShgGTwDuabeA+q1PqzqpgTX6Vtx8IKK4wyUskLKkjRckvScsXtJmD1C4xGz43dAd7Grr7iFXeJ+ayl+lmni1Wh8mplahx8GcvT74pdnTjwl9qfE+WM8PyUPp7ids7z9KWJLYAk+EMTqzNdkKtl6AjF02humdffKFA5sU3tTpwqsHo35tOolMLLoagVXzMk2UtJAHpfk4QqPe+T8kjA\\/IixOiPNjfPklt7hHmP\\/7JmKfQZp4NRoPktcF6eeqLfl5p+GdiAn+rxQyOT59rRL7oYud0s2fgl2ww2PMrsjDBblckcsaYTvZ4gfEDBXHJBLvbPfiUBw3B9VaePkr82T9zjJIwXJ1JwYRVAwL1EBhHXGWbG6eodt9wnBMt3NCmB0T+n38+j85uguyh+z9aROyzwhNvBqNB8cvm\\/N6\\/b78i+1DI74nofBfixz9jgD41feccsLO46eQLsjbFwx3Vvt0Tc5LKMsqWIyISDVtuIGDUe53h9U26PT9yPhKbKVAzqgqKgWXgMoWJ2M+Yn5LcKekS3J+wWa9g3YH9LNjZjtHhO6Yfu8L+O1fOrqD7LaZsTedJl6NxqeKXxIPJdXgXuTDv6Tl6FUChl9\\/x2P3hLhzzjy\\/ZEiXDMMlni7oxhcEW+OlVlFmBp5QEVxq6xBxXOsZnou98qY4BI2IdziCe8HNMBtAt7hBr0IRIXtHzhErC1J6iYwHeDwhpQzhlK7bJ1982aU\\/IrRU+zeWJl6NxgPDpxu7SW3DqTHt6dKpkgEVwbRGOun0VvdzfXiV1\\/shh3\\/wmt3+S74oN8ThGk\\/npKsfQb4ilRXFtlhZIzIQNRFUKDagtZarw87yalGmoHjW1\\/qJhpgTRVDJSBC2ORFiYBYMUyN7DR727S2JW1arFV33mNniEfPFEzo\\/pVx\\/xV0OKOwwO\\/itJmRvEE28Go0HRvJMCkZUh1TQbEQCWYXkAUMZVVHRyRBhdF4nvqJ\\/fPdn2fu\\/BGC8+ZH381vgKZQzdHuNp0usnON2TSoXZFsRY56GlxUtgpZA8A5xQVynGbEJz7gZ7mXaCq3MXOsql5JAE4FY0+89ABvErvH8jJx22a4PKfNHxPkpXf8Ejcf48m8c9pC9lqX4JtDEq9F4QKw333W7+dq0PbnOJYtPsUxT5mFRppt2LVTUrJ6ITQ6+j5v+4LdrPbX8vmMXhOGKMZ2jwzPK+Jw8zLByRRov6TwRPSOiBBRxxU1xL4g4IjaVkYLoVIepgChK3QQtKFg1c4grLhklobrGuUbKDFiQ7DllPGQMJ5geMt9+Hu1O8Yv\\/5nQnIPvI3ttNyD6lNPFqNB4S99b3+maiqNzZM14\\/73ofxyF8Mup199B7dXjYb7\\/nsT\\/F508o6YwyvqSkM9a3P0VtiZUlY9lQSCAJkQQlE4Go1aFY94iVar1HphUsMg1Bg6KYK4qCKyaG6Ii5474m5xuszCn5DOM5RfbZphfE2VNm87fp50\\/p4il++W1HdpCjf9NE7FNGE69G4wEhr4mXo9W8cDfbK\\/UsqN66X+f1RI5fLZXjo+D1rcl+8w2P\\/RX4Jf3s85R0xrh5QRpeMuZrxDYgA6qCTwPPUNuHojWp4y7VvpZhd0o+bXueHid4PSsMZIo4IkqRhLDFdI3KEk8rtvmCvD1jE39G7E+Z9af0\\/RF+\\/hWnO6TYnHjUzsY+DTTxajQeFPUcy6eqy0VxkXujA\\/JqKLhuOwZ7z632kxev15GDP35NyP67h3SGzJ4h2+eQXpLzOTktUVuBrck2ImSEQhAh3KV4eA37FffpDMymfHu9FzNKAKG2HsUpUnApmI4URrJvEL\\/Bhivy8Iy0Pab0x\\/jshNAdM9v\\/AkEP8atvO7KHHLZlmQ+ZJl6NxgMiuNUhXiZ3IYqhuNQsivtIpftVKQZ+V6E9LOH6eeTgTyVffce7xRFx8Razcs4wvmTYXmLDJcP6GepL3EbwkSgjUSLCSPBCQBAxXO\\/2iL13eSbegxtBcrXal4Sr35+J9ZIxTZgkzLeYbfDhkiE9A91n2L5L1z9lZ\\/EY5k\\/xm+867CIHv9FE7AHSxKvReEAEEk6ZqquKC9h7GoVWaw5\\/nzrrgQtYPHpltS+rr\\/os3kJcws45Mf4Y0iXjeEtOS5KvKL5GrL710QluBJzgteJUQDyDd4jNa1tRCk4iSMJKQqiZi6GrA9MwYhSyD5gpUjpM5my2\\/0TqjrDhMbP5W8TZE+gf4xdfccIBcthmxh4STbwajQeE+gZlQMiAYXK3\\/NGnM6+7Wszuher+POxTRngtBaOsvuG6eAsbzlivLxg3F5R0SUlXWLkCWZJ9i5Pqm9SfgVMdmfpaAIlIqCHAKFrXYhIoUJxQrBpFfERli4oQQofrihgihWvG1QuG9T8h3Sn97Cmz3beJ80c1vYNdjAWhJdt\\/4jTxajQeCL7+e2f8RzxfowyYbcALMYQ6AzX1E99rKLRPpXD9PGH3jye7\\/Td8r1\\/j+9ek7Tmbzbts1+9i4zkpXVNkQy9b0HouZp6h1MpKdVNFS6SGALvgFjEz3JWuC\\/dVrVHuXwCIDzV7kVzPEW0Hkxt8vGIoZ2yHn1Bkj8Xh5wj9Y\\/r5W\\/jqb51wjMxbS\\/GToolXo\\/EJ4Df\\/6FgGK9P6kAE2\\/wTpGZ4vEV\\/hjPWMxxyzWkeIl9oZ8\\/emG\\/4S4\\/ynDtmbROz67zzMDtkJB3T9CVYuydvneLoiD5cM+YZYqrkjiiFhRH1N8oxYnR8L3hGkI4SISJiWfIIgqAgidX2LiSNSUEn15yqGSsJkwG2D+SWuCzY3l2h3Sh7OmM3O0f5t7OqbLuEI2W8i9nHTxKvR+IhIq3ddZCAwgA+Q1+AbSBts9VUsb7AygBXEjfXqGvdrPL+L2QvEtwTKFFYrNQsKmWbBXmHy2rmYfzjrUT5p7s6X\\/Pa73s8fAbeU4QllPGNYnzFsz\\/Dhllw25DKiXDObbxAGrChaFCs1ocO9r4JGV80dMkVTIbhrlf4iqEqdF3MFddRHiidclkgO5HSGjS+x7QvS7Gd0sc6LzWaP8au\\/duIxMEP2Pt+E7GOgiVej8SGRlz92ZwAbcBuw7Q\\/xsqb4CmHNdn0JZY3nFZ5XlDxAGcETmLDdGCpbRK9RvSboBtEMdFN6hoJNVjt\\/ZZOXX7DLvznI\\/r99ZbVff8nD\\/DH9\\/IrFeEHaXrLZXDOub0h5BpIJAkEFD1XA3ISSHaxU271IFS5xBMGmiC1zgSJ13acKYtXZiDviCcEJMmJlxGxLTleYnFFWPyPNjondY+LObyDdEX75DadfILu\\/+4b+qzwMmng1Gr8ivvqRYwlshJKhJGCLLb+Os6rVQFqTxyVlvCXnG9w39CEjtsF9A3kLNiKU6h70jv35AWCoLnEZwEfEHStgFui1my7Z9zoK7d5h+OEtpnyIyKJmKfr6rz30S8LsFp1dE2Y35PSc7XpO4Ropk7XeEhGj6zPiTsojAa9VrIS6e3pqv7oL7hERIZigqpPRo1ZvRQp4wWVLKZnMCiu3WDojDbskPUKWPyXOHzPfPSHunuC3X3Z0D9n9oyZiHwFNvBqNfwG\\/+a4jYz2TGlfgI6y+DWWL5zUljaS8wW3DMJwDW8QSLiNuW7xsCb6p7jbNNQrJE+IZkYwIkzMuIKUKmbMChjq35SBExHV6syl94+e+zvv33lzxukMW\\/\\/G1hZlf8W62RfwLbJZPKOmCcXVJGs4Z0zWd3JJ1SxcGJBQKBfPqSMQDJvVnz5Rwfzfw7B7Qaf9YlEhHYdhukFBQzUQpmGSwDfgt2W4Yx5ekdEgZD+m2p3Q7j9H5U3z5X53umFTm9IvfbkL2IdHEq9GY8KvvOLLELYMNmG0p22\\/htkFZs1me47bByy0lr+r7lsASSqFs1jXUSYwQQNUQCqJVlEraIth03vIqaLf+v2PpBiTjbKrzTQVhVs+8CLVV6PXMRh2y3tnkX6vE3gTr4a+AHP3vk0vxR74TfwfGazw+Y7P5KXn4CTm\\/i\\/IC4xqVAUh1rYykmkbvXf08IvduTjNBXXGP9eeOIxJRyyhCkLukyVLVzjNJ1oga2Wfk7YKUDmF7Spi\\/Rdx5B+1PmR98nnHzLUd26edf\\/Gz9Q30ENPFqfOawm+97HWwtmGW8GKoryvabOLdYSqS8Iuc1ebzF8gp8Q5QRszU23mK2RXxEg9FFIWqg66fUhynOyHKheHUUOoVZrJebvBpIAnPcauTRvJvVMCQx0hQ864SppVVbWDVRA3yqxO5w9ffZrfzZQfamZPurFy7dMYvdR5BOGYd\\/IuefYeU5w+pdlCVQzxnVpxkxcVRA3ZAiOD65QAWIuNQU+xgWqAKacck4mUJN8zAx+i6ibMi2qkPW6ZI0XCCr50h8hKRz0CM0HjNcfcVD2CfIHNlrocC\\/Dk28Gm8s+fYnLmxRBvAtVlZQlpTN1yhlhZUtXjZYGXFbMm6eob6uc0E2Yl5qVFEZ636p4CiFQEa1vMoYLIZlrTNFEuoZlggalCgdKvWcyq0g5hSrlmyRKlpuhpcAaQZhB+126NzYeqF4TVVXdSDdDy+rK2USL9ephTVl+n2WkaMn90Jgy697sKd4OiPYFan\\/ZySdY+kCG8+hVCMNJNQyZEfMEQ+IBFRBphcPBUG7HUYKBSdLImvCdcB1AITeFoh1RIwQtsw8YzbgwyVl+zOWV39PmD1mZ\\/F5+t130PlTCIf4y2\\/VZPvT1lL8VWji1XgjSBc\\/8BhqCwer5022\\/iGlrMhlCb5ivT5D\\/BazFfi6micYcUu4baEs643sPqyhpptrsKk95JNw8J74pruZK6NMrSRqIsYUwmf22lyWg3pEBKIEJEx6ExSGABagRESNoF4DatUIYpAHkIL4XdtRpuzDds97P3TvTwRgfft1F5YswhNsPMO2LyjbZ\\/hwRhmvsHxLLlv2YkA01XkwfHJwDlgRHCF7xMXIUmpRJqG+aUcg4DmiVl9Q1N1jhUBCbMDZQhwoOZFXK1bbl4T+lH7nEXF2DPEYv\\/muF50R91pL8YPQxKvxqcJv\\/tbxTDVRFNwyedxi22+Q\\/QqxFVbS5PjbUtISz2vcBkpZIbZBfAsMRAzVOiTs7vfCI4RpiLW+6bSqvqYw1FFgmc5KoLYKTQvKut604NX5VNEqMq4E7WpivIObYoTJHOBgTid1g3C2keJQotewdDKOE6VMTsNXa1PEFXX9uezDxuss9quI+fgdZzyF2WOsf0renpO2l5ThBks3jGwRW+FsUKmrWkQG0IRYqYPOKJGAmxKtw+nuxxTE5DXnzKvAYDHHScQwYn7FMF6T\\/RmkHbpywLzsEWanBH4LCSeUy\\/\\/sGhbIwf\\/RROxfoIlX40Hilz\\/2ejaxAbbgW7ysyKvvU\\/KyDv1KouQtabuh5GvULlE2UDLmGStjrcLyiHhiHgXxye1HIQoEr9ntZUrN87v4pbs1G9RfzZ0o+gsfv0O93Bsx7kMI8bp+a0K8fh43QUSnGaPqHHQxYlCc2irMUnAMvJo+3OwXLlZ1RT3UpYz+5gwof1RI\\/weTueNbrvqYfr6kT0sYqu395vwfcK4xu8a5InCDSCKIETTXlrFHfIqVdIu4BcL0\\/JCuLtGUqbq+f9zJEFLyBsGJWveNmQpmz9hswbb7dPozYvc2i90TmD\\/GL\\/9\\/Rw+AQ+SwZSn+PE28Gp8oPv7IzQpSRiRtoWwhD9jmm1he15ko2w63E+0AACAASURBVABrUrolp2tSusXLGtWMM1LSiKctMzUg17BVEdSn3VfqNcTVCl6mnVBTdaUq0zFRIQamqFemKCG7fx\\/utKpK3TQa\\/No3AoGIeHhl+HPBtM4QAaQy1o8LECJBvc4TTeG7qQTc603N75Yqe0bFULe7FVb4ZK6\\/I5hiJq15+AGRvT98ZbW\\/\\/p7TjagtmXGC5XPG8TkpPcPKc0AJJoivmUmNl1Jz1ByK10DgmpI4zYNNO8bklaGmZngYWIZozINhIZMlURjIKVHKDLUlIbxk2J7Qzx8T+qdI\\/xT6J\\/jF1x09QtqizHuaeDU+NoblVx2pA6TIiLiRNj8g5Q2Stuj2Gi0bUt5Q0paSN3iZKi+2RE3VdJHW4FtECyEYvRSIjphUcwNSHX13M1R3JgYzXO6qocmdV6a9WS6ISz1buj\\/tmtqFd+uivPzCzqz3JlvE9wQO2t1OLpn+nPjUnvTaUcRwr9mFxTvEIyqRoIbJSLFVNRCITcsoX2OyzN99a+Gz7dP4tZHDuvV5OPuh7zw+wtM53fAW43BKGk4o47tYOoN8TfaR6PVMTMxRCWgAKKgKaTLM3G9+nqpjpi0AqkyVd8YYUEZcRqIkOqCXJZ6MPF4xrl5AeJd+5y3i4h3i\\/Cm6eAu7+Bs33cdkTn\\/4hc+0kDXxanzo+O333DzVmCSfWn6ypax\\/QPEt47gk25KSB0rekvMAZU1vS4JtMcuIG+YjbiNKqRFKnRI9EUNGPNWZKjeCCB6E0QxEXlvaqJhzf7OJsa\\/nTSLTKg155aKwWoGJRZDaSpwymapXQ+w1N5\\/dp1q8ErNIztPA63Qu5lo3Itcjr5rqUHDMZcoirL+6O8XmdPqIEHeIXaH4DTY4OSfECxrKe8617u5aMi1kNPz+htn41Zmd\\/s69EOTbb\\/nOzinz9Hny8IK0eQnjOT5cQ1nX9SyyRMsG05FOE6iQ3aYXK4qjBBeKTALmVuf1XMk5oHR1MD30iDgigeiO+ECyQvItVtaMds2YnyPrE2bD23g4ROIpdMeMZ99w0QXdyWczhqqJV+NfhV\\/\\/7asSRrbV7Tf8BCkDOa1J+RbKGmNDHm+r+y8vyWWF+oh7AikoI3m8wcUICqpKFIdotfrAkVxQ8fsbthfD7lp7InQx3ldCNcLWp\\/rKMXVMM26C1V4PAaktOneCKFLCJAuvWodmVaAcq2NZCH53XoXVGSBsSmvQeoB\\/1zaio4giRIorZgHTiGhE44zYz9DYoxrBZmB79H1P341Yelm\\/hpLBDJUAXvd7qb9W8UltjarbL8RGNX494n5tK\\/rwfY+zz9F1Z9h4xXDzAs+XlHSGcQ5cADdECkKh1NOtqd6ujkR9Lf3\\/7vyzVmMzokhtKbvUgI80oiGzMxPmIiRbM\\/iWcXtF4hnj8Bzpjun6J3Q7T+hmTwmzI\\/zqbxzZu68iPys08Wr8Tym333UhQdrUdp2N95Z0Vj+k5ISXDeP2oqZ650SxEcsbim3wssXZ1pUTjMxkYCYJ9QxSpqvasJhfPaiXGo3k9WIXBLMarF5fydbKKfjd7cLwUqsid8fEiKL1AB0QNUqZEhGmVIr71mBwzJUxC51E6iRqFSpzr0KlAbSeZ5kLhakFOBkwTJTQzSDM0NBjEslJMZkRZIHEHbqwC7qDhl1C3CXEBSHOiXFe44pEYKaQz7ErZxwvERYELbivKW7V8aahyrJlRLp647ThjViJ8pCQWTVJ2PU\\/epht6ea32HDGOLxL2rxLsRfg5ySugTW+3dThZ6mtXpfqXjWrtnkh1PBf03uzh5QekQ7IiDpGwvK2bgpACar0oSMwkvMWz5cM23Py+meU2SNms2P62SH0x\\/jVX7vrHqL9Z2LwuYlX4xcYN99yKyOUDWIDefiHajHPmzobNZ1JeR4oaUNJmVJWKLeI1wgkvFQHHnlK5S4EKVMQbUbIU0JfFSwTKASKyHvmbKtw1TOeMJ0fKcrrxj5xrY9piUB18rnEKTewttTcwCk1MVzqVmKZWnYuRnEnzPr66tmlWtUdXDpEewiBXIRchGJKMUUlILGj62aE2GES0H4GcUbQOcE7XHeJuovEfXZ2HgFzTBYgOyBzRDv0qLrg8vnXPZAAKPYC8V2wG5BNbT\\/ehxW9WoMi08maUO43Kzc+XPTwlUnCr37o8\\/lj4u7b5PSM7fCMcXhJSRc4l0TZoCSKjARJZN8iUhDLFFIdvZC+vvCSmp8ohHoWi2NS7h9XKASvw\\/AqhaAZ94T5iJQlbC\\/IZYGPO2Q9hHQB\\/SnznQN89d+dsEDm\\/+6NFbEmXp9hyu33HSuTiWCN6yVwS95+m5IHLK2wcYmXLWIbbFghtoW8RWxArZ5FeTHUVyC3CENN7a5TSPczUuLUGKTXjpIqdcl9EcVVMNX3nN3cX3mS71dZ3NvZoY4G+3RelWwSrzpPXNt8huDVch5Cza8TmQTNwQtlWolh\\/XRGZUI2Ae9BekLYRcKCkYDrDKdHZUYMO8Ruh66bQ5xBmCPdnNj1iNY\\/47qDxj2Ie8AcfEbY+833vaHER38ivvwHR0ZEDoFFzd6bEtBrdFT9q3f2+ro1+I29Pz045Kiejfnqxx7s8+h4hQwXWHqBrX8M5YycbknlBimryTTkqBY6mZ6LNhLdarKK2bTBOVN0AMn1yrH67y2uKBE1qRFgljAybrdQlJyhiDDqLtnOoD\\/Fygmz+TFdd4Tf\\/mdHDpC9\\/\\/jGPUmaeH1G8Ou\\/dWRKnyh1L5Ev\\/55SCiWPGGuy\\/RRjSbEBL9V+bpPjT30LJSG2RW2s9m2FGKQmQUgCu0YYXw1nltoKk2kGqVqHZer5v3dmSiahC\\/7z1YO\\/VlHcvX+XflCrqrvWYgh6X5uYO+XO2SeCSyRIoAiY1Y8XB\\/d4v8gxsQCJeOwQeqBHwwIP+4gumMkuqnt03T6x30d1F7QHDzgd0u\\/h2iFhhhz8eq94Ze+L4tdfd6cH6gbg9\\/w0JtWuazz0\\/oSl8fEiu69egKTlj139At99TB5+xmZ9xmZbqzHxG+BmClveEO4SWLzuBnAZEbszA70607zrKHDXeQA0Z1xrN8ExLBhhSnVRlpCMbC9ZpV02YZ++P6GbndLPnlKu\\/tw1nOBygO69GQaPJl5vGL78Zj0iti1159QGbIDx+wzr67q5N4+UvAXLlJLqmZUtMT8H3eBeUyfEE8Ez4gNCYdYrWKpnLV5Qqj3d8fvBX7kbzvUaj+Tu90O\\/IQTEBZ+SJaYTp\\/pfoToK78TrdcGaPmb6SrwqNs1UWQ2x1a42I13IxcnuOIqGGRIiyZTigVKNy0iM960\\/1Tmme7ju0MUdgvZo2EF0gYYFonuEUMVL4h7EHdAFsvcHH\\/6NQKoppJatuY5Qe7lfoFik9ktd7oYC9LMWJv+g6PZ+U8brn3i30xPiCRqv6WbnpPGcnM+wdA52TR4vcTa4J4qPBDJRHAm5dhumYfO72C99rbtQqcYlV0fCJHiTkaiXEZczpNxQUmT0OSUckvoTys45sX\\/MYv83ED3Gl1+rBo9P+bLMJl6fUvz2O9NBTnWjYWvIt9jqB1gZsLwhp9W0U2oNtiGlVRW1MkxJE1Yt58VwH4h+F2\\/kiHrt1Wu9SERL9VZgmOepbTe1srzU6oeeQg9TxFJ9R6Y24l2SxKtXkvWG+0qIwF5VXtNgsE8GLqMe9Pi0vl1E8MmB59SMubVXZ59LJAfHSsSlR8Mc6XYw63E6nBnEORrnxG5O382RMKf4LhrmdHEHDX2toKS2A2GOHPyfH8\\/FLtSgXfLk4px+JU\\/fc7gP8TBibRu2dI1PlNdnrvzm77xbfA7KNWn7ku3mOTa8ZCjPwW6BFfgKlwFjJDIJUZkMSvdiZVMQ893QmIHKdN3Uf3OrU+sYTudbgoy4BDJT92RYM+QVg54xbi7QeEI\\/OyX2j7DLL7nEfWT\\/07kss4nXAydtvuX4SGCsT2RbQ97iw7ewvCGlgZK2WBmqUNlIyRtyqaLlXlt+6luCJtRHdKqkghREJgdeMTrvX63ZKDb1L+pgrxnknCeTQBUO1TiduVQzgfus7kiCaVbKqzmCWkmVMkwHXlb3KsF9JSXOlFZwR\\/08Nbmgmwo0raI5xSrV7MGAq1CIbAkQ5oQ4B+3AelzmEHYh7hN1D9ddVBeT428HjQt0MmX00k2JFwE5+uNP7IK2ad2Gk6eg4FLfF8OmGTWbTgvl3p7dBOyhIAe\\/\\/0rILr\\/pnTyB2RWpe46XSyydUdIF5GvMlhgDwR0pVq8ZMkiq57yk+v7UZfBpUaaXniId5op5D5IJtiSGDCJ0JIo5uWRyHjGWbFYXaHdENzuhn58y2zmhnx3iN3\\/mxBNk8aefKhFr4vWAKMtv+\\/0mXh9qi2\\/1o2qWYMt2dQZlPf3eFrEtpYxYHrEyEFUxz3gZEEsouWayyUiIuRotpl1GeManGSEvGbFACIc11XxKTy\\/T2VB15EGn8d7CKxJwidVKbmBFCKG\\/j0IyL\\/VEyu8Ge\\/PUG6xidf\\/Y09CvoDWqyeJUpU2J6V6dg+4BI06Nkw6RUC3GEhCEJDOsOyDMD+jmu8SwUyssmVfThC4g7E3CtV8rL5nj3tEffO5BXbR3\\/3Z3609sEm4m96Vh9Wbn1QBgUn82jYeHHNeqplZj70C6wDfP2W7OyJsXpHTDYCuibelYo2xR0hQZZqBlGpivIyC4TNcAYIowJ9AjUgheuypMO8bECiqFnoJrIcqA24CMK0o5Zxj3KP0+3WwXiY+w9V965gBsRr\\/38LMU2zP+E8Avvuf11dTUDrJpZur6x5A3UDY1CT0tMVvivkFYIukat00Nq\\/UBbEuQRBQniGPp1SqP+1aDTX3x8vpZ0Z2DrX5E1UCVMUwuQRfc9X6WSUSJoqSx1Pii0NWhWaAUp1i9kVq5ndIC5L7tJ2J4mIJJvdri3Ut9XOrKENWIiGAlorHDNWBFyUUpFtG4QOIuuQSQHmSGhJ4Q54SuJ3Q9UQ\\/Y7d\\/B2APtiLFHw4wQZ6D9R3M29REhYgQvBK9neWY9LnWpZVRnhkEZMC8UMVwiJYRpcLrxELmrxvz2713632Bnb0UabmBzxbBdkfJzPP8I8nMsbwDoQ+1uqAesDAS8enO9I0hPDHPwDiuhJrHEbkoMVgJO0HodmhSwFc6AlRU5XWBUYxFxjnU9Fg8gPUNmT+hnT\\/Hllxx9BGUf2X\\/nQV47Tbw+YvzmR15bZAOUTY2XGf4OyoqS1pRcs\\/zIAzM3pGSsbCk2YLauZgu2IAOdJpyh2mV9RLy+Oq\\/tM58CZF\\/PCJL3\\/u\\/U7qtf2C+OtKZiyJ2bzf0+kDYgZAyJAczIebz\\/PREhaCQGp9gwFQhT\\/FHhfvjWJYDWysxcyNPX5aZTDyxipUPDgi7MIfZY6BDmeFhAt8v+4giTeTVSTO1BDRE01tkpTnAWxOPfeZAX2wfGa2KGcJd4H3Dvaj06pczr1Go1wv3MV0uHevjI\\/r+ZROynLnpC322RnQHxJzBEyrDHuLqkjLeMZU3HQMecoOP\\/aO\\/cehzJkvv+izgnM0nWpW8z0z3etWTZsCHbsgFLsAHD+rr6CH4yDPnB8IMMC7IszXp2tbvS7koz05fq7rqQzMxzIvwQh2TNWlpppbn07OQfKBSbZLPYXZkZjIj\\/BdEajis1NIhSwtHGLQVZyhW3rukiayN8GMkPDOCZ6kJCmp6yj+w46RB\\/y+2rV2j\\/HlP\\/lK7\\/kNR\\/B+0+wF597J43pAf\\/+J06r5bi9QXBrn\\/mInfALlh8toMyMe8+Ar9DfMu4e4XbDV5vcb\\/G\\/Q6ve0qNGI\\/JNNyqW2y82GGk5i3EMEVRqY5bh9IFXVok1PltTv7zHndy77J2n4p+XyvljUKOSBA0OGmlRMKXzZkak9CC\\/QYhCE6CqKKUGHG5NhumxuqTjMuAWaaQce9xybGXktxEmiu6\\/gk5X9J3G1K3goNOKq0gbch5A7oKAkUakAf\\/8p06mRYs+LtCLk6j6nL9sasLsuko+2fQvWHcvsLLa6xeM9s1ZjeUuo3dtUSidlJHfELbTjrZGhjifCa1Uf3hfK9HRqqg8YGSGbM5pDJ1YrZbKFum8ZrUvaHrXpNXTxnW7yHyCN\\/+kVd68ubdmGIsxeuXhF\\/\\/JOZzPjdL8opZwccfs5+eAzdYKZS6x+YttWxx2wI75v2bpvXYobonpxHRQicFSZVqQYhoKRlICo1UBCIqVts0ztOJtHAQhbjiGp569Z7b+MFbTY5O18H2k3tFTJuBbYcc91L14AvohkoQJczDvSJ1Gp\\/WJPRW7s7sjvtAbLIy1YTqHbDCfY1LkCPQFZI25HTWBL0rkg4ga5I+JumG3K1DP6U96AC6jr\\/3N4h7Fyz4JiNfhieh73\\/gufuA89Ut64u31PEV8\\/4F8+5TbH7JvHtBJx2uO\\/o0o1JRKtVmtJESj4SrNpg\\/7ZjD9QbRpgxMLXw14V4xL2y6DueG4pU67hjna6b5M+b5CdJd0k+P0fwAe\\/vfXfIj5Ozrde9YitcvgN987PgEPsXYzyaYP8LLnlK2WNlT5j3zPDad1GtctmEYawVKwWsrdGb0GtR2YUIFtOQoJaY4c7T7UmLc1z4xiZeQOmG4SIul554+qomAJbVx3eePJ5PmNn7ossRaNTvFNuBE5IZKG\\/tlsFbAXDEXVLSJfQ9xI9Jo8u3n0FFsBawR7SD1ZImOKb7O6c+etE7qAs1rJJ+h3RDFK0XBwzNy8VtLkVrwrYOsQnc17T71NOxI67fk\\/XPy8B7Mz5n652i9wspr5nodnZjsW5YcYZ924J76fUF\\/dGBuFpcWFUJtmduIMaNS6HykskfqHuyG4q+p84o6brB0Ttk\\/Rvsn2PAhq+FD\\/NUfOPII\\/BJ58vQrP2eX4tXg1z9w5A2whTqFGHf3EVaDIOE2sru9wnwHdY9ZuE2EAe2M+YjoDciMupKbJZIKwaLTCLSIsV857jQwx1pLlTOIpjYqDA1TZB6Gb10+FLV2mBwVU0JzN0\\/HonZQ6B9o1Xove0o5poCc\\/j5BQa8t26pKwl1aN5fauC9RHMxTFDTNSMohPtYzhtVTVC7JfThTkHskn0HXClg+i7GGrjHpSRe\\/uRSpBQt+Dv362b2R4vd8PVyCPWP94Ar2zxlvPmG3\\/ZQ6vQHbIUxkKirhuCFHDSVH5w4XPzF7PZGaFCWuM4mE4+OOJEHgSswUGanc4jZQ5Q3z3Stk\\/xzLrxjTp+T8jKF7Rjd8gF99z8uwojv7ja\\/snP5WFS+\\/+ShYfj4GEcIKbhNeZur2D\\/HyArdbapkoNbKmvO5xG1EZ2d2+Bp3DHikVOnE6rUhqoYJ1DrbdPQ1SkhDURg2qzXGiLd5FSCpxYLljDmKxPzr41bkZ7qeidECMEk8pvy4V0cOMWw9PinGigB0smRCq31fvNwd1UYzUjGgzTsZSwr1HdMB1QGWN0JOkJ+mApiGiPVKP6iX96rugZ5B7yF2M\\/URBB+Ti2xXXsGDBF4F8XzO2\\/UOne58hPSWvXzGOQeyo8x6vbxjnT0l617qpFPvvFs8DhmhqbEVF\\/bBHb6J\\/T7gPqIZIxVKEalYBSzuqjIzzNe63WLnF\\/AWFTyjdEzarJ8j8kNQ9Zdr9N096Thq+fC\\/FX9ni5Tc\\/9KCijyBjfN\\/\\/qP25dU\\/TLeO0ZRojY6rTPW476jyHyNfm5og+k6Ry3jvOiNoEUslqzc08NBgH93NvB8ZB8+QWQt0hd5gfxn929K0Td8w8bGE0RX5V0lNL5Af\\/pCBIRH5UvGZtIYTmFnG6h7Fgc7Q47MaqJGg6Kcgg2sIND0avPSZhRBtFJ4P3uK4RWUPasF4\\/octndN0FaTiPTkqH5lO4BjsDWSOP3i1W0oIFvwqQzW\\/HJeb2\\/3i63LOZb7DdG7a3rynjp+zKTJIcLjkyIfSo7JEmdE8i4d5RW0CrG9hEOjKHD+XASDUSIFxq816E\\/rBMl4rJDitvqfUFu3KOTOd4eYysHrFafYBf\\/xdHniAXv\\/2lXQt+JYqX33zmlB3kiIvHJpj+Ep9vmaZrarmBesd2+xL1Le534Dus7vHmAejUY7CgAhlrXn2GUhEvRNyUoeZ4i\\/0Ia6Rg3iXtWrBcFDBvJpyqGmw9r+jR8fww0AuzVVWNfSoRlXDwB4QoXNJy4N3rKXDRazOVjedYVYQelxD5Vk\\/B5kuxh5ot48fuqkN0hYuimjHpmeeBlM7o1xtWq0uG\\/gL6U3wHeg4+AAMmK9LFuy9kXLDgVw1yfrJzqq\\/\\/xDfrgsoV45tz6vwJu7trxv1b3G5JsqdPkfbs8xhpELWQPATMKafG7kowH7zYpJnu1AhhTZCTkjWF+YDtqEwkyTjXuCl137Pbr9DhMb76AFb\\/iH74Dv7i9538BPQhcs9C64vAN6p4+e1Hjk1QphMN1Cps\\/xjKjv3+DV53lHnPNG+xugfftZiOkeRbVMbYa1nrxqTpJ9zDkaGZHdEYeeEeZsfk3oPxrIqiIi0MsD3\\/EMUjgmGnwbM3Sx87\\/e78c9GBQS+01sZXwKs0l4rTa0RGomJizdsvBMHeknwTG4QhtD8eI4JKap5+a6p0FO\\/CXoYVOa3oV+d0qzU5X5D792M0mKK4IT1GJp1\\/s2xjFiz4tiA9CnLTeP2nPjxWKB+SNtfk\\/Rum3Uvm8Yq78Qqf3\\/JgvSHJFtGx2cRVqG1nb5DTZUxcGkW5I4TvkhRRpVZDGvNYpLawzR2Ih8OLb2AcsXHL9vYNU\\/eypT4\\/Q\\/rH+NX\\/9FgrbJDzf\\/IPvqa8k8Vr3H\\/s4jMwIXUf\\/9GM1PEjrNyF80SN0V+Z95RpS5n3ZAG3Qp0nqk1gBZUCOiNiYY0kM8rcQhIjRydo4xqmsy1fiiNrJ26rQzULkoSEO7oc91mHZMOWnHp0VfeW5BuVqVZvj9OKT2MHHRiCqaX2HjKbfAAVRDOoUM2aIDU6tnoYT4qBr5l3D0hyEd5+uUNyj2oY0JI2PLx8gnQbUrcJEkUe4mAlhz8aD0mbb7jAd8GCbyGGFsHjd9\\/zIY9062vK2Uv2288Y7z5hHl+wr69J3pH9lg4P66gcLvWYM\\/vYRozhfOOHxbgDNSEebh\\/SViSutWlEHaWgZYe5UetE8RuKvGLu\\/4pufA\\/tH9BffIB0D9H1e\\/juj9zlMbr6+3djX3vx8tufNKbCnlpfYdxhd39Gbc7oZlvEwlx2u30J9bb5+0XKr9seKyNWKqnrUZSc5ahjcuY22604c2P51UPIO3jbGUncd78fkrbs1GYGm3NqRIdmwtTaa3FvTud9+5mGUzGpsfc6rJayHEd+94vQgWKRNHRSuFJMMROcTCiweqZaQ9wrCVLYNElKrfhtOFs9RdMD+mETkfTdCvIKurMQ9haFbh2jwG6NpF\\/9qPAFC75NkLNmQ7X9mff9+3Srp6zPnlHnl9xd\\/xSZXzGPL5jmK5LfMaeRLhVSJ9RwbyOFqBPUEJNmMVdJDDGX8tidWfvQr00vo9UQmXFVCjtM5hgx7l8zTQO76QFpeEwen9Gvn5H6D6nXf+ykh6SzX76IfaXFy68\\/DoGvNc2Uz3D3w\\/D28zt2dz8Fv8PqRKl7aoksKvctwp5pvEZkJMtEkonUGSkZmmNPNW7nY+rsgUbu7o2x5+ScG1WUNmrTYwActEBF7rH1PvddgkTR3CPC80\\/auNGbyiIjLSvKJUoY6niakRS3TQyXiqmdfC\\/EqNZRW6ihW6KQqN5RbQV1g9gaSedoCkf0rrug7zd0\\/To8znIfab26gpQb6SLUH3L5b5citWDBtwiy+W4k3d382KU\\/o+ve49HqKXW+Yrz7hGn3GWV6RZ1v2NkWmUdWvaMyUb2gGo72mlp4rAXzmSNrWVED0xMvXwk9qKiT1ai+p9g+DL5dse0L5vmCMn5K2X5A7p7SrZ8yDB\\/gb\\/+Hk\\/pfKvH5Cy9e\\/vYvmiq2RJGqeyjbMJO9\\/T5uW2wKdl9kTu0odYa6RblGfR9hh1bJPuNMqFSQmSFXVCb8EA9SI+tIJUZv6z7htVBrpXgUKdVMaoQJGoGiBck38a+2YlY46XtbAWsml4fihtmptInGL+4YRwG10d9FPPo6aexBESwpYxmDMKEJtxQisEarNzrcLhA5I+Ue1Q1JztB0QUqXiJwxrB7jctaes0Z0HR2VdqDhwJEeL5T0BQsWBPTipLvyu++59m\\/Iwwes5teU\\/RW73Sum3Rvm8YrEW6Q2I3AxkgidOkYN42\\/RphF17qccxHDJ2l2G24RZNA0iTlYnJSjsqbbDxhum6YqSnjNvf0pdvYf2j1g9+XX89r86rJDz\\/\\/S3Xsf+wcXLr37kZgXY4+Uttvt+vPnG5LO6RfwOfM+0u8LtNnKm7BazPdieWkakTmz6Aa3B0vNGBRf1VpycpErFIoLDlGoVM2Vu5hBnqwFTa2mkzUEipRDRijDN8+l9t9c8JdAq7npach0fOHVfpbHQvWUqiX5+Z+U2gnrz6gtShqOo9kEGcUA6xEI7pTRyBB3OCukv0LSi7zbkbkPK59CdR0eVNpA3YH2MES++OjHgggULvvk4jBTL9cee04403JFW14zrG2x+jt3+AOoLyvwW4wbkNtyAfMaATkOS4y1NLhChtcc9fpto+T2uQBCrjaxOYaYwovWGWq+oZc00X+DpEdXfYOkJfb6gvPjPntKjYCk+\\/Ou9FP9OxctvfuIwAVPrpsYgJ3iF+hOkjojdcnf7U7zeUqeJab6l1h3YDmVGZYfYDtiTGEk6scqG5IJ0RnLw6S5+ntkpUqM5Pogq867ijTIuKJmESI\\/mRBJlv90eIzk6TcHgq0ItlcopmVeaeJfmgsFB9Ft\\/3pe7dV0tljv2mKfI9XJkE8ZTTPpG3giRL97hug7tE2fk1RmuoYVKOTKmTmGIK7r1ZeimUgeaW3RJtxjQfgvh937j6eBP6Qcuj7bpAS0uvjHAsOMedcGCvwkHL0WA+c33PecdWt7H8xqb\\/hIZr6jzK+AN1W5w2SI2N5JaYz63Yw5oo8SK2YwqpNw15w5pVnmGOxgzqkKvTpXYmZlNSNkx1x0vP9mi3ftsdfKJ0wAADSlJREFU1o\\/YnL3PevUB9Hf46z9w9OL\\/uw7+tcVr\\/\\/ZPPMtEooLNMH2M12vG8hnud9Q6Y2ViHgs2jdh8A3bLJk+oTWQx9MDk0zmC0WQmaYnYeimh8J7ajsktnP3yBk\\/aKOGHnsfxevDZ46h\\/SsRIEATmSrGZrjH1RCSEwe6RNStKkkStYUwpIsHq83vRH+Z0mlDz5oQuSIrXryKYO8WIJNvWeZEOmVhK8R5PD0LUqytEVyQ9R\\/Uc0XNMNgzrx6hukHxOatHzn9tNXSzi3gUBB2rj+qQWao3rIXEGozFTXUmmJJGm1Shf91tf8A1C9zC0mvPNn3vePIHyG6z2V+z3nzFPnzJPL7D5NehNaGLrTG4fnJIEt0Cq4EykVMLlxwW3FtVirUHwRE49fuhLJFgJKuBWyew4kw6rjt+9Ybf9K0p\\/xjA8IK8fI8N7+Kvfd\\/RD5FHYyh2LV736327MYfh496eU+QYpM5Q9td7i\\/pbd9DPQ6I4ESLUjW0HZojqiZbynkXLw2hI9w\\/khp9w0UeEwgeTYN0lFycwWe6IgQ\\/iJWIGjGCnlVpCi+n++8h+8YqWN8SK6A6B6GFEGky9O+qP1l0hzpQ1m3yHQz0WprrGLEonUYM1UJ5iAKCqZPKzo80DfnTHLOeglkgb67oKcL0n5AtIFyBmltOiPJ\\/9sKVIL\\/mYcdKJNgJ69dV\\/eJDjHx+Js0\\/Y42L0IjAUL\\/u7oLk66K3\\/9p77uPqSbXzCNn1LHT6n1FfMuTB7MdigT2YXcUjBUE64Zb16tXiPaSQgfRdVmkdfcf1KbIjjNuk5net5QuYWq4BmrmXFeM84XWP6A1eVM6k79Vgawtz\\/yOv4F29vvU+vPqNMLfLolVQ8lNgXhlo6XoGMUF8ukOpDcYiQoLfX1uCM6+e4JwdBDc4vXOz12oJ4bjlh0VNIWfxwmq17brTiDqx9yeBsd3g+sv9QKVJzo5tI+oRYEQfsDET6GiCanfZXkzNtdRbWPOHtJLW6+dUhpRe7OI8CNDDKQuhVdv6bvVtCtWHcDSNeEfmvQNXL+H5dCteCXg0TXVduFwRyqcSpOaph7k2TEl8nnZe8LFvx9IY\\/+tfjNC89dMAJr\\/wy3l+z1r3C7wqZX4WxvO2bfg88kNzpyTJDEQGsktDcd2JEkx6HZyM1IvEmRvKDdLUkMsUwxxU0pZaD6DTXNFLlgdfHo+D6jeHnB5lum7Q+R8mPqfEUqezJKrykc0nXE0g5nwqriBlrjB6tUXIyq6egIEQyUdjq1bsaqHHNmvFXg2v4xgqHicc\\/9fWC8QIzvam35USEMFo3uR1o58qTHnZh56LCsLQ9MEy6KSaO6H6mFQpJMlY6p68n9BdoHg0+IxN7cX5DyOV33IAqSblpxGmIvRcbF0IeLE8WCfziOycit87IWCHpYv\\/rxu7WxO+3D3tJ1LfhiIBfvnzqxt99z5Bnnq2dQnjOPzxnHoNqX+TWl3EKZ6a2nQ0m5kKTgLUG+2ozXKUbbRARLpIX3x05MqTjb4ENIH52cKIUZUcFlQ5leU+sN9uYj14f\\/KpwYzQpWJzrfkWRHx44kE7lm1Aw1cCZcZkw8rIisJ9k5CQltkVaoBfQkvD3Y7h+2z6dpvB8bKZEwe4x8mYOAmKMvYET5xs2UOnDDLRzbq6ZjrL0LFJ8xlVgWkqja4ySEsDoq1uHeRcWXFaIdmjpUOzz1nD28RPoNfb9CtMdZoWlFypdIdwF1wGWFnC15Uwu+PLjE5MTaRNsbKzaGFB6fbN1P0whZCteCLw8HooTf\\/cix75C7F8jwiml6jkxXEc0yb5n3O9wmxEfEty0SqpAoSI6IW22mDmpxvKqHsQNulHGH5jCVyB7FK5zzcphV9DOdzohO8HnCRgHbI3UkMYNPsVCzKBbVK+RDi5eielorBC4hOG4Bh3bINDyccIc9mJyKVdxTT9ZIGGIl3NL9xKUygnqOCK4JM6gSlrli6ZDMiLlQPIxnRTMqHa4DSB+u6Lqm7x9GQZKBlM5JeU1OQ0R+5J7ar\\/Gui90ambz53aVILfjKcbTA9J8\\/\\/Oz0XTxiLH4uFXvBgi8LchaOPOXtj13lGUP\\/XXK9JtdbpLxluv4En66ZpjfM0xtwyOr0CXpN4Yh0mCAoiIWtVLgUGZ0MJMtHIXT1aEMcR5IzJEjKUa+bIfROojRhr1GtkryQWnSGaozZtM+YGFjGa8JFKObN4NGQFASMJAe39BN118Vb0bLG+W1l7Z5\\/VsGhSnR3zc\\/dRYN6LgnoKAgVjd2ZdmijZRoJayw\\/yQOq69BSaThSiJyxWj9BNGjrES+\\/CbYfGUkd3eWinVrw9UNd7\\/\\/peLqIn3QzjXjbhhh+3P8uWPBlIz\\/4\\/HVyfPsjT\\/aaTv8cLy9I+zfo\\/ooyX4HdYGyZ5Q4OY0FKMzcHw1Cik0pyGYXLFSyCNSOPsCd7DpmS+1FGFcVLoyNarTakecXkOSyKzEhuLYPKKXXC1RE0ChWlDegL4jNJuyMD0KKcHpl\\/iFMtiplYG4McoqnEUBLiXWP5HXZVmcgP7jB6VAdKyniKsV\\/qOqRbk7RDZUWfn0DakNOKlAc0b5oTxVmIfGsChkU3teCdhjgk08\\/R5A9UefGKeNsRtOKlSLtvwYKvHsOD6Mj8+n85XJI3W1bjG6b9VTjbT6+x8ha3azp2GHsSEyozKiWkTyZQMlgbBrbpmyNB9kvaiIKnqKj2TKOUAgXKaJS9oS4kcvhVJUU7YZKgtRszZhJFTAD2iBTmsiOnw9gumH64H0JFwo1dM2hCUwiAzQyrUDxRSg86kHKPpJ6UhjC79QGnR\\/KaPq1I3TldvyHlDZo7VDqqn5FXvwasWrVW9HJxSF\\/wzYNaK1o1TlapoO5xTpWKSwm7MxdqY+tqkqOTzIIFXwfk8neaKfAfet9\\/QLe6ZVi\\/ZR7fQnnN\\/uYz8NdYeYP7TUisZIfqDFVReoRwrXfmSJRPsfh1r3Q5xzGuUbaOY0PFcVecRK8dYlHAxB2vlcKE54JpaVlUFU0VRRtB3bFm3yRSMI+9lEsQJky7RvlNwVYsikuHSialjOiKvD7DdUWXN6Qc3ZOkDeIrTAeG4cExkl7SGmQI78DzLy+tc8GCrx6CipBFSZroSKh3qFeEEi4xetDCJLJkqmasniQoCxZ8XTgkPtv1\\/\\/Us75PyHeI3aHofm18y7T+jzJ8x1yvUM2o7ZgxPmdwMfoVEpVKkUNyY60id7vAysqr3d17qJHFKmUnFSCYkFPXIoSoWu7CcpDld2GESGO2dxFdJtJh5CZ6+d7j0pKZ5clYIA+Idqms0DXR5g+Ye0gpZPcB1IKdNK1zrYDKyinj6tEHOl\\/TeBb\\/iKLFDjvQCOe4BzApmGopkayJ6TxQXrArS0hMWLHgXoJe\\/eaLb3\\/yZr\\/QJXl6SV4+Zx0fM8wvKfMVYXiPllup7Oi1kF0QLqjOVkGAVZpIUTMqRzHcYMLZY+rD3sDTjbsGvr0RnlIWa5qAQSkf1Drcu8l4ouCRqt8Kkb7ZNfRQqXSPpApE1ki8Q3dB1D0Lwmzbhik4XxIk8YDogZPTBv1uK1IJvPUwIN28PjaKJtgTtlpItCaRrzjCyFK8F7yTkIlY4\\/vZ73m8e0vtTfH7JuHvBdhsZY2X\\/Ge5bZi+ITSQMsuBdR9YV0mVSzmgf290oXmKYVqyL6BErUyQSW4d4hqRoTmwtU1WBDaTw7Et0qIyYZKR7iKRzcjeQ0hqV0EmJniOyDr2UrsMu6dBVyYBcLN3UggVH5ITkCBylJJBEFUVSByaYViQpxoDVDpEe6waWk2jBu477ZDnf\\/oEP3Xege4PNV5Tpp\\/h8Rd3dUaa3zHaN2ARVQuJEh6UTLenkbQjsXMF7nDXiBak9bsHkS5YZ9QxSQuSSnB\\/R6WO6vKFPBdeBSR8G26\\/vyXkdoz4dQNrttEY2\\/2Y5xxYs+EVwY7LKbBVxQ7yiHl6f9WBu5pHKbS4kBHPoj76eCxa8+5DNf4hu7OYHDndQvovPL5nvXrPbhpOH2dsItSwDqWamAv39nZee\\/bZc\\/+z3fMeTNmt8ROqVVFfgK5Az6AdWKw2yhD5A9QmDvEdOG0QdyZmBAdceVV3o6AsW\\/D1RxLHmspEEamp2ZqIUVyycUHESRWOUiAiysA0XfAMhF\\/+8Ue3\\/0kWu6fWGvn9BnX7GOD9nrFeMtWJyibKmv\\/z3n3eVn+0BdN9B5QFdqgzdiiwbxDeobsjdmrQeQgws57idI36JPlpiPBYs+CLRXfyuXH\\/ye679U0Ry2O3YiHnFvSDqeApNjGofMTzpKVUekC7\\/9gTaBQveRcjld+4RPH7kyZ6wmZ4j+5d42TPVHsnvH59\\/LF7nj38L5Iwse1JK5NzR5Qs0rSH1oD2y\\/vXlxFiw4CtAXv0aF+89QssdXkfUZlIQkMMXAICEEVZmhQ2rR\\/\\/i637bCxZ8IZCLf9pyxv7Mu\\/VMB+ynCdX16Tlf5xtcsGDBL8b86o9cfI6d1zEq6LC01mM6gj7+neVcXrBgwYIFCxYseJfx\\/wAZ0fuNyRb8SAAAAABJRU5ErkJggg==\"}]","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":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":69.32,"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":15,"perimeter_of_sign":96.2,"nested_area":33.84,"occupied_area":9.56,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":69.32,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1380}},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"4.80868"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"97.8937056"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"3.0303"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"21.336198"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":8.365},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":131.6876832},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"2.7072"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"129.30264"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"2.025"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"10.4475"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.005824382845600001},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":5.824382845600001},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00046259150166666675},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.46259150166666674},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.004412411246666668},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":4.412411246666667},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0090685757066667"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"9.0685757066667"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00440126764"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"4.40126764"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0058931048"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"5.8931048"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00047021098666667"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.47021098666667"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":6.106508945453342},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":25.380000000000003},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"25.7184"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"5.8172158288996"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":504.32678047272003,"totalDenseWeight_before_formula":53.98032837362686},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":554.7594585199921},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":15,"totalDenseWeight":59.37836121098955},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":15,"sign_depth":"1"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":7.35,"height":9.19,"depth":"1"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":10.24,"height":9.19,"depth":"1"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":8.4,"height":9.19,"depth":"1"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":7.61,"height":9.72,"depth":"1"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":9.72,"height":9.72,"depth":"1"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":4.73,"height":2.89,"depth":"1"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":13.13,"height":12.6,"depth":"1"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":16.28,"height":12.6,"depth":"1"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":3.68,"height":12.6,"depth":"1"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":13.39,"height":12.6,"depth":"1"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":10.5,"height":12.6,"depth":"1"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":12.6,"height":12.6,"depth":"1"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":13.92,"height":12.6,"depth":"1"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":12.87,"height":12.6,"depth":"1"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-15","width":112.12,"height":28.88,"depth":"1"},"timestamp":"2026-04-03 10:12:52"} 
[2026-04-03 10:12:53] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775211173_a1c71114016a166494839b12e2aafa0e","bins_packed":[{"bin_data":{"w":112.42,"h":29.18,"d":2.6,"id":"unique","used_space":76.2928,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":29.18,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/9e76f9b09a50af23d78e8964bf04c9ae/1775211173-4161-4585493.svg","items":[{"id":"item-15","w":112.42,"h":29.18,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/9e76f9b09a50af23d78e8964bf04c9ae/1775211173-4149-1527891.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":16.58,"h":12.9,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/9e76f9b09a50af23d78e8964bf04c9ae/1775211173-415-9170847.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-13","w":14.22,"h":12.9,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/9e76f9b09a50af23d78e8964bf04c9ae/1775211173-4151-6155728.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-10","w":13.69,"h":12.9,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/9e76f9b09a50af23d78e8964bf04c9ae/1775211173-4152-3470083.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":13.43,"h":12.9,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/9e76f9b09a50af23d78e8964bf04c9ae/1775211173-4152-3463139.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels 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[2026-04-03 10:12:53] local.INFO: Box added from packed bin {"data":{"length":2.6,"width":112.42,"height":29.18,"denseWeight":59.37836121098955},"timestamp":"2026-04-03 10:12:53"} 
[2026-04-03 10:12:53] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":4.6,"width":114.42,"height":31.43},"quantity":1,"denseWeight":59.37836121098955}],"cheapestShippingCost":589.46,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":769.4405843729521,"tariffAndDS":769.4405843729521,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1280.9559982429482,"totalShipmentCostFormula":"((tariffAndDS (769.44058437295) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1280.96","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":434.7596040644436,"tariffAndDS":434.7596040644436,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":741.3163855935088,"totalShipmentCostFormula":"((tariffAndDS (434.75960406444) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 741.32","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":"559.46","tariffAndDS":559.46,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":589.46,"totalShipmentCostFormula":"(((tariffAndDS (559.46) + overlengthSurcharge (30) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 589.46","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":386.75,"tariffAndDS":386.75,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":663.9057,"totalShipmentCostFormula":"((tariffAndDS (386.75) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 663.91","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":604.4717171278736,"tariffAndDS":604.4717171278736,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1030.74517204645,"totalShipmentCostFormula":"(( tariffAndDS (604.47171712787) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1030.7451720465","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":154,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":175.1661655724192,"rate":522.22,"tariffAndDS":697.3861655724193,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1199.4632538042574,"totalShipmentCostFormula":"(((tariffAndDS (697.38616557242) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1199.4632538043","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":1043.7836121098956,"tariffAndDS":1043.7836121098956,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1043.7836121098956,"totalShipmentCostFormula":"((tariffAndDS (1043.7836121099) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1043.7836121099","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","overBreachSurcharge":154,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":175.1661655724192,"rate":522.22,"tariffAndDS":697.3861655724193,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1199.4632538042574,"totalShipmentCostFormula":"(((tariffAndDS (697.38616557242) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1199.4632538043","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":154,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":175.1661655724192,"rate":597.5799999999999,"tariffAndDS":772.7461655724192,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1327.7259738042574,"totalShipmentCostFormula":"(((tariffAndDS (772.74616557242) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1327.7259738043","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":154,"career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":175.1661655724192,"rate":663.04,"tariffAndDS":838.2061655724192,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1439.1388938042573,"totalShipmentCostFormula":"(((tariffAndDS (838.20616557242) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1439.1388938043","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-04-03 10:12:53"} 
[2026-04-03 10:12:53] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-03 10:12:53"} 
[2026-04-03 10:12:53] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-03 10:12:53"} 
[2026-04-03 10:12:53] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":69.32,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":59.37836121098955,"result":554.7594585199921,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":69.32,"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":15,"perimeter_of_sign":96.2,"nested_area":33.84,"occupied_area":9.56,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":69.32,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1380},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1380},"timestamp":"2026-04-03 10:12:53"} 
[2026-04-03 10:12:53] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 10:12:53"} 
[2026-04-03 10:12:54] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-03 10:12:54"} 
[2026-04-03 10:12:54] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":69.32,"sign_width":"120","dimensions":[{"id":"81317457-f50d-485f-bf7f-cd9d42f5f3d8","height":9.19,"width":7.35},{"id":"39b7d6b3-fe23-4dcd-a472-39180bd34900","height":9.19,"width":10.24},{"id":"f3b334ef-11e0-4231-95ad-9fee1a537e52","height":9.19,"width":8.4},{"id":"b95db615-a669-4303-93a3-1674ebb4942d","height":9.72,"width":7.61},{"id":"285f8c93-b876-4559-b545-bc8d777c02ff","height":9.72,"width":9.72},{"id":"1d438f56-4bac-4b48-944b-0160c678625a","height":2.89,"width":4.73},{"id":"26ea5b2c-45e3-43be-a24d-4fe5d496f481","height":12.6,"width":13.13},{"id":"f92c7c70-5075-4b3c-ac21-ad0d4a0740c6","height":12.6,"width":16.28},{"id":"d9e1b9b9-5d3a-493a-826a-fa98405b85f8","height":12.6,"width":3.68},{"id":"3278f578-79f2-4d70-ac02-f315c4deddfc","height":12.6,"width":13.39},{"id":"9d5d4bb0-09ad-4ad3-9e8a-d40bebb97a96","height":12.6,"width":10.5},{"id":"bb717f8d-a187-4390-b7cc-ed0144e92e9f","height":12.6,"width":12.6},{"id":"d87ca711-79de-4893-8996-04a6deb28441","height":12.6,"width":13.92},{"id":"a99b03ff-60f6-4b36-8543-02dc357c5203","height":12.6,"width":12.87},{"id":"4c745f52-3125-4875-a314-c45482b770fb","height":28.88,"width":112.12}]},"timestamp":"2026-04-03 10:12:54"} 
[2026-04-03 10:12:54] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-03 10:12:54"} 
[2026-04-03 10:12:54] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":69.32,"sign_width":"120","dimensions":[{"id":"81317457-f50d-485f-bf7f-cd9d42f5f3d8","height":9.19,"width":7.35},{"id":"39b7d6b3-fe23-4dcd-a472-39180bd34900","height":9.19,"width":10.24},{"id":"f3b334ef-11e0-4231-95ad-9fee1a537e52","height":9.19,"width":8.4},{"id":"b95db615-a669-4303-93a3-1674ebb4942d","height":9.72,"width":7.61},{"id":"285f8c93-b876-4559-b545-bc8d777c02ff","height":9.72,"width":9.72},{"id":"1d438f56-4bac-4b48-944b-0160c678625a","height":2.89,"width":4.73},{"id":"26ea5b2c-45e3-43be-a24d-4fe5d496f481","height":12.6,"width":13.13},{"id":"f92c7c70-5075-4b3c-ac21-ad0d4a0740c6","height":12.6,"width":16.28},{"id":"d9e1b9b9-5d3a-493a-826a-fa98405b85f8","height":12.6,"width":3.68},{"id":"3278f578-79f2-4d70-ac02-f315c4deddfc","height":12.6,"width":13.39},{"id":"9d5d4bb0-09ad-4ad3-9e8a-d40bebb97a96","height":12.6,"width":10.5},{"id":"bb717f8d-a187-4390-b7cc-ed0144e92e9f","height":12.6,"width":12.6},{"id":"d87ca711-79de-4893-8996-04a6deb28441","height":12.6,"width":13.92},{"id":"a99b03ff-60f6-4b36-8543-02dc357c5203","height":12.6,"width":12.87},{"id":"4c745f52-3125-4875-a314-c45482b770fb","height":28.88,"width":112.12}]}},"timestamp":"2026-04-03 10:12:54"} 
[2026-04-03 10:12:54] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-03 10:12:54"} 
[2026-04-03 10:12:54] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-03 10:12:54"} 
[2026-04-03 10:12:54] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-03 10:12:54"} 
[2026-04-03 10:12:55] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"81317457-f50d-485f-bf7f-cd9d42f5f3d8","height":9.19,"width":7.35},{"id":"39b7d6b3-fe23-4dcd-a472-39180bd34900","height":9.19,"width":10.24},{"id":"f3b334ef-11e0-4231-95ad-9fee1a537e52","height":9.19,"width":8.4},{"id":"b95db615-a669-4303-93a3-1674ebb4942d","height":9.72,"width":7.61},{"id":"285f8c93-b876-4559-b545-bc8d777c02ff","height":9.72,"width":9.72},{"id":"1d438f56-4bac-4b48-944b-0160c678625a","height":2.89,"width":4.73},{"id":"26ea5b2c-45e3-43be-a24d-4fe5d496f481","height":12.6,"width":13.13},{"id":"f92c7c70-5075-4b3c-ac21-ad0d4a0740c6","height":12.6,"width":16.28},{"id":"d9e1b9b9-5d3a-493a-826a-fa98405b85f8","height":12.6,"width":3.68},{"id":"3278f578-79f2-4d70-ac02-f315c4deddfc","height":12.6,"width":13.39},{"id":"9d5d4bb0-09ad-4ad3-9e8a-d40bebb97a96","height":12.6,"width":10.5},{"id":"bb717f8d-a187-4390-b7cc-ed0144e92e9f","height":12.6,"width":12.6},{"id":"d87ca711-79de-4893-8996-04a6deb28441","height":12.6,"width":13.92},{"id":"a99b03ff-60f6-4b36-8543-02dc357c5203","height":12.6,"width":12.87},{"id":"4c745f52-3125-4875-a314-c45482b770fb","height":28.88,"width":112.12}],"sign_height_raw":69.32,"sign_width_raw":"120"},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":70.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"81317457-f50d-485f-bf7f-cd9d42f5f3d8","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":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"39b7d6b3-fe23-4dcd-a472-39180bd34900","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":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"f3b334ef-11e0-4231-95ad-9fee1a537e52","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":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"b95db615-a669-4303-93a3-1674ebb4942d","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":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"285f8c93-b876-4559-b545-bc8d777c02ff","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":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"1d438f56-4bac-4b48-944b-0160c678625a","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":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"26ea5b2c-45e3-43be-a24d-4fe5d496f481","height":12.6,"width":13.13,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":21,"sign_type_id":1,"heightOrWidth":"14.00","return":2,"price":122,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"f92c7c70-5075-4b3c-ac21-ad0d4a0740c6","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":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"d9e1b9b9-5d3a-493a-826a-fa98405b85f8","height":12.6,"width":3.68,"ceilHeight":13.0,"ceilWidth":4.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"3278f578-79f2-4d70-ac02-f315c4deddfc","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":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"9d5d4bb0-09ad-4ad3-9e8a-d40bebb97a96","height":12.6,"width":10.5,"ceilHeight":13.0,"ceilWidth":11.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"bb717f8d-a187-4390-b7cc-ed0144e92e9f","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":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"d87ca711-79de-4893-8996-04a6deb28441","height":12.6,"width":13.92,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":21,"sign_type_id":1,"heightOrWidth":"14.00","return":2,"price":122,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"a99b03ff-60f6-4b36-8543-02dc357c5203","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":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"4c745f52-3125-4875-a314-c45482b770fb","height":28.88,"width":112.12,"ceilHeight":29.0,"ceilWidth":113.0,"biggerDimension":113.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":15,"baseProductionCost":1974,"result":[{"id":"81317457-f50d-485f-bf7f-cd9d42f5f3d8","height":9.19,"width":7.35,"depth":2,"price":82},{"id":"39b7d6b3-fe23-4dcd-a472-39180bd34900","height":9.19,"width":10.24,"depth":2,"price":91},{"id":"f3b334ef-11e0-4231-95ad-9fee1a537e52","height":9.19,"width":8.4,"depth":2,"price":82},{"id":"b95db615-a669-4303-93a3-1674ebb4942d","height":9.72,"width":7.61,"depth":2,"price":82},{"id":"285f8c93-b876-4559-b545-bc8d777c02ff","height":9.72,"width":9.72,"depth":2,"price":82},{"id":"1d438f56-4bac-4b48-944b-0160c678625a","height":2.89,"width":4.73,"depth":2,"price":80},{"id":"26ea5b2c-45e3-43be-a24d-4fe5d496f481","height":12.6,"width":13.13,"depth":2,"price":122},{"id":"f92c7c70-5075-4b3c-ac21-ad0d4a0740c6","height":12.6,"width":16.28,"depth":2,"price":163},{"id":"d9e1b9b9-5d3a-493a-826a-fa98405b85f8","height":12.6,"width":3.68,"depth":2,"price":111},{"id":"3278f578-79f2-4d70-ac02-f315c4deddfc","height":12.6,"width":13.39,"depth":2,"price":122},{"id":"9d5d4bb0-09ad-4ad3-9e8a-d40bebb97a96","height":12.6,"width":10.5,"depth":2,"price":111},{"id":"bb717f8d-a187-4390-b7cc-ed0144e92e9f","height":12.6,"width":12.6,"depth":2,"price":111},{"id":"d87ca711-79de-4893-8996-04a6deb28441","height":12.6,"width":13.92,"depth":2,"price":122},{"id":"a99b03ff-60f6-4b36-8543-02dc357c5203","height":12.6,"width":12.87,"depth":2,"price":111},{"id":"4c745f52-3125-4875-a314-c45482b770fb","height":28.88,"width":112.12,"depth":2,"price":502}]},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":70.0},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2122.47,"taxFactor":0.0887,"tax":188.26308899999998},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Box Calculation Details {"data":{"breadth":76.0,"boxDepth":8,"oneBoxCapacity":-9.0,"noOfBoxes":-13.0,"noOfFullBoxes":-14.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-9.0,"widthOfHalfBox":-6.0},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":183.71223021582733,"shippingWeightInKG":83.31620417951353},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":83.31620417951353,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":4,"min":"76","max":"90","rate":"85","created_at":null,"updated_at":null}}},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1974,"PSUCost":148.47,"tax":188.26308899999998,"shippingRate":1800,"miscellaenous":0,"signPrice":4110.733088999999},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":69.32,"sign_depth":2,"totalCost":4110.733088999999,"TATDays":7,"baseProductionCost":1974,"productionCost":2122.47,"PSUCost":148.47,"tax":188.26308899999998,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":15},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"81317457-f50d-485f-bf7f-cd9d42f5f3d8","height":9.19,"width":7.35},{"id":"39b7d6b3-fe23-4dcd-a472-39180bd34900","height":9.19,"width":10.24},{"id":"f3b334ef-11e0-4231-95ad-9fee1a537e52","height":9.19,"width":8.4},{"id":"b95db615-a669-4303-93a3-1674ebb4942d","height":9.72,"width":7.61},{"id":"285f8c93-b876-4559-b545-bc8d777c02ff","height":9.72,"width":9.72},{"id":"1d438f56-4bac-4b48-944b-0160c678625a","height":2.89,"width":4.73},{"id":"26ea5b2c-45e3-43be-a24d-4fe5d496f481","height":12.6,"width":13.13},{"id":"f92c7c70-5075-4b3c-ac21-ad0d4a0740c6","height":12.6,"width":16.28},{"id":"d9e1b9b9-5d3a-493a-826a-fa98405b85f8","height":12.6,"width":3.68},{"id":"3278f578-79f2-4d70-ac02-f315c4deddfc","height":12.6,"width":13.39},{"id":"9d5d4bb0-09ad-4ad3-9e8a-d40bebb97a96","height":12.6,"width":10.5},{"id":"bb717f8d-a187-4390-b7cc-ed0144e92e9f","height":12.6,"width":12.6},{"id":"d87ca711-79de-4893-8996-04a6deb28441","height":12.6,"width":13.92},{"id":"a99b03ff-60f6-4b36-8543-02dc357c5203","height":12.6,"width":12.87},{"id":"4c745f52-3125-4875-a314-c45482b770fb","height":28.88,"width":112.12}],"sign_height_raw":69.32,"sign_width_raw":"120"},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":70.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"81317457-f50d-485f-bf7f-cd9d42f5f3d8","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":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"39b7d6b3-fe23-4dcd-a472-39180bd34900","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":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"f3b334ef-11e0-4231-95ad-9fee1a537e52","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":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"b95db615-a669-4303-93a3-1674ebb4942d","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":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"285f8c93-b876-4559-b545-bc8d777c02ff","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":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"1d438f56-4bac-4b48-944b-0160c678625a","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":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"26ea5b2c-45e3-43be-a24d-4fe5d496f481","height":12.6,"width":13.13,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":22,"sign_type_id":1,"heightOrWidth":"14.00","return":3,"price":128,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"f92c7c70-5075-4b3c-ac21-ad0d4a0740c6","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":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"d9e1b9b9-5d3a-493a-826a-fa98405b85f8","height":12.6,"width":3.68,"ceilHeight":13.0,"ceilWidth":4.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"3278f578-79f2-4d70-ac02-f315c4deddfc","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":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"9d5d4bb0-09ad-4ad3-9e8a-d40bebb97a96","height":12.6,"width":10.5,"ceilHeight":13.0,"ceilWidth":11.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"bb717f8d-a187-4390-b7cc-ed0144e92e9f","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":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"d87ca711-79de-4893-8996-04a6deb28441","height":12.6,"width":13.92,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":22,"sign_type_id":1,"heightOrWidth":"14.00","return":3,"price":128,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"a99b03ff-60f6-4b36-8543-02dc357c5203","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":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Dimension Calculation {"data":{"dim_id":"4c745f52-3125-4875-a314-c45482b770fb","height":28.88,"width":112.12,"ceilHeight":29.0,"ceilWidth":113.0,"biggerDimension":113.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":15,"baseProductionCost":2045,"result":[{"id":"81317457-f50d-485f-bf7f-cd9d42f5f3d8","height":9.19,"width":7.35,"depth":3,"price":86},{"id":"39b7d6b3-fe23-4dcd-a472-39180bd34900","height":9.19,"width":10.24,"depth":3,"price":96},{"id":"f3b334ef-11e0-4231-95ad-9fee1a537e52","height":9.19,"width":8.4,"depth":3,"price":86},{"id":"b95db615-a669-4303-93a3-1674ebb4942d","height":9.72,"width":7.61,"depth":3,"price":86},{"id":"285f8c93-b876-4559-b545-bc8d777c02ff","height":9.72,"width":9.72,"depth":3,"price":86},{"id":"1d438f56-4bac-4b48-944b-0160c678625a","height":2.89,"width":4.73,"depth":3,"price":80},{"id":"26ea5b2c-45e3-43be-a24d-4fe5d496f481","height":12.6,"width":13.13,"depth":3,"price":128},{"id":"f92c7c70-5075-4b3c-ac21-ad0d4a0740c6","height":12.6,"width":16.28,"depth":3,"price":171},{"id":"d9e1b9b9-5d3a-493a-826a-fa98405b85f8","height":12.6,"width":3.68,"depth":3,"price":117},{"id":"3278f578-79f2-4d70-ac02-f315c4deddfc","height":12.6,"width":13.39,"depth":3,"price":128},{"id":"9d5d4bb0-09ad-4ad3-9e8a-d40bebb97a96","height":12.6,"width":10.5,"depth":3,"price":117},{"id":"bb717f8d-a187-4390-b7cc-ed0144e92e9f","height":12.6,"width":12.6,"depth":3,"price":117},{"id":"d87ca711-79de-4893-8996-04a6deb28441","height":12.6,"width":13.92,"depth":3,"price":128},{"id":"a99b03ff-60f6-4b36-8543-02dc357c5203","height":12.6,"width":12.87,"depth":3,"price":117},{"id":"4c745f52-3125-4875-a314-c45482b770fb","height":28.88,"width":112.12,"depth":3,"price":502}]},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":70.0},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2193.47,"taxFactor":0.0887,"tax":194.56078899999997},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Box Calculation Details {"data":{"breadth":76.0,"boxDepth":8,"oneBoxCapacity":-9.0,"noOfBoxes":-13.0,"noOfFullBoxes":-14.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-9.0,"widthOfHalfBox":-6.0},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":183.71223021582733,"shippingWeightInKG":83.31620417951353},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":83.31620417951353,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":4,"min":"76","max":"90","rate":"85","created_at":null,"updated_at":null}}},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2045,"PSUCost":148.47,"tax":194.56078899999997,"shippingRate":1800,"miscellaenous":0,"signPrice":4188.030789},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":69.32,"sign_depth":3,"totalCost":4188.030789,"TATDays":7,"baseProductionCost":2045,"productionCost":2193.47,"PSUCost":148.47,"tax":194.56078899999997,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":15},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":69.32,"sign_width":"120","shipping_weight":59.37836121098955,"shape":"rectangular","dimensions":[{"id":"81317457-f50d-485f-bf7f-cd9d42f5f3d8","height":9.19,"width":7.35},{"id":"39b7d6b3-fe23-4dcd-a472-39180bd34900","height":9.19,"width":10.24},{"id":"f3b334ef-11e0-4231-95ad-9fee1a537e52","height":9.19,"width":8.4},{"id":"b95db615-a669-4303-93a3-1674ebb4942d","height":9.72,"width":7.61},{"id":"285f8c93-b876-4559-b545-bc8d777c02ff","height":9.72,"width":9.72},{"id":"1d438f56-4bac-4b48-944b-0160c678625a","height":2.89,"width":4.73},{"id":"26ea5b2c-45e3-43be-a24d-4fe5d496f481","height":12.6,"width":13.13},{"id":"f92c7c70-5075-4b3c-ac21-ad0d4a0740c6","height":12.6,"width":16.28},{"id":"d9e1b9b9-5d3a-493a-826a-fa98405b85f8","height":12.6,"width":3.68},{"id":"3278f578-79f2-4d70-ac02-f315c4deddfc","height":12.6,"width":13.39},{"id":"9d5d4bb0-09ad-4ad3-9e8a-d40bebb97a96","height":12.6,"width":10.5},{"id":"bb717f8d-a187-4390-b7cc-ed0144e92e9f","height":12.6,"width":12.6},{"id":"d87ca711-79de-4893-8996-04a6deb28441","height":12.6,"width":13.92},{"id":"a99b03ff-60f6-4b36-8543-02dc357c5203","height":12.6,"width":12.87},{"id":"4c745f52-3125-4875-a314-c45482b770fb","height":28.88,"width":112.12}]}},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Input Parameters {"data":{"dimensions_count":15,"shape":"rectangular"},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:12:55] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1257.0600000000004,"dimensions_count":15},"timestamp":"2026-04-03 10:12:55"} 
[2026-04-03 10:31:37] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"164","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Flat Cut Acrylic 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":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php80B1.tmp"}},"file_present":true},"timestamp":"2026-04-03 10:31:37"} 
[2026-04-03 10:31:37] local.INFO: Validation Passed {"data":{"sign_width_or_height":"164","user_input_dimension":"width"},"timestamp":"2026-04-03 10:31:37"} 
[2026-04-03 10:31:40] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":21},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":21},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":21},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":21},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"164"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"164","file_size":68943},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":21,"objects":[{"index":0,"position":{"x":752,"y":649,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.81,"bounding_box_area":441,"exact_perimeter":113.79,"approximate_perimeter":107.8,"convex_hull_perimeter":82.13,"perimeter_pixels":649.4356415871832,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1629,"perimeter_to_area_ratio":0.6781},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":647,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.67,"boun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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":602,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.81,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":602,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.17,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3465},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":752,"y":349,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.67,"bounding_box_area":441,"exact_perimeter":113.54,"approximate_perimeter":107.65,"convex_hull_perimeter":81.96,"perimeter_pixels":648.02142802481,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1634,"perimeter_to_area_ratio":0.6772},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":625,"y":347,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.57,"bounding_box_area":454,"exact_perimeter":108.35,"approximate_perimeter":100.53,"convex_hull_perimeter":68.97,"perimeter_pixels":618.4163056034271,"original_contour_points":209,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3035,"perimeter_to_area_ratio":0.3821},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":9,"position":{"x":873,"y":307,"width":61,"height":170},"scaled_width":10.69,"scaled_height":29.79,"actual_filled_area":127.16,"bounding_box_area":318,"exact_perimeter":84.02,"approximate_perimeter":79.72,"convex_hull_perimeter":68.53,"perimeter_pixels":479.5391052434012,"original_contour_points":84,"approximation_points":14,"shape_analysis":{"aspect_ratio":2.79,"compactness":0.2264,"perimeter_to_area_ratio":0.6607},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEEAAACuCAYAAABp5WASAAAABmJLR0QA/wD/AP+gvaeTAAANUklEQVR4nO2dT2wbRfvHvzv7f9eOU7tQQlBLoqopLW2BXhCHCqEiwQFx48ARqeLAhQsSEkU9ciPncgAJqagHpN44IFWBAxIKpKEKLVBEaWmJ28ZNHcf/dr3r5z2sZ367jpM4b9Zu3/zmK43i2PtvPvvMzDOzs/MAUo+eiIiq1SoREQ3rnNqwTtSPgiCgcrmM6elpuK6LYrFIY2NjysO+rqGo2WxSqVSiL774gp599lkCQK+++ipdu3ZtaNbw0OT7PjUaDbp48SIdOXKEABAAYozR2NgYzc/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","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":170,"y":302,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.72,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.67,"convex_hull_perimeter":84.95,"perimeter_pixels":562.5929291125638,"original_contour_points":122,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5144,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":13,"position":{"x":2,"y":302,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.24,"bounding_box_area":844,"exact_perimeter":115.7,"approximate_perimeter":108.64,"convex_hull_perimeter":96.45,"perimeter_pixels":660.3158005400394,"original_contour_points":351,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3138,"perimeter_to_area_ratio":0.3462},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":14,"position":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","detection_approach":"prominent_color_detection"},{"index":15,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.64,"bounding_box_area":454,"exact_perimeter":108,"approximate_perimete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","detection_approach":"prominent_color_detection"},{"index":19,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.81,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":20,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.17,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3465},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Nested area calculated {"data":{"nestedArea":11825.197500000002},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"9869b6b6-f90f-40d1-a9ee-7a547adfaa91","height":22.78,"width":19.97,"perimeter":108,"area":283.67,"image":"data:image/png;base64,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+6+tra3U399PP/rRj8rqxEwaHR0d9Itf/IIg9en4Yeyac19uqo980kpBoKIopGma7x6KopBpmuJ9Q6EQqapKt9xyC5199tm+LsmMItB1XXrsscdEy+OXkvtUTU1NU0aWqqqkaRoZhkGBQICCwSCFw2EKh8OTJvBYjdA0TaFpDMMQnX0A1NzcXLJ3LETghAd0iYief/55bNq0SQycsrMg6/2+vr4x78G2SVEUmKaJTCYDwzB8+yKwfZF/w88JBoM47bTTsHjxYixduhTz5s3DokWLMGvWLGiaBtu2xQg9Ox6JRAIHDx7ERx99hL179+Ldd9/F/v37xT0Nw4CqqmKbm2AwiEwmI8qk6zqISHii7GlzHdi27St/b2/vRKu4KEyIQCKitrY2bN68GdFoFIODg5MuSCaTgaqqsG1bOECzZs3C8PCw2PWEt6iZP38+zjrrLKxfvx7r16/H8uXL4TgOdP3T1/E8T3iKY/UDE4kEdu/ejb179+LPf/4ztm/f/umWNrlRfC5XJBKBbdvIZDJAbjs4JrniBvCJiC699FIh2vlDP+O1UaqqinuYpulzElh1hUIhWr16NT3wwAN05MgRIiLyPI94MNh1XXIchyzLomw2S7Ztk+M45HkeERENDw+TZVmUD8/zaHh4WHx+6KGHaMGCBRSJREYFsZGLiY6lLst9lMQGEhHdd999FAqFSNf1SYXJ8oPJjY2N4nM8HhfXrV69mn77299SV1cX5XbEpEQiIUjIZDKjiJHhuq4YkCUiSqfTNDw8TLkEqVH3SSQS9OCDD9LSpUtJVVUKBoPU0NDgq0j5vQsNR81IAomIdu/eTbFYjBRFoVgsNqlugkyg3JIVRaFIJEL19fX0jW98QwzdyHAchzKZDNm2Peq8ZVlkWRbZtu0jzvM88T+WTM/zKJPJ+KSQsXv3btq0aZOoONn5CYVCUxLjLSmBjuPQhg0bhLrjvxPtJuRLIHus7EG++OKLojKTySS5rkue542SnKGhIXIcx3fIxLEUHg+sjomI+vv7xee//vWvtHTpUlFuVq26rlNjY2NlEGjbNj3yyCNkmibpui5ulm+zJkog9yHj8TitX7+e6GgUQ9gyIiLbtimZTJLneeQ4Dg0MDFAqlRqTEMdxfOpSlrpUKkXJZFLce2hoSPzOsizRCLLZLFmWRf39/XTZZZcRAF+/bir7uJMiMJ1O07Jly3wF5tyRiRaoUErDxo0bKZVKicpmx2NgYEBUdj74GsdxRIXLqlAmzrbtUf+T1bBMtG3bvgby8ccf0w033EDIZcqx2p8qR2bCBLquSw888IBwLJg0TdOE5Bwr6sE2DXmb+fI5tiXf+973hOrKr9jpgOd54pAbz0033VTQiZG9cX7vUtrJCRM4NDQk0iGYQE3TfIU7HoFMnmEYpGmayIPh/33961+nzs5OIiIaHBwUUpBOp2cEgUREvb29wpZeeeWVwv7J3Qpd18U7ct2UisQJEWhZFj3xxBOisrmVya60YRjHJZDTKWTyNE2jYDBIl19+ua9bwJ5ivvs/3QRyN4PLdPXVV/viv4UqO1/rTDmBR44coVWrVpGiKBSPx31JRmMl3RY6ZMeHyTNNk9asWSMkj5N8ufLyvc2pRj6B2WxW2ES2tVdccYVPk8hHfox4ygm0bZsefvhhUQhOLpIDxmNljY2lRlnNKIpCs2fPpvfff58ol7nGkN15+fxUQyaQVTmXzbZt4d2eddZZwi8wTVO8a6mH0sadE6PrOh577DEgN5DJg5rBYBC2bSObzfrij8cCEaGurg5EBMdxQETYvHkzli1bBsdxEAwGxbXhcBie5yGbzcI0zaLuX27we4bDYRFcj0ajcBwHW7ZsEbObXNeFYRhALh57rFhsKTDmnYmIXn75ZezatQu6rkPTNIRCId+uzFzgYkbcA4GACHqHw2GsWLECt9xyC3C0iwJN09DX1ydSMbLZLBzHEZUx3dB1HUNDQ75txZF7r3Xr1uG6665DMBgUoxKMUiVVjRvJZJI+97nP+QK6ssGWx/yK9ULZJpimSf/85z+JpA60HM/M75xPlycqq1BZldu27bOHRETd3d20atUqn9MymSDHpG3gwMCAIKpUhWA7cc899wgHhWOXlQ7Xdem9994Tdp5HWEppB4u2gURE//nPf4CceitFXqdpmnAcB9FoFJdffjlM04Rt21BVdcaoyclAVVW0tLRg48aNQM7mO47jy84ry3MLnUylUnj++edhGEbJUvJ4CvRVV12FZcuWwfM8GIYhRrSrAQ0NDfjWt76FhoYGUW88CF0uFCRw3759eOWVV8TDS5XZHAgEcNttt8G2bdEy5STZasAZZ5yBtWvXAgBCoVDZHZhRdyciev3117Fnzx44juPrPkwGRISVK1di1apV8DxP5MDwM6oFRISrr74agUBApHVMaTfCcRy8/vrrQq2V6uFEhK985StAXqY228ZqgGEYcBwHGzZswJlnnjklOTOj2Pnkk0/wzjvv+ByLUpC4dOlSXH755SJbm5OXkJfFVqlgLWUYBmbNmoWrrrpK/K+cc0NGMfPxxx/jf//7n0hL59S8yeLSSy/FSSedBCISqfcsefF4fNL3n27Yti20VjqdxsUXX4xgMAhVVcvqpPkIJCJ68cUXkc1mJxTGYomSJZZDZBs2bEAqlRLpekyknENZyQgEAiIXNRQKYcWKFZg7dy7q6+uBAtPf8o+JYpQEbt++XUgcL1NVrARyS5MntFiWhXg8jgULFiAWiwGSa11N3idDNj2XXHJJ2Ruoj8BUKoXXXntNSJ7jOEXPLFIUxeetapomzi1fvhwLFiwQhE3FhM+pBmdrM2zbxrXXXlv2bpKPwMOHDyOTyfgIHK+HKE98ZCk777zzhCrNb5HVKIVM2urVq1FfXz81BHqeRx988AEURRHur6qqRatPvk6eBOl5HuLxOM4//3wQkZitKw+3VAs44OE4DjzPg67rCIVCWLJkSVmfKwhUFAVvvvkmdF0XUmKa5rgmZ3KnX9M0QU5TUxNWrlwpZsry5BFIUjoVU7CnCrJttywLZ5999tR05BOJBN5++22fyhxvHI8lVjbk9fX1aGlp8c2Yle89XdOvywW2/YxVq1ZNjQo9dOgQOjo6QESIRqNAblB1PCTydTIpoVDI1x1hSZRDaNVgB2V/QVEUMfA7d+7csj5XENjb24v29nYoioJkMnn0n6padDeC+3fc+effn3766b6wHKuYahhCkiGnlnA9pNNpnHbaaVi/fj0gNV5II/WTNSGCwGQyKQjTdV3cuNgoAnfOZXc6HA5j4cKFVacmx4I8SZRTUOrr67Fo0SIgT9OUbOWM3M3oo48+EmqAvcXxPES2b3KHfu7cuVXlpBwL+aaA84U+85nPFDQTpVgCRUjggQMHChaoWFdfVrVcWNu2MWvWrKoZsB0PiEiYEiZQduBKKoE4mj4v1Cfbp/EQKF/Hv49Go5g9e3bRqYfVALkRcz0sXrx4TAmcLASBR44cEf23sRa1Kabg8ueWlhZEIpFJF7JSMFZDraurGxX7LbkE9vb2+sbqIHlKxTghPMqOXAcWOdURjUZ9eaTVDnbi5PxW2T8oNXwixvFKfhh3zItVo7LEGoYhlvyYKdnV5QQTJm8+omkaDMMYc8XCkqpQTdN8/T+5MMW0HlVVkclkhBpxHAfz588/IciDpD51XfdJnOd5UFUV8+bN8xEmTyWYDFQA6OnpGUWejBOlG1AucMhQtoPsmU9WtaoAsH//fiQSiaMnpBEI2e2tYWJg0mQJhaRySzIi39XVJQiUQzs14saPfDJ4mMk0TV+KYUm90JGREYyMjIgbT1VW8YkAJrCurg4osHTzZFc0FgaPA7By1GSqlkuuBhyrnlRVxcknnwxI9Sz7GpNWoXwz2f7JobFqypyeKsh+hKIoIqhfKIw2mfoVBOYb07E+1zB+KIqClpaWUV2qUgiICklV5t8o3+U9HnhMMBgMlm3F+JkK2bbJwiBHZdLptC93lq+ZzNQCnwqVCzHeiudl/pHXxzlRpHesOCfXQf6uovnXTRS+SIx884lkjHGBuEVxLPVEG06SNY+8CYmc7FUq7aQip/pY7fED81vReF9ADoBXU/rgWMgf68uvPznMiFL3A5ubm0Xau0zWRJKOmDhZ8k50L5aI8Mknn/jOlapRqwCwcOFC3yQM8c9xRA04J1ReyJzXlz5RcmKQN4kF0vDSwYMHBWlcH6XwD1QAmDdvnpjiJd+UH1QsgfK1nuchlUpVzeTN4yG/4cteqOd56Ojo8O1rn/+biUJFLvVBns+dH8weD2QjbVnWCUPgWGB72NfXJ4aWZNM0WfOiQlqinxNuucPpum7R+SwcqGXydV3Hnj170N/fP6kCVgpkLeW6rm8RB3YOI5EIXNcVpkVu7BOFoD8SiRRUg+Od3ML637Zt9Pb2isKeCJBzifKHj7LZbFm6U4LAhoaGUeN/4xmRZ/CItOd5OHToEIaGhkpe6JkIzuDLry9Os08mk77+MUrdkW9qaho1Dsj6u1gC813jvr4+9Pb2njDhNNmEsBolIqTTaZ9DV8rolDBwLS0tBXXyeCufPS3k1EZXV9cJE06TCZTVaTqdFnMuUWICVRztLijz5s3zdRvkvlsxJMpus2wP9+/fX7LCzmTkax85sbe/v39MoShJTgwAtLa2imUx2N0dz0MKFUrTNHz44YeTKmClIH/khgXA8zwcOHDAV4elDC0Klpqbm2GaZkHiim0lhRY37enpKVlhZzLGyjZLp9Po7Oz01Uu+xz4Z+CSQt3HjbeDYBS6mxRiGISRXbn2dnZ2+hQ0syxIpjNXYxZA1USqVQiQSQVtbm0ilyA+1yT7DRCAIjEajWLVqlW9nZl5hcDwqND+TO5VKYe/evaJl8ipNkPpI1TRaIUteOBzGe++9h/b29rI9TxCo6zrOPffcUUlNKNKJ4e4GR3UYAwMDePXVV0WUB1I/iHfDrAYvVbZ98sLnnZ2d6OjoKNtzBYGGYSjLly8H8iaqFBs94JGI/LTEVCqFf/zjH9B1fczGUQ0E8gQeXuWD/3788ccl2eF0LPg8jpaWFkSjUV8LKhb5OTVyn6itrQ3Iqc98I18t6lNOWGLNous63njjDV8fsNQYNTtpxYoVgORg5PcJi4U8ObSrqwv79u3zpZnLBFdDpEbTNLFspq7rYt/f1157razP9RGoaRo2bNgASCqO5wwWg/wYIEtlNpvFs88+C8uyfHFAXtGomnJmuDGapon29nZ0d3eXdUUOH4GhUEg577zz0NjYCEhTpcc7IiGDVcvf/vY3DA8Pi/Ny1nc1SKDrumIeoG3bUBQFf/jDH+C6bllXLBw1mrhmzRq0traK+fLjgTx4y59ZFW/fvh1vv/02iAgjIyPQdR26rvtyJSsZnHEmr0T8zDPPCOdGTnYqdEwUowgMh8O48MILoWka0uk0kLcG5kThOA6eeeYZKIqCaDSKvr4+EBFCoVBZjfxUIp1OC42zb98+7N69u+zmoeB4/iWXXDJqhHmysG0br7zyCjKZDNLpNJqamgRx1SCByC0rhlx9bd26dUo87FEEKoqirFixAq2trVBVFcFgsGQFOXToELZt2ya+m6aJkZGRqkk75IGAgYEBbN26FQ0NDUCZs/IK1lxLSwuuueYa39LJkwXbuwcffBDBYBCDg4Mi9aBa+oLcGLdv3479+/djYGAAOMbyI2UDEVF7ezuhhLtPQtqye9u2bb6dOqsFvKHX5z//ebFVrbz722SPoje/UhRFWbp0KT772c+W1MVnW3fvvffiwIEDwt2uBvBeh9u2bcPLL78szpd7lY4xjY/nebjssstgmmZJKlmOVOzYsQOPP/64bzmTSoeu6+jv78f3v/99Ed9VFAV9fX0lW1Jk3Ojt7RXbj/OmhizGgUCAVFUVx/E2gGT1aRgGmaZJ4XCY3njjDbFXPO8Mnc1mR21+PF2bIedvgjwwMEAk7aPLG0Dy/2+//XaxQzekXb/l/eWnRIUympqa8IUvfAHIJSghN26o5BZG5y1Zi3FCOBohZ2zfeuutoqPPC4ZrmibUDjsBM2GxINu2UVdXh2w2i3A4LCay8kDttm3bsHXrVgwODooVjzmgPW3Z6URE//3vf+nkk0+mUCgkWgC3KN6RE0VswWoYBoVCIbGjZTweJwC0efNmcl1XtO7BwUFKp9PkOA4NDw8TTeNO1rIEytuis9bg3Uc7OztpyZIloi40TfNJ3rRtQ46joTD62te+RgCosbFRFEjeT1fTtOMSyGpW/g03gHvvvZeIiDo6OkTlyfvmcoVNNWTyeJtYee9c27bJtm366le/KsxKNBoVjVzeS3faCCQiamtrEzYsGAwKuycXrphNkPmvvCcv3/ePf/yjqDi2hyMjI9O6v26+DXRdl1zXpUwmI0i8++67fRpF1ky6rpe0GzYhApHbFOTee+8VhLFq4M1+iyEwEAiIPpGsSuvr68W5t99+21c5rFYdx5kRBHJ5iIiGh4fpd7/7HamqSoZhiDqRG2cgEJgZBOJoygCtWbPGd0MuNLe0Yx26rottyFVV9W3R3dLSQoqiUCwWoxdeeEFUEE1zR18mkBvV0NAQZbNZevrpp4X2YOmLRCIFJXFaVShjaGiIHnroIVFoJoP/FqNCIe1Fz1t0s83g+8yfP5+effZZIskOsts+nQRy5Mh1XXr22WepubmZgsGgKHdDQ4OoB34n+b2mnUAcHS6hc889l2KxmI9IuZBsHzVNG+W45B+ygwNA9KFmzZpFDz/8sLB/sh1Mp9O+viNLaiE4juOTYMdxKJvNjlLJ/F12luTf8vnh4WG65557hNrnOiimARfbwMtKYDabpe7ubl/LCofDPr0vd+7HQyCr40gkIj7fdNNN1NvbS0QkJIArV+5aOI5DrutSOp2mZDJJlmWR53nkuq7wFPNVsW3bvsbADWV4eFicsyxLPHf37t10/fXXi7LH43FRB7FYrDIIRE6VPvroo4IA+cZMxkQINE1TODmKotCcOXNIVVW6+OKLKZFICBJl6WOShoaGjqMMP+2zZTIZSqfTlMlkfJKY39eU7/nqq6/S2rVrRcPiPrHcFaoYAnF0oyxat24dRSIRYc9kMgqF1opRoeFw2BeKku/97W9/m3p6eoikEJZt29TX1ycIdRxHSJzjOEIyj+UIZbNZ0UA8z6NEIiGkrr29nb785S8TpFCirutChcrnK4rAZDJJO3fupDlz5lAgEBDdiWPFRYshkI9gMEjRaJQCgYAvolFXV0d33nknHTx40BcflT9nMpmCsVTZjmazWaFqZQll6X7rrbfoS1/6EsXjcYpEIhQIBERjlcvOlRqJRCqLQOQcmhdffFHcnJ2ZQmqzGAJ1XadQKOTzauVrA4GAaO0LFy6ku+66i9566y365JNPBHEyWF1aliXUZyF4nkcjIyOUyWTozTffpNtuu43mzJlTsMyxWEwQqSgKhcNhcV3FEQgcjdI88MADQlKYwEJEFSOBcn8pHA4Lwtjb03WdgsEgBYNBcW7lypV011130c6dO6m7u1tIEatSWcLyPdLu7m566aWX6P7776elS5eKZ0ejUQqHwyIcpuT6qPKoQigUGlcsuFwETmqsX1EUxXEcGhoawo9//ONJDf7yFt4MHjuUM7x5cy7OPQGAnTt3YteuXbj77rsRDofR1NSE1tZWnHrqqWhubobruhgeHkZzczOGhobQ1dWFjo4O9Pf3I5vNYmRkREx3491Feflp4NOcVc5p5fFRztgbaxHXigG36FtvvdWn5rglyypQ1/WC3mkpO7vTdcjeqByh2bhxI7300ku0YsUK4blCimKN591LrkLzSbz++uuFF8lDKpA8NVndsHNSrPqolIOdGgC0YMEColzwoVwEliSfT8nlXDz66KO49tprEQqFxJpggUBglHrhQWBN06ompRAATj75ZHieh2Qyifnz5+PVV19FT0/P9KVUjBcsiT/84Q9HtR5WLXKL03XdF46q5IM1iWEYVFdXR48//jhRruX29PTMbBWaT2I6nabNmzcLr5JViqxW+aWrwf5BMhOhUIjuv/9+6u/vFxWcSqUqh0DkOvqWZdFTTz3lc7W5ENxnrCb7x431wQcfpKGhIV/ldnR0VBaBDNd1adu2bdTU1ET19fW+QhuGUVUEAqAtW7bQ4ODgqIodGRmpTAKBoyr1gw8+oGXLlvliiLIqrQY1+pOf/IQ8zytYqb29vZVLIJNo2zbdf//9NHv2bELOVshpCKxWC+VRyjmp7AiNJ4LBvx3r+vxKVFXVVz7+nZyoxAPTp5xyCrW3t5NlWWNW6ODgIJ177rm+nNqJNF7uQy9atIinPkwtOFB80UUXiULF4/GCsdNAICDCWZBCVfnXjdeW8m+4ofARCoV8sU35MAzDF8zmMt1www3U3d1NfX19x6zMwcFBOvXUU8XzOfhtmmbRoxnIxWJjsRgtXLiQdu3aNfUEIkei53n05JNPilxKblmmaY6ZP8KxVjl4PJ7WK1eEPOyVf51pmmQYhi9yJKd+cCrId7/7XZE9d7x3HhwcpDVr1lA4HPYlgvH9CpUj/wiHw+LzggULqKura3oIZLBaffLJJ+mMM84QL8LE8GfDMHyFlwkpZtBYJuZYhMuZAMjLvpMHrK+44grasWOHGMUo5l2TySQtXrzYJ9GFulTHk8BIJEJNTU20fPly2r9///QSyCAi6unpod/85jd04YUXipeRs7tYpQYCgVFEyLHH49kPmeh8VZpPthzHjUajdP7559O//vUvSiQSBT3NYyGbzdL69etFl4pV8nhG82UpXbRoEb377rszg0AGj+H96U9/onPOOYeQM/AykaU42GEqJLXBYNAn7bqu0xe/+EV64oknxHjjRN7NdV268cYbafHixUKFsv3jEX5uoGMdTU1NhNyg9g9+8ANRlhk3OS+bzZJpmujp6cELL7yAp1C22X8AAAEmSURBVJ56Cm1tbWJuPc8plLdIl4ecjgX+nbworWEYME1TLAsGAGeffTZuvPFGXHrppZgzZw50XRfx3onA8zxSFAWpVEqU1zAMMeWOFz46HgKBALLZrJg1bRjGzJ5dSUeTi9DZ2YkdO3Zg7969eOedd/Dhhx/iyJEjGBkZgWVZEx6Pi0QiaGxsRF1dHZYsWYLzzjsP55xzDhYsWID6+nqYpjmj6wczUQLHgmVZxGuSHj58GLt27cLOnTvx4YcfIpFI4ODBg0gkEujr60M6nRbr3PD+faqqorm5Ga2trZgzZw5aW1uxZMkSrFixAqeccopYkEDX9YqpE1QSgYXQ1tZGvMCsaZpwHEeM6vNQFatZ0zRZFcK2bWQyGTiOg9WrV1d0HdRQ4fg/48MQgH+GhPwAAAAASUVORK5CYII="},{"id":"5641965d-6fe8-4d88-b37c-417ff2868a9c","height":30.66,"width":18.92,"perimeter":98.57,"area":397.81,"image":"data:image/png;base64,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"},{"id":"9bc842c7-71c4-40e7-979c-d9484c4376e5","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"},{"id":"48377afc-aec7-4342-b30a-5c576225f002","height":22.78,"width":19.97,"perimeter":108.35,"area":283.57,"image":"data:image/png;base64,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"},{"id":"ba17de1d-53e2-41f5-bcbd-2689bcb01aed","height":30.66,"width":18.92,"perimeter":98.57,"area":397.72,"image":"data:image/png;base64,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"},{"id":"6d47fbe2-33d5-425b-b527-975ddc421896","height":30.14,"width":28.03,"perimeter":115.7,"area":334.24,"image":"data:image/png;base64,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"},{"id":"e8002381-d2b1-49cb-8e4b-6c65a70d3abb","height":21.9,"width":20.15,"perimeter":113.79,"area":167.81,"image":"data:image/png;base64,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"},{"id":"0f36ea64-7c35-4990-a420-9b4f8579df91","height":22.78,"width":19.97,"perimeter":108,"area":283.64,"image":"data:image/png;base64,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RWWZYlnZLNZ0SZd10FEwhNlT5v7wLZtX/t7enom2sUlYUIEEhFt374dmzZtQjQaRSKRmHRDstksVFWFbdvCAZo1axaGhoaQy+UEcYqiYMGCBTjrrLOwbt06rFu3DsuXL4fjOL4DpDzPE57iaHFgf38/9uzZg3379uFPf/oTtm3b9v8jbfKz+NyuSCQC27bFoVOBQECQXHUT+EREl112mRDtwqmf8dooVVXFPUzT9DkJrLpCoRCdffbZ9MADD9CxY8eIiMjzPOLJYNd1yXEcyuVyZFkW2bZNjuOQ53lERDQ0NES5XI4K4XkeDQ0Nid8feughWrhwIUUikRFJbORzoqOpy0pfZbGBRET33XcfhUIh0nV9UmmywmRyc3Oz+D0ej4v3nX322fS73/2ODh06REREjuNQf3+/ICGbzY4gRobrumJClogok8nQ0NAQ5QukRtynv7+fHnzwQVq6dCmpqkrBYJCampp8HSl/72LTUTOSQCKiPXv2UCwWI0VRKBaLTSpMkAmUR7KiKBSJRKixsZG++c1viqkbGY7jUDabJdu2R7yey+Uol8uRbds+4jzPE/9jyfQ8j7LZrE8KGXv27KGNGzeKjpOdn1AoNCU53rIS6DgOrV+/Xqg7/jnRMKFQAtljZQ/ypZdeEp2ZSqXIdV3yPG+E5AwODpLjOL5LJo6l8HhgdUxE1NfXJ37/y1/+QkuXLhXtZtWq6zo1NzdXB4G2bdMjjzxCpmmSruviZoU2a6IEcgwZj8dp3bp1RMNZDGHLiIhs26ZUKkWe55HjODQwMEDpdHpUQhzH8alLWerS6TSlUilx78HBQfG5XC4nBoFlWZTL5aivr48uv/xyAuCL66Yyxp0UgZlMhpYtW+ZrMNeOTLRBxUoaNmzYQOl0WnQ2Ox4DAwOiswvB73EcR3S4rApl4mzbHvE/WQ3LRNu27RsgR48epRtvvJGQr5RjtT9VjsyECXRdlx544AHhWDBpmqYJyRkr68E2jdUjN4hfY1vy/e9/X6iuwo6dDnieJy558Nx8881FnRjZG+fvXU47OWECBwcHRTkEE6hpmq9xxyOQyTMMgzRNE3Uw/L9vfOMb1NnZSUREiURCSEEmk5kRBBIR9fT0CFt61VVXCfsnhxV8UrXcN+UicUIE5nI5euKJJ0Rn8yiTXWnDMI5LIJdTyORpmkbBYJCuuOIKX1jAnmKh+z/dBHKYwW265pprfPnfYp1dqHWmnMBjx47RqlWrSFEUisfjviKj0Ypui12y48PkmaZJq1evFpLHRb7ceYXe5lSjkEDLsoRNZFt75ZVX+jSJfBXmiKecQNu26eGHHxaN4OIiOWE8WtXYaGqU1YyiKHTSSSfRBx98QJSvXGPI7rz8+lRDJpBVObfNtm3h3Z511lnCLzBNU3zXck+ljbsmRtd1PPbYY0B+IpMnNYPBIGzbhmVZxz3AnkFEaGhoABHBcRwQETZt2oRly5bBcRwEg0Hx3nA4DM/zYFkWTNMs6f6VBn/PcDgskuvRaBSO42Dz5s1idZPrujAMA8jnY8fKxZYDo96ZiOiVV17Brl27oOs6NE1DKBQacSozJ4yPh0AgIJLe4XAYK1aswC233AIMhyjQNA29vb2iFMOyLDiOIzpjuqHrOgYHB+E4jm+GJBAIYO3atbj++usRDAbFrASjXEVV40YqlaLPfe5zvoSubLDlOb9SvVC2CaZp0j/+8Q8iKYCW85mFwfl0eaKyCpVVuW3bPntIRNTV1UWrVq3yOS2TSXJM2gYODAwIosrVCLYT99xzj3BQOHdZ7XBdl95//31h53mGpZx2sGQbSET073//G8irt3LUdZqmCcdxEI1GccUVV8A0Tdi2DVVVZ4yanAxUVUVbWxs2bNgA5G2+4zi+6ryKPLfYi+l0Gi+88AIMwyhbSR4vgb766quxbNkyeJ4HwzDEjHYtoKmpCd/+9rfR1NQk+o0noSuFogTu378fr776qnh4uSqbA4EAbrvtNti2LUamXCRbCzjjjDOwZs0aAEAoFKq4AzPi7kREb7zxBvbu3QvHcXzhw2RARFi5ciVWrVoFz/NEDQw/o1ZARLjmmmsQCAREWceUhhGO4+CNN94Qaq1cDycifOUrXwEKKrXZNtYCDMOA4zhYv349zjzzzCmpmRnBzieffIJ3333X51iUg8SlS5fiiiuuENXaXLyEgiq2agVrKcMwMGvWLFx99dXif5VcGzKCmaNHj+K///2vKEvn0rzJ4rLLLsPJJ58MIhKl9yx58Xh80vefbti2LbRWJpPBJZdcgmAwCFVVK+qk+QgkInrppZdgWdaE0lgsUbLEcops/fr1SKfTolyPiZRrKKsZgUBA1KKGQiGsWLECc+fORWNjI1Bk+VvhNVGMkMBt27YJieNtqkqVQB5p8oKWXC6HeDyOhQsXIhaLAZJrXUveJ0M2PZdeemnFB6iPwHQ6jddff11InuM4Ja8sUhTF561qmiZeW758ORYuXCgIm4oFn1MNrtZm2LaN6667ruJhko/AI0eOIJvN+ggcr4coL3xkKTv//POFKi0ckbUohUza2WefjcbGxqkh0PM82r17NxRFEe6vqqolq09+n7wI0vM8xONxXHDBBSAisVpXnm6pFXDCw3EceJ4HXdcRCoVw2mmnVfS5gkBFUfDWW29B13UhJaZpjmtxJgf9mqYJclpaWrBy5UqxUpYXj0CS0qlYgj1VkG17LpfDOeecMzWBfH9/P9555x2fyhxvHo8lVjbkjY2NaGtr862Yle89XcuvKwW2/YxVq1ZNjQo9fPgwOjo6QESIRqNAflJ1PCTy+2RSQqGQLxxhSZRTaLVgB2V/QVEUMfE7d+7cij5XENjT04P29nYoioJUKjX8T1UtOYzg+I6Df/786aef7kvLsYqphSkkGXJpCfdDJpPBqaeeinXr1gHS4IU0Uz9ZEyIITKVSgjBd18WNS80icHAuu9PhcBiLFi2qOTU5GuRFolyC0tjYiMWLFwMFmqZsO2fkb0YfffSRUAPsLY7nIbJ9kwP6uXPn1pSTMhYKTQHXC336058uaibKsQWKkMCDBw8WbVCprr6sarmxtm1j1qxZNTNhOx4QkTAlTKDswJVVAjFcPi/UJ9un8RAov48/H41GcdJJJ5VcelgLkAcx98OSJUtGlcDJQhB47NgxEb+NtqlNKQ2Xf29ra0MkEpl0I6sFow3UhoaGEbnfsktgT0+Pb64OkqdUihPCs+zIB7DIq45oNOqrI611sBMn17fK/kG54RMxzlfywzgwL1WNyhJrGIbY8mOmVFdXEkyYfPiIpmkwDGPUHQvLqkI1TfPFf3JjShk9qqoim80KNeI4DhYsWHBCkAdJfeq67pM4z/OgqirmzZvnI0xeSjAZqADQ3d09gjwZJ0oYUClwylC2g+yZT1a1qgBw4MAB9Pf3D78gzUDIbm8dEwOTJksoJJVblhn5Q4cOCQLl1E6duPGjkAyeZjJN01diWFYvNJlMIplMihtPVVXxiQAmsKGhASiydfNkdzQWBo8TsHLWZKq2S64FjNVPqqpi9uzZgNTPsq8xaRXKN5Ptn5waq6XK6amC7EcoiiKS+sXSaJPpX0FgoTEd7fc6xg9FUdDW1jYipCqHgKiQVGXhjQpd3uOB5wSDwWDFdoyfqZBtmywMclYmk8n4amf5PZNZWuBToXIjxtvxvM0/CmKcE0V6R8tzch8Unipa+L6JwpeJkW8+kYoxbhCPKM6lnmjTSbLmkQ8hkYu9yqWdVORVH6s9fmDhKBrvF5AT4LVUPjgaCuf6CvtPTjOi3HFga2urKHuXyZpI0RETJ0veie7FEhE++eQT32vlGtQqACxatMi3CEP8cxxZA64JlTcy5/2lT5SaGBQsYoE0vfTxxx8L0rg/yuEfqAAwb948scRLvik/qFQC5fd6nod0Ol0zizePh8KBL3uhnueho6PDd6594WcmChX50gd5PXdhMns8kI10Lpc7YQgcDWwPe3t7xdSSbJoma15USFv0c8EtB5yu65Zcz8KJWiZf13Xs3bsXfX19k2pgtUDWUq7r+jZxYOcwEonAdV1hWuTBPlEI+iORSFE1ON7FLaz/bdtGT0+PaOyJALmWqHD6yLKsioRTgsCmpqYR83/jmZFn8Iy053k4fPgwBgcHy97omQiu4CvsLy6zT6VSvvgY5Q7kW1paRswDsv4ulcBC17i3txc9PT0nTDpNNiGsRokImUzG59CVMzslDFxbW1tRnTzezmdPC3m1cejQoRMmnSYTKKvTTCYj1lyizASqGA4XlHnz5vnCBjl2K4VE2W2W7eGBAwfK1tiZjELtIxf29vX1jSoUZamJAYD58+eLbTHY3R3PQ4o1StM0fPjhh5NqYLWgcOaGBcDzPBw8eNDXh+VMLQqWWltbYZpmUeJKHSXFNjft7u4uW2NnMkarNstkMujs7PT1S6HHPhn4JJCPceNj4NgFLmXEGIYhJFcefZ2dnb6NDXK5nChhrMUQQ9ZE6XQakUgE27dvF6UUhak22WeYCASB0WgUq1at8p3MzDsMjkeFFlZyp9Np7Nu3T4xM3qUJUoxUS7MVsuSFw2G8//77aG9vr9jzBIG6ruO8884bUdSEEp0YDjc4q8MYGBjAa6+9JrI8kOIgPg2zFrxU2fbJG593dnaio6OjYs8VBBqGoSxfvhwoWKhSavaAZyIKyxLT6TT+/ve/Q9f1UQdHLRDIC3h4lw/+efTo0bKccDoafB5HW1sbotGobwSVisKaGjkm2r59O5BXn4VGvlbUp1ywxJpF13W8+eabvhiw3BixOmnFihWA5GAUxoSlQl4ceujQIezfv99XZi4TXAuZGk3TxLaZuq6Lc39ff/31ij7XR6CmaVi/fj0gqTheM1gKCnOALJWWZeG5555DLpfz5QF5R6NaqpnhwWiaJtrb29HV1VXRHTl8BIZCIeX8889Hc3MzIC2VHu+MhAxWLX/9618xNDQkXpervmtBAl3XFesAbduGoij4/e9/D9d1K7pj4YjZxNWrV2P+/Plivfx4IE/e8u+sirdt24Z33nkHRIRkMgld16Hruq9WsprBFWfyTsTPPvuscG7kYqdi10QxgsBwOIyLLroImqYhk8kABXtgThSO4+DZZ5+FoiiIRqPo7e0FESEUClXUyE8lMpmM0Dj79+/Hnj17Km4eis7nX3rppSNmmCcL27bx6quvIpvNIpPJoKWlRRBXCxKI/LZiyPfXli1bpsTDHkGgoijKihUrMH/+fKiqimAwWLaGHD58GFu3bhV/m6aJZDJZM2WHPBEwMDCALVu2oKmpCahwVV7Rnmtra8O1117r2zp5smB79+CDDyIYDCKRSIjSg1qJBXkwbtu2DQcOHMDAwAAwxvYjFQMRUXt7O6GMp09COrJ769atvpM6awV8oNfnP/95cVStfPrbZK+SD79SFEVZunQpPvvZz5bVxWdbd++99+LgwYPC3a4F8FmHW7duxSuvvCJer/QuHaMaH8/zcPnll8M0zbJ0spyp2LFjBx5//HHfdibVDl3X0dfXhx/84Aciv6soCnp7e8u2pci40dPTI44f50MNWYwDgQCpqiqu4x0AyerTMAwyTZPC4TC9+eab4qx4PhnasqwRhx9P12HIhYcgDwwMEEnn6PIBkPz/22+/XZzQDenUb/l8+SlRoYyWlhZ84QtfAPIFSsjPGyr5jdH5SNZSnBDORsgV27feeqsI9HnDcE3ThNphJ2AmbBZk2zYaGhpgWRbC4bBYyMoTtVu3bsWWLVuQSCTEjsec0J626nQiov/85z80e/ZsCoVCYgTwiOITOVHCEayGYVAoFBInWsbjcQJAmzZtItd1xehOJBKUyWTIcRwaGhoimsaTrGUJlI9FZ63Bp492dnbSaaedJvpC0zSf5E3bMeQYToXR17/+dQJAzc3NokHyebqaph2XQFaz8md4ANx7771ERNTR0SE6Tz43lztsqiGTx8fEymfn2rZNtm3TV7/6VWFWotGoGOTyWbrTRiAR0fbt24UNCwaDwu7JjSvlEGT+KZ/Jy/f9wx/+IDqO7WEymZzW83ULbaDruuS6LmWzWUHi3Xff7dMosmbSdb2sYdiECET+UJB7771XEMaqgQ/7LYXAQCAgYiJZlTY2NorX3nnnHV/nsFp1HGdGEMjtISIaGhqip556ilRVJcMwRJ/IgzMQCMwMAjFcMkCrV6/23ZAbzSNtrEvXdXEMuaqqviO629raSFEUisVi9OKLL4oOomkO9GUCeVANDg6SZVn0zDPPCO3B0heJRIpK4rSqUMbg4CA99NBDotFMBv8sRYVCOouej+hmm8H3WbBgAT333HNEkh1kt306CeTMkeu69Nxzz1FraysFg0HR7qamJtEP/J3k7zXtBGJ4uoTOO+88isViPiLlRrJ91DRthONSeMkODgARQ82aNYsefvhhYf9kO5jJZHyxI0tqMTiO45Ngx3HIsqwRKpn/lp0l+bP8+tDQEN1zzz1C7XMflDKASx3gFSXQsizq6uryjaxwOOzT+3JwPx4CWR1HIhHx+80330w9PT1EREICuHPl0MJxHHJdlzKZDKVSKcrlcuR5HrmuKzzFQlVs27ZvMPBAGRoaEq/lcjnx3D179tANN9wg2h6Px0UfxGKx6iAQeVX66KOPCgLkGzMZEyHQNE3h5CiKQnPmzCFVVemSSy6h/v5+QaIsfUzS4ODgcZTh/2O2bDZLmUyGstmsTxILY035nq+99hqtWbNGDCyOieVQqGoIxPBBWbR27VqKRCLCnslkFEutlaJCw+GwLxUl3/s73/kOdXd3E0kpLNu2qbe3VxDqOI6QOMdxhGSO5QhZliUGiOd51N/fL6Suvb2dvvzlLxOkVKKu60KFyq9XFYGpVIp27txJc+bMoUAgIMKJsfKipRDIVzAYpGg0SoFAwJfRaGhooDvvvJM+/vhjX35U/j2bzRbNpcp21LIsoWplCWXpfvvtt+lLX/oSxeNxikQiFAgExGCV286dGolEqotA5B2al156SdycnZliarMUAnVdp1Ao5PNq5fcGAgEx2hctWkR33XUXvf322/TJJ58I4mSwuszlckJ9FoPneZRMJimbzdJbb71Ft912G82ZM6dom2OxmCBSURQKh8PifVVHIDCcpXnggQeEpDCBxYgqRQLleCkcDgvC2NvTdZ2CwSAFg0Hx2sqVK+muu+6inTt3UldXl5AiVqWyhBV6pF1dXfTyyy/T/fffT0uXLhXPjkajFA6HRTpMyceo8qxCKBQaVy64UgROaq5fURTFcRwaHBzET37yk0lN/vIR3gyeO5QrvPlwLq49AYCdO3di165duPvuuxEOh9HS0oL58+fjlFNOQWtrK1zXxdDQEFpbWzE4OIhDhw6ho6MDfX19sCwLyWRSLHfj00V5+2ng/zWrXNPK86NcsTfaJq5VAx7Rt956q0/N8UiWVaCu60W903IGu9N1yd6onKHZsGEDvfzyy7RixQrhuULKYo3nu5ddhRaSeMMNNwgvkqdUIHlqsrph56RU9VEtFzs1AGjhwoVE+eRDpQgsSz2fkq+5ePTRR3HdddchFAqJPcECgcAI9cKTwJqm1UxJIQDMnj0bnuchlUphwYIFeO2119Dd3T19JRXjBUvij370oxGjh1WLPOJ0Xfelo6r5Yk1iGAY1NDTQ448/TpQfud3d3TNbhRaSmMlkaNOmTcKrZJUiq1X+0rVg/yCZiVAoRPfffz/19fWJDk6n09VDIPKBfi6Xo6efftrnanMjOGasJfvHg/XBBx+kwcFBX+d2dHRUF4EM13Vp69at1NLSQo2Njb5GG4ZRUwQCoM2bN1MikRjRsclksjoJBIZV6u7du2nZsmW+HKKsSmtBjf70pz8lz/OKdmpPT0/1Esgk2rZN999/P5100kmEvK2QyxBYrRaro5RrUtkRGk8Ggz872vsLO1FVVV/7+HNyoRJPTH/qU5+i9vZ2yuVyo3ZoIpGg8847z1dTO5HByzH04sWLeenD1IITxRdffLFoVDweL5o7DQQCIp0FKVVV+L7x2lL+DA8UvkKhkC+3KV+GYfiS2dymG2+8kbq6uqi3t3fMzkwkEnTKKaeI53Py2zTNkmczkM/FxmIxWrRoEe3atWvqCUSeRM/z6MknnxS1lDyyTNMctX6Ec61y8ng8o1fuCHnaq/B9pmmSYRi+zJFc+sGlIN/73vdE9dzxvnMikaDVq1dTOBz2FYLx/Yq1o/AKh8Pi94ULF9KhQ4emh0AGq9Unn3ySzjjjDPFFmBj+3TAMX+NlQkqZNJaJGYtwuRIABdV38oT1lVdeSTt27BCzGKV811QqRUuWLPFJdLGQ6ngSGIlEqKWlhZYvX04HDhyYXgIZRETd3d30m9/8hi666CLxZeTqLlapgUBgBBFy7vF49kMmulCVFpIt53Gj0ShdcMEF9M9//pP6+/uLeppjwbIsWrdunQipWCWPZzZfltLFixfTe++9NzMIZPAc3h//+Ec699xzCXkDLxNZjosdpmJSGwwGfdKu6zp98YtfpCeeeELMN07ku7muSzfddBMtWbJEqFC2fzzDzwN0tKulpYWQn9T+4WfGY6sAAAErSURBVA9/KNoy4xbnWZZFpmmiu7sbL774Ip5++mls375drK3nNYXyEenylNNY4M/Jm9IahgHTNMW2YABwzjnn4KabbsJll12GOXPmQNd1ke+dCDzPI0VRkE6nRXsNwxBL7njjo+MhEAjAsiyxatowjJm9upKGi4vQ2dmJHTt2YN++fXj33Xfx4Ycf4tixY0gmk8jlchOej4tEImhubkZDQwNOO+00nH/++Tj33HOxcOFCNDY2wjTNGd0/mIkSOBpc1yWWnqNHj2L37t3YuXMn9u7di56eHhw+fBiJRAL9/f1Ckgq3kG5tbcW8efMwe/ZszJs3D6eeeipWrFiBRYsWYdasWYA0s1ItqKrGFsJxHJI3YZB3RZKPP+BDSeTtTFhyg8FgVfdBHVWO/wHy1wKUCUKzwgAAAABJRU5ErkJggg=="},{"id":"8a020b9f-614a-40b2-9f55-2b4bc6ee75ef","height":30.66,"width":18.92,"perimeter":98.57,"area":397.81,"image":"data:image/png;base64,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"},{"id":"db9b353c-af70-4ba1-86c1-c6dd4f47bab2","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Number of letters detected {"data":{"noOfLetters":21},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":2176.46,"perimeter_in_feet":181.37},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[167.81,283.67,127.07,177.37,399.37,397.81,334.17,167.67,283.57,127.16,177.37,399.44,397.72,334.24,167.81,283.64,127.07,177.37,399.37,397.81,334.17],"actualFilledAreaSum":5661.679999999999},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":39.32},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Average character height calculated {"data":{"avgCharHeight":27.99285714285714},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":779.0,"ratio":1.2015404364569962},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"164","otherDimensionOfSign":136.49},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"15744\" height=\"13103.179487179488\" viewBox=\"0 0 936 779\">
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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":602,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.81,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":602,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.17,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3465},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":752,"y":349,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.67,"bounding_box_area":441,"exact_perimeter":113.54,"approximate_perimeter":107.65,"convex_hull_perimeter":81.96,"perimeter_pixels":648.02142802481,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1634,"perimeter_to_area_ratio":0.6772},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":625,"y":347,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.57,"bounding_box_area":454,"exact_perimeter":108.35,"approximate_perimeter":100.53,"convex_hull_perimeter":68.97,"perimeter_pixels":618.4163056034271,"original_contour_points":209,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3035,"perimeter_to_area_ratio":0.3821},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":9,"position":{"x":873,"y":307,"width":61,"height":170},"scaled_width":10.69,"scaled_height":29.79,"actual_filled_area":127.16,"bounding_box_area":318,"exact_perimeter":84.02,"approximate_perimeter":79.72,"convex_hull_perimeter":68.53,"perimeter_pixels":479.5391052434012,"original_contour_points":84,"approximation_points":14,"shape_analysis":{"aspect_ratio":2.79,"compactness":0.2264,"perimeter_to_area_ratio":0.6607},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEEAAACuCAYAAABp5WASAAAABmJLR0QA/wD/AP+gvaeTAAANUklEQVR4nO2dT2wbRfvHvzv7f9eOU7tQQlBLoqop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","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":170,"y":302,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.72,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.67,"convex_hull_perimeter":84.95,"perimeter_pixels":562.5929291125638,"original_contour_points":122,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5144,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":13,"position":{"x":2,"y":302,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.24,"bounding_box_area":844,"exact_perimeter":115.7,"approximate_perimeter":108.64,"convex_hull_perimeter":96.45,"perimeter_pixels":660.3158005400394,"original_contour_points":351,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3138,"perimeter_to_area_ratio":0.3462},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":14,"position":{"x":752,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.81,"bounding_box_area":441,"exact_perimeter":113.79,"approximate_perimeter":107.8,"convex_hull_perimeter":82.13,"perimeter_pixels":649.4356415871832,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1629,"perimeter_to_area_ratio":0.6781},"image_base64":"data:image/png;base64,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","detec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EIBoMTvv+ZJgAEQKSiqqoqCis8kUiEbrjhBtI0jWzbFhuLcV/4eQZJAFuWRcFgkE6ePElHjx4t+n0Rx27dulXkwmqadsriWFEUUhRFgLp+/XqhwQWDQXIch6qqqk7p3lONuK0jXXcch3Rdp+uvv54cxyHDMATDFG4yNhKxZGMrwrZtyuVylEgk6OmnnyYUqNceYHO5HB09epR0XSfLssTomCjFYjFatGiRuC9J89JUXYtUTpK3+vvIRz4imKVc/bt9+3aRsM7kuXNXVxcdOnRIPLBcD25tbaULL7yQKD9CefQBGJ8dNg3owgsvJMdxyHXdETl9vPTyyy8X+QMEcrZtY9euXXTkyBHR8eXq9I9+9KN07rnnEhWILdd1yzZ4pjpxX1588cXiM8/NE6VMJkODg4Oea6JXNU2jnTt3UiaTEcCWyxRZvHgxxeNxorwyxmDyqJ3uxNv1ERGtXLmSGhsbyzqgDcOgt99+m+RlmJ67v/HGG2LeCwQCZZv/zjnnHKL8QGGlgbXIs4FYESUiWrBgAbW1tZW17bZt0yuvvOJhEnF3x3Gou7ubHMcRmmy5aMGCBR8+TOJUAGWzkSuFXNelaDRKc+fOFbZuOSQWAHr11VdpeHhYXBPAptNp+uCDDz68qKpimWA5HtzU1CTmU8dxyDRNcd/p5KAYi3hpZnV1dVkZJxgMUk9PD508eVJcE8C+9tprZJqm2P93PNEH+QGUl/mqqhIAam9vp3A47NlTuHCn7+lOmUyGSHLM1NfXi74qx3Tnui51d3fTW2+9Ja4Jt1Jvb6/gqPE+sHBBsrzwecGCBRQMBkWjWBqwGHIcp+LBHauvwuEwkSSdzj33XMrlchSNRimXy/l2UoxElmVROp2m48ePi2tqvmLo7OwUXEaSm8wPjSRWw+Ew1dfXi/gj5YFljmalgk2gSi2yC7FU4c7n9s6dO5co7xCaKKhMpmnS4cOHhQdK5wfs27evKGDsl2RA5e0D2JOVTCYpGAwK8c4Kmrxz93QmtjKGh4cpHo/TsWPHqKGhoaTz/lSI+1H2GetERAMDA3Tw4EEBEGvFfsGVFQFZ23Vdl958801at24d6bpOmqYJSVAur8tUoLHakc1mKRwOk6IoFI/HadeuXUJRDYfDYg4+VWKc5IEigH3//fcFQOPtcBZH7CpjjdpxHOrt7aXe3t4ij1Ph/yuZxqo/K6SRSES4/kKhEGWz2bLEvLn/U6nU/38mEdHw8LDQWnme5VHgRywXilNWjJjzC43xwntO90AA9y0rl5FIxNM/EyWe1jgUSAwsz3kkiWH5T35sTf6PLMaZS+X7FY7uSudWv2QYBpmmKV4Z5EAgMOHjZRif4eFhIRF0+nB9jpDzzGHjHUn8e/l/pe5RyJ3TnVuZmJMKteBynBnEEjCdTgtGUSk/uY8kGs+2sNp0IZXyLMycKsdIZbt2hiqLioClEvk1M1R5pJLkApQVmelkZ56NpFJBOI2pXNH9GTozpJIUdWC1mTl1BtjKJZVK5A7LwM6I48okncbgzJG+kwMGcr6wYRiUTqfJdV3PXr9UwhkxIxH8kZ/9jvmV/RETT/PPZwSkUinK5XIe32fhWpaRgJzRvkensXwJvEl3VVUV1dXVfXitHA/m05cNwxAxR13XyXEcz0G+I3HsjBNkdBorEYGTHN5//33hySoLsIqiUDAYJNu2TylwXOkZFKebxvLVx2IxAkDV1dUUCASIygmsaZqC86LRKFmWRblcTsRgaRSOPZsS2k6Fxhr4lmVRNpulY8eOiYS2sgHLSpSiKDQ8PEwAKBaL0QUXXCDCSlTClOLsghkamcZK3O/t7aWWlhY6//zzqbq6mqhcwMphP8qD19jYSF/+8pfpxz/+sSd/thSwM9rx6DQWx5qmKU4Y4ZM/ygKsrusCHMMwyLIsGhoaoqGhIa7YjDE8yaQSEc2aNUuMCgDCYTHaoinmNE6F4XWfpYLJMzT5pFLeDlVVteTq9fFsV1P4297e3hlT5gyRSnktVnYfygD5cSkWrp7j13ye6+mr/QyNSMJXLK82n8hKOM4pVlWV3n///Rkb9QyRSvlUyObmZnFRBtaPKOXfFK5QT6fTMxx7hkglIqqtraVly5Z5MigmGtUBQNlslnp6espT0xkaF6lERPF4nJYuXUqKopCu66ek8Mi5wpzlmMlkaO/eveWv9QyNSSrlDeA5c+YUZVCQz8iL7FmigsD9oUOHqNSWcDM0SbRz506xTx/v91d4YNJIRd64Ud7zr6amBitWrMDQ0NAMsJNMgh1nz55NgUCAlPw+hzSOzaVklyHvRkYfbmZNPT09E150NEMTIN7Klne95le/x13LGyrLm1crioLdu3fPcOwkk+BYVVWpra1NzLOyW3Es4gVGTGzH8nd79uwp2hJuhk4veTSjZcuWiX3/xuPnHSlCw27K7du3l6e2M+SbPMCuXLlSbGDJW9r69UAVhuZ4uxvLsmjPnj2ejS/OdkL+0CX5lalczxBef0VRlLfeegttbW106NAhory54teulX/DW7fmG0E9PT305JNPkuu6UFX1rA7hJZNJPPbYY7Rp0yZqaWmhpqYmam5upqamJlqwYAHt2LEDra2tYu8O3qw6v7+x777z/NC2bVx11VX0wgsvjGsDy8Ktg3j3a86OME2TLrnkEtq2bRspZ3mismmaWL16Ne3cuVNIOe63YDBIsViM6uvrqbGxkerr66mqqopmz55NDQ0NNG/ePGpsbKSamhqqqamhuro6isVivJB65H7N5XL40Y9+JDRhvydhjVXYHu7q6iqruKk0ymQy2L59uzgHoNThSmOdqcC4tLW1Yd26dbj11luxefNmPPnkk0gkEiP37TPPPDOhM2JHA3bjxo1nNbAAcM0114DyJ3n4NSUVRYGmaTAMo+g/fL2trQ3PP//8yH3b09ODpqamcduxfuxcXdfR09NzVgJrWRbefPNNxONxAVbhiR5+ADYMA8FgEIFAwINNe3s7Dh06JPq2SOWtqamhyy67bEIBgVLEecfPPfcc5XK5sw5cXdfpkUceoeHhYbGzLKfn+vmvIh3WZFmWSFvSNI2i0Shdfvnl1NLSMvJNMpkMtm3bVuRNmkjhOSUSiWDFihXo7OyEZVlnDbiDg4M4ceIE5s2bB8r74sdztBwfdsgHKpWalx966CEMDAyM3qeu62LWrFkeUCZaZEVsw4YNZ9VcCwCbNm3yTG3yKc7jnc50XRdHv0YiEWia5hHDo1bkzjvvFBUoB7B8xjufO/vf//73rAAXAF577TUxsBsaGkSf+D3jns+gHQnsK664wl9fAsCBAwcEGBMtcgP4YNuLLrrorAH2pptu8vQDn797KozDWrB8LNof//hH/31pmiauu+46hMNhIUpL2bd+jqLmygcCATG3zJo1C7/85S+nNbgA8O9//3vEE5/9HoXOv2FQ5QjcihUrIJ8F4KtSTzzxBHRdRygU8pxbyg9j0P2cWMy/JSLMmTMHRISmpiY8/vjj0xJc5E98Xr169YSBZSDZHxAMBsUp0j/96U/HByx9uE0QVq9e7bk5c5yqquJBfg+PZ06Xj7VuaWnB4ODgtMuy6O3txW233SYk3USAlaUk4xAMBtHW1obDhw+Pv98A4OmnnxaAsoZceG643zPGA4GAOMraMAxhrK9duxZDQ0NIp9PTAlwA+MMf/iAGfjmA5b6SJd+3v/3tU5d2AATX8uTPChBz31jAyiaTpmmeyvFIvPTSS5FMJiuec4eGhrBr1y60t7d7pNtEgZVFMZs8Bw4cKHl2rC8CgD//+c9ijpVBkufbsURxfX29R+mSweUBs2rVKuRyOWSz2YoEN5PJwHEcfPzjHxdti0ajEwaW+1zuszvuuAOZTGZi/ZRIJHDjjTcWcZ8smkcrPCgURfGAGwgEPEdaK4qCCy64AMePH684z5Rt2zh27Bg2bNgg2lddXV0WjpVNIsMwsHDhQhw8eHDiUxcAbN++HbNmzRKKDysFfswdeaQVinF+Ze5XVRXXXHMN3nnnnYrRlm3bhmma+MxnPuMZwOUSxfw/vt+3vvWt8vWNaZp48MEHQUSora0VDyQprCR7R3RdH9XXzI3i/xSeB/+xj30Mf/nLX8qeMlJusiwLL730Es455xyPzsDRGz8Dn//Hg0GWZMwMLB0/8YlPYGBgYOJiWCYAWLJkiZD38sN5RJIUXjIMY8QRKQMrJ6bH43EhelpbW3HnnXeir69vyoELAO+88w5+9atfoampqWh6kvtmLGBH8z5x/7E1sWPHjvHbrWORaZp49dVX0dHRIRrB4MmiRlVVGIbhm2P5942NjZ75lwfM5Zdfji1btgBA+Rs1TsrlcsjlcnjppZdw4403ehw3suuUr3P/jFZk+56dD6qqCh8xg7thw4bT1372SMlaMXtB5LlkrAC9DCzPHfJACIfDHsVL0zSsX78er7322hkRzydPngQAJJNJfOc73xEgclvljIhwODwut6s8GEol3quqiiVLluDdd989veagbdvYuHGjmBvZluVG+MnlkYGVRVEkEvHMt7quC+2Sv7/kkkvw2GOPIZlMnnYOTiaTcBwHb7zxBr7yla+Iwcwhs8KwZjAYLFKa/FgNhTqKHCioq6vDn/70p9M/mG3bRiqVwtq1a4s4TdbiZI4bS3liO5ejFoqioKamxiOaeQCwpr1u3To88sgjOHDgAPr6+uA4TlkaDwDDw8N499138eqrr+LrX/862tvbPVOEzFGxWAzhcLho+uEB6WeOZRFsGAYikYgnbnvvvfdOnoTi0F5TUxMikYgApFCJGilTQAZ2NAUrEAgIDZOvV1VVeexfXdexfPlyfPOb38Tf//53dHV1IZFICKAtyxLvZXIcB5Zlic+JRAIHDx7EY489hptvvlkEK7jDS3FWXV1d0aBmxdFvkKSw3dxntbW1uOmmm2Ca5rhBnVCOLwDs3LmTrrrqKspms2SapshHlk/dKjXY5FUDgUCAstksBQIBse5H13XKZrOkqiqFQiFxno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","detection_approach":"prominent_color_detection"},{"index":19,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.81,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":20,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.17,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3465},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"dataObjects":[{"id":"abf1bda3-985b-41c3-8244-5cfe222df56f","height":21.9,"width":20.15,"perimeter":113.79,"area":167.81,"image":"data:image/png;base64,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"},{"id":"9869b6b6-f90f-40d1-a9ee-7a547adfaa91","height":22.78,"width":19.97,"perimeter":108,"area":283.67,"image":"data:image/png;base64,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"},{"id":"9bce5fd0-88ed-40fb-b38b-1dd4b373a3b0","height":29.61,"width":10.69,"perimeter":83.73,"area":127.07,"image":"data:image/png;base64,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"},{"id":"d8b0c023-da76-4669-938b-bae40b704275","height":30.14,"width":24,"perimeter":106.86,"area":177.37,"image":"data:image/png;base64,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"},{"id":"5641965d-6fe8-4d88-b37c-417ff2868a9c","height":30.66,"width":18.92,"perimeter":98.57,"area":397.81,"image":"data:image/png;base64,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"},{"id":"9bc842c7-71c4-40e7-979c-d9484c4376e5","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"},{"id":"16f2ea2c-a2ae-4110-b3ab-d12e403040be","height":21.9,"width":20.15,"perimeter":113.54,"area":167.67,"image":"data:image/png;base64,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"},{"id":"48377afc-aec7-4342-b30a-5c576225f002","height":22.78,"width":19.97,"perimeter":108.35,"area":283.57,"image":"data:image/png;base64,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"},{"id":"35f8b9ca-1a7a-4a38-8208-fe8d1ddc4a45","height":29.79,"width":10.69,"perimeter":84.02,"area":127.16,"image":"data:image/png;base64,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"},{"id":"b32a1ac4-3be3-479b-8c38-58e99e5c8182","height":30.14,"width":24,"perimeter":106.86,"area":177.37,"image":"data:image/png;base64,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"},{"id":"0a8230d8-51fa-4330-96da-9df80fc489ac","height":30.66,"width":18.92,"perimeter":98.78,"area":399.44,"image":"data:image/png;base64,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"},{"id":"ba17de1d-53e2-41f5-bcbd-2689bcb01aed","height":30.66,"width":18.92,"perimeter":98.57,"area":397.72,"image":"data:image/png;base64,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"},{"id":"6d47fbe2-33d5-425b-b527-975ddc421896","height":30.14,"width":28.03,"perimeter":115.7,"area":334.24,"image":"data:image/png;base64,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"},{"id":"e8002381-d2b1-49cb-8e4b-6c65a70d3abb","height":21.9,"width":20.15,"perimeter":113.79,"area":167.81,"image":"data:image/png;base64,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"},{"id":"0f36ea64-7c35-4990-a420-9b4f8579df91","height":22.78,"width":19.97,"perimeter":108,"area":283.64,"image":"data:image/png;base64,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"},{"id":"ac8942c1-9262-4a2e-bf4c-5166ade8bc79","height":29.61,"width":10.69,"perimeter":83.73,"area":127.07,"image":"data:image/png;base64,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"},{"id":"abc63e73-da1e-46cd-a59e-34620d293a35","height":30.14,"width":24,"perimeter":106.86,"area":177.37,"image":"data:image/png;base64,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"},{"id":"daa4ce48-a06d-4285-b861-1ec827b204b2","height":30.66,"width":18.92,"perimeter":98.57,"area":399.37,"image":"data:image/png;base64,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"},{"id":"8a020b9f-614a-40b2-9f55-2b4bc6ee75ef","height":30.66,"width":18.92,"perimeter":98.57,"area":397.81,"image":"data:image/png;base64,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"},{"id":"db9b353c-af70-4ba1-86c1-c6dd4f47bab2","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"}],"no_of_letters":21,"perimeter_of_sign":181.37,"nested_area":82.12,"occupied_area":39.32,"avg_char_height":27.99285714285714,"widthOfSign":"164","otherDimensionOfSign":136.49,"width_of_smaller_line":20},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"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":1381,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"164","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":136.49,"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":21,"perimeter_of_sign":181.37,"nested_area":82.12,"occupied_area":39.32,"avg_char_height":"Greater than 24 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\"},{\"id\":\"9bc842c7-71c4-40e7-979c-d9484c4376e5\",\"height\":30.14,\"width\":28.03,\"perimeter\":115.8,\"area\":334.17,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"48377afc-aec7-4342-b30a-5c576225f002\",\"height\":22.78,\"width\":19.97,\"perimeter\":108.35,\"area\":283.57,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"e8002381-d2b1-49cb-8e4b-6c65a70d3abb\",\"height\":21.9,\"width\":20.15,\"perimeter\":113.79,\"area\":167.81,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"0f36ea64-7c35-4990-a420-9b4f8579df91\",\"height\":22.78,\"width\":19.97,\"perimeter\":108,\"area\":283.64,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"db9b353c-af70-4ba1-86c1-c6dd4f47bab2\",\"height\":30.14,\"width\":28.03,\"perimeter\":115.8,\"area\":334.17,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","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":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"164","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":136.49,"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":21,"perimeter_of_sign":181.37,"nested_area":82.12,"occupied_area":39.32,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":20,"other_dimension_of_sign":136.49,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1381}},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Looking up SignType {"data":{"sign_type":"Flat Cut Acrylic Letters"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":10,"formulas_count":27},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Retrieved Variables List {"data":{"sign_type_id":10,"variables_count":10},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Merged material items {"data":{"formulas_count":27,"items_count_after_merge":27},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Merged variable items {"data":{"variables_count":10,"items_count_after_merge":37},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Initializing MathExecutor {"data":{"variables_count":184},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: MathExecutor variables set {"data":{"variables_count":184},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: NEAREST_INCH called {"data":{"input_value":"1","sign_type":"Flat Cut Acrylic Letters"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: NEAREST_INCH result {"data":{"input_value":"1","closest_inch":0.984},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Formula executed successfully {"data":{"name":"Sign Depth/Thickness","expression":"NEAREST_INCH(sign_depth_or_thickness, sign_type)","result":0.984},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"110.44988"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"1129.3832208"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.013029474691200001},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * material500611","result":13.0294746912},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0010348434200000002},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * material500214","result":1.03484342},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.009870814160000001},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * material501055","result":9.87081416},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.426 * weight_material502098 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.426 * material502098 , 0 )","result":"0"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.02028691808"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.41 * material502098 )","result":"20.28691808"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00984588528"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.21 * material502131)","result":"9.84588528"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0131832096"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"13.1832096"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00105188864"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.08 * material501680)","result":"1.05188864"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":13.660606774240001},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable56 * nested_area","result":61.59},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2 * 0.75, 0 )","itemDenseWeight":"46.8084"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), ( 4 * sqrt(nested_area) * 2 * weight_material502074 ) / 144, 0 )","itemDenseWeight":"0.50344492263152"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] 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":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Total Cost formula detected {"data":{"item_id":63},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Formula calculations completed {"data":{"total_items":37,"successful_calculations":36,"errors_count":0},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1274.9208614454399,"totalDenseWeight_before_formula":157.83002795650273},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable57","computed_totalCost":1402.412947589984},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Flat Cut Acrylic Letters","objects_count":21,"totalDenseWeight":0},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":21,"sign_depth":"1"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":10.69,"height":29.61,"depth":"1"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":10.69,"height":29.79,"depth":"1"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-15","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-16","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-17","width":10.69,"height":29.61,"depth":"1"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-18","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-19","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-20","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-21","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-03 10:31:40"} 
[2026-04-03 10:31:41] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775212302_7503a4c3f1a268c157b87f1ca088f1f4","bins_packed":[{"bin_data":{"w":26,"h":30.96,"d":28.33,"id":"unique","used_space":69.1489,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":30.96,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/d46eb31df9ccdbe642a06bc7fb9f2246/1775212302-1163-6610923.svg","items":[{"id":"item-7","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/d46eb31df9ccdbe642a06bc7fb9f2246/1775212302-1148-4170599.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-14","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/d46eb31df9ccdbe642a06bc7fb9f2246/1775212302-115-4029240.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-21","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/d46eb31df9ccdbe642a06bc7fb9f2246/1775212302-115-5300289.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, 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[2026-04-03 10:31:41] local.INFO: Box added from packed bin {"data":{"length":28.33,"width":26,"height":30.96,"denseWeight":0},"timestamp":"2026-04-03 10:31:41"} 
[2026-04-03 10:31:42] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":30.33,"width":28,"height":33.21},"quantity":1,"denseWeight":1}],"cheapestShippingCost":985.43,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":30.33,"width":28,"height":33.21},"denseWeight":1,"volumetricWeight":92.5,"higherWeight":92.5,"quantity":1}],"totalHigherWeight":92.5,"DS":0,"rate":1206.315,"tariffAndDS":1206.315,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2130.488306,"totalShipmentCostFormula":"((tariffAndDS (1206.315) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2130.49","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":30.33,"width":28,"height":33.21},"denseWeight":1,"volumetricWeight":92.5,"higherWeight":92.5,"quantity":1}],"totalHigherWeight":92.5,"DS":0,"rate":700.335,"tariffAndDS":700.335,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1314.6461540000003,"totalShipmentCostFormula":"((tariffAndDS (700.335) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1314.65","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":30.33,"width":28,"height":33.21},"denseWeight":1,"volumetricWeight":92.5,"higherWeight":92.5,"quantity":1}],"totalHigherWeight":92.5,"DS":0,"rate":601.25,"tariffAndDS":601.25,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1154.8815,"totalShipmentCostFormula":"((tariffAndDS (601.25) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1154.88","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":30.33,"width":28,"height":33.21},"denseWeight":1,"volumetricWeight":92.5,"higherWeight":92.5,"quantity":1}],"totalHigherWeight":92.5,"DS":0,"rate":941.65,"tariffAndDS":941.65,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1605.70158,"totalShipmentCostFormula":"(( tariffAndDS (941.65) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1605.70158","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":30.33,"width":28,"height":33.21},"denseWeight":1,"volumetricWeight":92.5,"higherWeight":92.5,"quantity":1}],"totalHigherWeight":92.5,"DS":0,"rate":1375,"tariffAndDS":1375,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1375,"totalShipmentCostFormula":"((tariffAndDS (1375) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1375","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":"2026-04-03 10:31:42"} 
[2026-04-03 10:31:42] local.INFO: Yes Factor Founded {"data":{"sign_type":"Flat Cut Acrylic Letters","productCostFactor":"1.25"},"timestamp":"2026-04-03 10:31:42"} 
[2026-04-03 10:31:42] local.INFO: Product cost factor determined {"data":{"sign_type":"Flat Cut Acrylic Letters","productCostFactor":"1.25"},"timestamp":"2026-04-03 10:31:42"} 
[2026-04-03 10:31:42] local.INFO: Final API Response {"data":{"sign_width":"164","sign_height":136.49,"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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[2026-04-03 10:31:42] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 10:31:42"} 
[2026-04-03 10:31:43] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-03 10:31:43"} 
[2026-04-03 10:31:43] local.INFO: Incoming Request {"data":{"sign_type_name":"Flat Cut Acrylic Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":136.49,"sign_width":"164","dimensions":[{"id":"abf1bda3-985b-41c3-8244-5cfe222df56f","height":21.9,"width":20.15},{"id":"9869b6b6-f90f-40d1-a9ee-7a547adfaa91","height":22.78,"width":19.97},{"id":"9bce5fd0-88ed-40fb-b38b-1dd4b373a3b0","height":29.61,"width":10.69},{"id":"d8b0c023-da76-4669-938b-bae40b704275","height":30.14,"width":24},{"id":"31902d17-6fe0-49bc-860c-bc43ac1a5608","height":30.66,"width":18.92},{"id":"5641965d-6fe8-4d88-b37c-417ff2868a9c","height":30.66,"width":18.92},{"id":"9bc842c7-71c4-40e7-979c-d9484c4376e5","height":30.14,"width":28.03},{"id":"16f2ea2c-a2ae-4110-b3ab-d12e403040be","height":21.9,"width":20.15},{"id":"48377afc-aec7-4342-b30a-5c576225f002","height":22.78,"width":19.97},{"id":"35f8b9ca-1a7a-4a38-8208-fe8d1ddc4a45","height":29.79,"width":10.69},{"id":"b32a1ac4-3be3-479b-8c38-58e99e5c8182","height":30.14,"width":24},{"id":"0a8230d8-51fa-4330-96da-9df80fc489ac","height":30.66,"width":18.92},{"id":"ba17de1d-53e2-41f5-bcbd-2689bcb01aed","height":30.66,"width":18.92},{"id":"6d47fbe2-33d5-425b-b527-975ddc421896","height":30.14,"width":28.03},{"id":"e8002381-d2b1-49cb-8e4b-6c65a70d3abb","height":21.9,"width":20.15},{"id":"0f36ea64-7c35-4990-a420-9b4f8579df91","height":22.78,"width":19.97},{"id":"ac8942c1-9262-4a2e-bf4c-5166ade8bc79","height":29.61,"width":10.69},{"id":"abc63e73-da1e-46cd-a59e-34620d293a35","height":30.14,"width":24},{"id":"daa4ce48-a06d-4285-b861-1ec827b204b2","height":30.66,"width":18.92},{"id":"8a020b9f-614a-40b2-9f55-2b4bc6ee75ef","height":30.66,"width":18.92},{"id":"db9b353c-af70-4ba1-86c1-c6dd4f47bab2","height":30.14,"width":28.03}]},"timestamp":"2026-04-03 10:31:43"} 
[2026-04-03 10:31:43] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-03 10:31:43"} 
[2026-04-03 10:31:43] 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":136.49,"sign_width":"164","dimensions":[{"id":"abf1bda3-985b-41c3-8244-5cfe222df56f","height":21.9,"width":20.15},{"id":"9869b6b6-f90f-40d1-a9ee-7a547adfaa91","height":22.78,"width":19.97},{"id":"9bce5fd0-88ed-40fb-b38b-1dd4b373a3b0","height":29.61,"width":10.69},{"id":"d8b0c023-da76-4669-938b-bae40b704275","height":30.14,"width":24},{"id":"31902d17-6fe0-49bc-860c-bc43ac1a5608","height":30.66,"width":18.92},{"id":"5641965d-6fe8-4d88-b37c-417ff2868a9c","height":30.66,"width":18.92},{"id":"9bc842c7-71c4-40e7-979c-d9484c4376e5","height":30.14,"width":28.03},{"id":"16f2ea2c-a2ae-4110-b3ab-d12e403040be","height":21.9,"width":20.15},{"id":"48377afc-aec7-4342-b30a-5c576225f002","height":22.78,"width":19.97},{"id":"35f8b9ca-1a7a-4a38-8208-fe8d1ddc4a45","height":29.79,"width":10.69},{"id":"b32a1ac4-3be3-479b-8c38-58e99e5c8182","height":30.14,"width":24},{"id":"0a8230d8-51fa-4330-96da-9df80fc489ac","height":30.66,"width":18.92},{"id":"ba17de1d-53e2-41f5-bcbd-2689bcb01aed","height":30.66,"width":18.92},{"id":"6d47fbe2-33d5-425b-b527-975ddc421896","height":30.14,"width":28.03},{"id":"e8002381-d2b1-49cb-8e4b-6c65a70d3abb","height":21.9,"width":20.15},{"id":"0f36ea64-7c35-4990-a420-9b4f8579df91","height":22.78,"width":19.97},{"id":"ac8942c1-9262-4a2e-bf4c-5166ade8bc79","height":29.61,"width":10.69},{"id":"abc63e73-da1e-46cd-a59e-34620d293a35","height":30.14,"width":24},{"id":"daa4ce48-a06d-4285-b861-1ec827b204b2","height":30.66,"width":18.92},{"id":"8a020b9f-614a-40b2-9f55-2b4bc6ee75ef","height":30.66,"width":18.92},{"id":"db9b353c-af70-4ba1-86c1-c6dd4f47bab2","height":30.14,"width":28.03}]}},"timestamp":"2026-04-03 10:31:43"} 
[2026-04-03 10:31:43] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Flat Cut Acrylic Letters"},"timestamp":"2026-04-03 10:31:43"} 
[2026-04-03 10:31:43] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":10},"timestamp":"2026-04-03 10:31:43"} 
[2026-04-03 10:31:43] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":10},"timestamp":"2026-04-03 10:31:43"} 
[2026-04-03 10:31:43] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-04-03 10:31:43"} 
[2026-04-03 10:31:43] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":10},"timestamp":"2026-04-03 10:31:43"} 
[2026-04-03 10:31:44] 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":136.49,"sign_width":"164","shipping_weight":92.5,"shape":"rectangular","dimensions":[{"id":"abf1bda3-985b-41c3-8244-5cfe222df56f","height":21.9,"width":20.15},{"id":"9869b6b6-f90f-40d1-a9ee-7a547adfaa91","height":22.78,"width":19.97},{"id":"9bce5fd0-88ed-40fb-b38b-1dd4b373a3b0","height":29.61,"width":10.69},{"id":"d8b0c023-da76-4669-938b-bae40b704275","height":30.14,"width":24},{"id":"31902d17-6fe0-49bc-860c-bc43ac1a5608","height":30.66,"width":18.92},{"id":"5641965d-6fe8-4d88-b37c-417ff2868a9c","height":30.66,"width":18.92},{"id":"9bc842c7-71c4-40e7-979c-d9484c4376e5","height":30.14,"width":28.03},{"id":"16f2ea2c-a2ae-4110-b3ab-d12e403040be","height":21.9,"width":20.15},{"id":"48377afc-aec7-4342-b30a-5c576225f002","height":22.78,"width":19.97},{"id":"35f8b9ca-1a7a-4a38-8208-fe8d1ddc4a45","height":29.79,"width":10.69},{"id":"b32a1ac4-3be3-479b-8c38-58e99e5c8182","height":30.14,"width":24},{"id":"0a8230d8-51fa-4330-96da-9df80fc489ac","height":30.66,"width":18.92},{"id":"ba17de1d-53e2-41f5-bcbd-2689bcb01aed","height":30.66,"width":18.92},{"id":"6d47fbe2-33d5-425b-b527-975ddc421896","height":30.14,"width":28.03},{"id":"e8002381-d2b1-49cb-8e4b-6c65a70d3abb","height":21.9,"width":20.15},{"id":"0f36ea64-7c35-4990-a420-9b4f8579df91","height":22.78,"width":19.97},{"id":"ac8942c1-9262-4a2e-bf4c-5166ade8bc79","height":29.61,"width":10.69},{"id":"abc63e73-da1e-46cd-a59e-34620d293a35","height":30.14,"width":24},{"id":"daa4ce48-a06d-4285-b861-1ec827b204b2","height":30.66,"width":18.92},{"id":"8a020b9f-614a-40b2-9f55-2b4bc6ee75ef","height":30.66,"width":18.92},{"id":"db9b353c-af70-4ba1-86c1-c6dd4f47bab2","height":30.14,"width":28.03}]}},"timestamp":"2026-04-03 10:31:44"} 
[2026-04-03 10:31:44] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-03 10:31:44"} 
[2026-04-03 10:31:44] local.INFO: Input Parameters {"data":{"dimensions_count":21,"shape":"rectangular"},"timestamp":"2026-04-03 10:31:44"} 
[2026-04-03 10:31:44] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-03 10:31:44"} 
[2026-04-03 10:31:44] local.INFO: Sign Type Lookup {"data":{"sign_type":"Flat Cut Acrylic Letters","found":true,"sign_type_id":10},"timestamp":"2026-04-03 10:31:44"} 
[2026-04-03 10:31:44] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":10,"has_module":true},"timestamp":"2026-04-03 10:31:44"} 
[2026-04-03 10:31:44] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-03 10:31:44"} 
[2026-04-03 10:31:44] local.INFO: Flat Cut Acrylic Letters Detected {"data":[],"timestamp":"2026-04-03 10:31:44"} 
[2026-04-03 10:31:44] local.INFO: Resolved Depth Range {"data":{"input_depth":1,"matched_depth":1},"timestamp":"2026-04-03 10:31:44"} 
[2026-04-03 10:31:44] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":5.0},"timestamp":"2026-04-03 10:31:44"} 
[2026-04-03 10:31:44] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-03 10:31:44"} 
[2026-04-03 10:31:44] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":2939.2500000000005,"dimensions_count":21},"timestamp":"2026-04-03 10:31:44"} 
[2026-04-03 10:33:55] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"164","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Vinyl Banners","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":null,"application":null,"ul_mandatory":null,"paint_finish":null,"sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php9A3C.tmp"}},"file_present":true},"timestamp":"2026-04-03 10:33:55"} 
[2026-04-03 10:33:55] local.INFO: Validation Passed {"data":{"sign_width_or_height":"164","user_input_dimension":"width"},"timestamp":"2026-04-03 10:33:55"} 
[2026-04-03 10:33:56] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":7},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":7},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":7},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":7},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"164"},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"164","file_size":23427},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.61,"bounding_box_ar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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.78,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Nested area calculated {"data":{"nestedArea":3941.0911},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"7979d6f3-bcfa-4adf-a044-5ea7f9e7fbff","height":30.66,"width":18.92,"perimeter":98.57,"area":397.78,"image":"data:image/png;base64,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"},{"id":"2f8941db-a7e1-4f3f-9195-0d0ee7216625","height":30.14,"width":28.03,"perimeter":115.8,"area":334.14,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Number of letters detected {"data":{"noOfLetters":7},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":725.03,"perimeter_in_feet":60.42},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[167.74,283.61,127.01,177.37,399.34,397.78,334.14],"actualFilledAreaSum":1886.9899999999998},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":13.1},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Average character height calculated {"data":{"avgCharHeight":27.98428571428571},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":179.0,"ratio":5.229050279329609},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"164","otherDimensionOfSign":31.36},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"15744\" height=\"3010.871794871795\" viewBox=\"0 0 936 179\">
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7qWenp7i38sfAOCdd96hnp4e8VBd10+ljUWV8jyPrrnmGqL8aKO8AmCa5pjvf6YJAAEQqaiqqorCCk80GqWbb76ZNE0jx3HExmLcF0GeQRLAtm2TaZp08uRJOnLkSNHvizh2y5YtIhdW07RTFseKopCiKALUtWvXCg3ONE1yXZcqKipO6d4TjbitQ113XZd0XaebbrqJXNclwzAEwxRuMjYUsWRjK8JxHMrlcjQwMEDPPvssoUC99gGby+XoyJEjpOs62bYtRsdYKR6P04IFC8R9SZqXJupapHKSvNXfxz72McEs5erfbdu2iYR1Jt+d29vb6eDBg+KB5XpwU1MTXXLJJUT5EcqjD8Do7LApQJdccgm5rkue5w3J6aOlV199tcgfIJBzHAc7d+6kw4cPi44vV6efd955tGjRIqICseV5XtkGz0Qn7svLLrtMfOa5eayUyWSor6/Pd030qqZptGPHDspkMgLYcpkiCxcupEQiQZRXxhhMHrVTnXi7PiKi5cuXU319fVkHtGEY9O677/qu+e7+1ltviXkvFAqVbf47//zzifIDhZUG1iLPBmJFlIho3rx51NzcXNa2O45Dr732mk+BEnd3XZc6OjrIdV2hyZaL5s2b99HDJE4FUDYbebKQ53kUi8Vozpw5wtYth8QCQK+//joNDg6KawLYdDpNH3744UcXVVUsEyzHgxsaGsR86rouWZYl7juVHBQjES/NrKysLCvjmKZJnZ2ddPLkSXFNAPvGG2+QZVli/9/RRB/kB1Be5quqSgCopaWFIpGIb0/hwp2+pzplMhkiyTFTW1sr+qoc053nedTR0UHvvPOOuCbcSl1dXYKjRvvAwgXJ8sLnefPmkWmaolEsDVgMua476cEdqa8ikQiRJJ0WLVpEuVyOYrEY5XK5wE6Koci2bUqn03Ts2DFxTc1XDG1tbYLLSHKTBaGhxGokEqHa2loRf6Q8sMzRrFSwCTRZi+xCLFW487m9c+bMIco7hMYKKpNlWXTo0CGhQOn8gL179xYFjIOSDKi8fQB7spLJJJmmKcQ7K2jyzt1TmdjKGBwcpEQiQUePHqW6urqSzvtTIe5H2WesExH19vbSgQMHBECsFQcFV1YEZG3X8zx6++23ac2aNaTrOmmaJiRBubwuE4FGakc2m6VIJEKKolAikaCdO3cKRTUSiYg5+FSJcZIHigD2xIkTAqDRdjiLI3aVsUbtui51dXVRV1dXkcep8P+TmUaqPyuk0WhUuP7C4TBls9myxLy5/1Op1P9/JhHR4OCg0Fp5nuVREEQsF4pTVoyY8wuN8cJ7TvVAAPctK5fRaNTXP2MlntY4FEgMLM95JIlh+U9BbE3+jyzGmUvl+xWO7snOrUHJMAyyLEu8MsihUGjMx8swPoODg0Ii6PTR+hwh55nDRjuS+Pfy/0rdo5A7pzq3MjEnFWrB5TgziCVgOp0WjKJSfnIfSjSebWG1qUIq5VmYOVWOkcp27TRNLioClkrk10zT5COVJBegrMhMJTvzbCSVCsJpTOWK7k/TmSGVpKgDq83MqdPATl5SqUTusAzstDienKTTCJw51HdywEDOFzYMg9LpNHme59vrl0o4I6YlQjAKst8xv7I/Yuxp/vmMgFQqRblczuf7LFzLMhSQ09r38DSSL4E36a6oqKCampqPrpXjwXz6smEYIuao6zq5rus7yHcojp12ggxPIyUicJLDiRMnhCerLMAqikKmaZLjOKcUOJ7sGRSnm0by1cfjcQJAlZWVFAqFiMoJrGVZgvNisRjZtk25XE7EYGkYjj2bEtpOhUYa+LZtUzabpaNHj4qEtrIBy0qUoig0ODhIACgej9PFF18swkpUwpTi7IJpGppGStzv6uqixsZGuuiii6iyspKoXMDKYT/Kg1dfX09f+cpX6Cc/+Ykvf7YUsNPa8fA0EsdaliVOGOGTP8oCrK7rAhzDMMi2berv76f+/n6u2LQxPM6kEhHNmDFDjAoAwmEx3KIp5jROheF1n6WCydM0/qRS3g5VVbXk6vXRbFdT+Nuurq5pU+YMkUp5LVZ2H8oABXEpFq6e49d8nuvpq/00DUnCVyyvNh/LSjjOKVZVlU6cODFto54hUimfCjlz5kxxUQY2iCjl3xSuUE+n09Mce4ZIJSKqrq6mCy64wJdBMdaoDgDKZrPU2dlZnppO06hIJSJKJBK0ZMkSUhSFdF0/JYVHzhXmLMdMJkN79uwpf62naURSKW8Az549uyiDggJGXmTPEhUE7g8ePEiltoSbpnGiHTt2iH36eL+/wgOThiryxo3ynn9VVVVYtmwZ+vv7p4EdZxLsOGvWLAqFQqTk9zmkUWwuJbsMeTcy+mgza+rs7BzzoqNpGgPxVra86zW/Bj3uWt5QWd68WlEU7Nq1a5pjx5kEx6qqSs3NzWKeld2KIxEvMGJiO5a/2717d9GWcNN0esmnGV1wwQVi37/R+HmHitCwm3Lbtm3lqe00BSYfsMuXLxcbWPKWtkE9UIWhOd7uxrZt2r17t2/ji7OdkD90SX5lKtczhNdfURTlnXfeQXNzMx08eJAob64EtWvl3/DWrflGUGdnJz399NPkeR5UVT2rQ3jJZBJPPPEEbdiwgRobG6mhoYFmzpxJDQ0NNG/ePNq+fTuamprE3h28WXV+f+PAfef7oeM4uPbaa+mll14a1QaWhVsH8e7XnB1hWRZdfvnltHXrVlLO8kRly7KwcuVK2rFjh5By3G+maVI8Hqfa2lqqr6+n2tpaqqiooFmzZlFdXR3NnTuX6uvrqaqqiqqqqqimpobi8TgvpB66X3O5HH784x8LTTjoSVgjFbaH29vbyypuJhtlMhls27ZNnANQ6nClkc5UYFyam5uxZs0a3HHHHdi4cSOefvppDAwMDN23zz333JjOiB0O2PXr15/VwALA9ddfD8qf5BHUlFQUBZqmwTCMov/w9ebmZrz44otD921nZycaGhpGbccGsXN1XUdnZ+dZCaxt23j77beRSCQEWIUnegQB2DAMmKaJUCjkw6alpQUHDx4UfVuk8lZVVdGVV145poBAKeK84xdeeIFyudxZB66u6/TYY4/R4OCg2FmW03OD/FeRDmuybVukLWmaRrFYjK666ipqbGwc+iaZTAZbt24t8iaNpfCcEo1GsWzZMrS1tcG27bMG3L6+Phw/fhxz584F5X3xozlajg875AOVSs3LjzzyCHp7e4fvU8/zMGPGDB8oYy2yIrZu3bqzaq4FgA0bNvimNvkU59FOZ7qui6Nfo9EoNE3zieFhK3LPPfeICpQDWD7jnc+d/e9//3tWgAsAb7zxhhjYdXV1ok+CnnHPZ9AOBfbVV18drC8BYP/+/QKMsRa5AXyw7aWXXnrWAHvrrbf6+oHP3z0VxmEtWD4W7Y9//GPwvrQsCzfeeCMikYgQpaXs2yBHUXPlQ6GQmFtmzJiBX/7yl1MaXAD497//PeSJz0GPQuffMKhyBG7ZsmXwPC94HwLAU089BV3XEQ6HfeeW8sMY9CAnFvNviQizZ88GEaGhoQFPPvnklAQX+ROfV65cOWZgGUj2B5imKU6R/tnPfjY6YOmjbYKwcuVK382Z41RVFQ8Keng8c7p8rHVjYyP6+vqmXJZFV1cX7rzzTiHpxgKsLCUZB9M00dzcjEOHDo2+3wDg2WefFYCyhlx4bnjQM8ZDoZA4ytowDGGsr169Gv39/Uin01MCXAD4wx/+IAZ+OYDlvpIl33e+851Tl3YABNfy5M8KEHPfSMDKJpOmab7K8Ui84oorkEwmJz3n9vf3Y+fOnWhpafFJt7ECK4tiNnn2799f8uzYQAQAf/7zn8UcK4Mkz7cjieLa2lqf0iWDywNmxYoVyOVyyGazkxLcTCYD13XxiU98QrQtFouNGVjuc7nP7r77bmQymbH108DAAG655ZYi7pNF83CFB4WiKD5wQ6GQ70hrRVFw8cUX49ixY5POM+U4Do4ePYp169aJ9lVWVpaFY2WTyDAMzJ8/HwcOHBj71AUA27Ztw4wZM4Tiw0pBEHNHHmmFYpxfmftVVcX111+P9957b9Joy47jwLIsfPazn/UN4HKJYv4f3+/b3/52+frGsiw8/PDDICJUV1eLB5IUVpK9I7quD+tr5kbxfwrPg//4xz+Ov/zlL2VPGSk32baNV155Beeff75PZ+DoTZCBz//jwSBLMmYGlo6f/OQn0dvbO3YxLBMALF68WMh7+eE8IkkKLxmGMeSIlIGVE9MTiYQQPU1NTbjnnnvQ3d094cAFgPfeew+/+tWv0NDQUDQ9yX0zErDDeZ+4/9ia2L59++jt1pHIsiy8/vrraG1tFY1g8GRRo6oqDMMIzLH8+/r6et/8ywPmqquuwubNmwGg/I0aJeVyOeRyObzyyiu45ZZbfI4b2XXK17l/hiuyfc/OB1VVhY+YwV23bt3paz97pGStmL0g8lwyUoBeBpbnDnkgRCIRn+KlaRrWrl2LN95444yI55MnTwIAkskkvvvd7woQua1yRkQkEhmV21UeDKUS71VVxeLFi/H++++fXnPQcRysX79ezI1sy3IjguTyyMDKoigajfrmW13XhXbJ319++eV44oknkEwmTzsHJ5NJuK6Lt956C1/96lfFYOaQWWFY0zTNIqUpiNVQqKPIgYKamhr86U9/Ov2D2XEcpFIprF69uojTZC1O5riRlCe2czlqoSgKqqqqfKKZBwBr2mvWrMFjjz2G/fv3o7u7G67rlqXxADA4OIj3338fr7/+Or7xjW+gpaXFN0XIHBWPxxGJRIqmHx6QQeZYFsGGYSAajfritg888MD4SSgO7TU0NCAajQpACpWooTIFZGCHU7BCoZDQMPl6RUWFz/7VdR1Lly7Ft771Lfz9739He3s7BgYGBNC2bYv3MrmuC9u2xeeBgQEcOHAATzzxBG677TYRrOAOL8VZNTU1RYOaFcegQZLCdnOfVVdX49Zbb4VlWaMGdUw5vgCwY8cOuvbaaymbzZJl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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.78,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.14,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3131,"perimeter_to_area_ratio":0.3466},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"dataObjects":[{"id":"a488d720-efd2-47c9-873b-2a1cd7070fbe","height":21.9,"width":20.15,"perimeter":113.64,"area":167.74,"image":"data:image/png;base64,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"},{"id":"5d4ca6ea-a05e-4d2e-9690-55487cd8e73e","height":22.78,"width":19.97,"perimeter":108,"area":283.61,"image":"data:image/png;base64,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"},{"id":"a8d43bf4-05a5-41a3-aa7c-0ad69c72427d","height":29.61,"width":10.69,"perimeter":83.59,"area":127.01,"image":"data:image/png;base64,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"},{"id":"be34eb80-515e-4f2e-82c5-35d2f8de26b7","height":30.14,"width":24,"perimeter":106.86,"area":177.37,"image":"data:image/png;base64,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"},{"id":"7979d6f3-bcfa-4adf-a044-5ea7f9e7fbff","height":30.66,"width":18.92,"perimeter":98.57,"area":397.78,"image":"data:image/png;base64,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"},{"id":"2f8941db-a7e1-4f3f-9195-0d0ee7216625","height":30.14,"width":28.03,"perimeter":115.8,"area":334.14,"image":"data:image/png;base64,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"}],"no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":27.98428571428571,"widthOfSign":"164","otherDimensionOfSign":31.36,"width_of_smaller_line":20},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Vinyl Banners","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1382,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"164","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.36,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 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\\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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth_or_thickness":"1","sign_type":"Vinyl Banners","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":"164","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.36,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":20,"other_dimension_of_sign":31.36,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1382}},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Looking up SignType {"data":{"sign_type":"Vinyl Banners"},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":28,"formulas_count":0},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Retrieved Variables List {"data":{"sign_type_id":28,"variables_count":1},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Price Map Constructed {"data":{"price_map":[]},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable220":0}},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Merged material items {"data":{"formulas_count":0,"items_count_after_merge":0},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Merged variable items {"data":{"variables_count":1,"items_count_after_merge":1},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Sorted items collection {"data":{"items_count":1,"first_item":{"type":"variable","id":220,"expression":"max(width_of_sign * other_dimension_of_sign / 144 * 2.35, 75)","dense_weight_expression":null,"name":"Total Cost","var_name":"variable220","price":null,"description":null,"sequence_no":null},"last_item":{"type":"variable","id":220,"expression":"max(width_of_sign * other_dimension_of_sign / 144 * 2.35, 75)","dense_weight_expression":null,"name":"Total Cost","var_name":"variable220","price":null,"description":null,"sequence_no":null}},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Initializing MathExecutor {"data":{"variables_count":127},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: MathExecutor variables set {"data":{"variables_count":127},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Total Cost formula detected {"data":{"item_id":220},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Formula calculations completed {"data":{"total_items":1,"successful_calculations":0,"errors_count":0},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":0,"totalDenseWeight_before_formula":0},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Total Cost formula executed {"data":{"formula":"max(width_of_sign * other_dimension_of_sign / 144 * 2.35, 75)","computed_totalCost":83.93155555555555},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Yes Factor Founded {"data":{"sign_type":"Vinyl Banners","productCostFactor":"1.00"},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Product cost factor determined {"data":{"sign_type":"Vinyl Banners","productCostFactor":"1.00"},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: Final API Response {"data":{"sign_width":"164","sign_height":31.36,"sign_depth":null,"sign_type":"Vinyl Banners","processed_sign_type":"Vinyl Banners","sideViewImage":null,"mounting_type":null,"combined_production_cost_usd":null,"total_production_cost":null,"totalDenseWeight":null,"totalVolumetricWeight":null,"bin_packing_result":null,"shipping_rates":null,"cheapest_shipping_cost_usd":null,"totalCost":90.0,"productionResults":null,"productionError":null,"request":{"sign_width_or_height":"164","sign_depth_or_thickness":"1","sign_type":"Vinyl Banners","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":"164","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.36,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":20,"other_dimension_of_sign":31.36,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1382},"TATDays":10,"testDenseWeight":null,"vendorName":"nPrint","quotationId":1382},"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:56] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 10:33:56"} 
[2026-04-03 10:33:59] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-03 10:33:59"} 
[2026-04-03 10:33:59] local.INFO: Incoming Request {"data":{"sign_type_name":"Vinyl Banners","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","dimensions":[{"id":"a488d720-efd2-47c9-873b-2a1cd7070fbe","height":21.9,"width":20.15},{"id":"5d4ca6ea-a05e-4d2e-9690-55487cd8e73e","height":22.78,"width":19.97},{"id":"a8d43bf4-05a5-41a3-aa7c-0ad69c72427d","height":29.61,"width":10.69},{"id":"be34eb80-515e-4f2e-82c5-35d2f8de26b7","height":30.14,"width":24},{"id":"03e2c528-abf7-4367-9ba3-d459488a76bb","height":30.66,"width":18.92},{"id":"7979d6f3-bcfa-4adf-a044-5ea7f9e7fbff","height":30.66,"width":18.92},{"id":"2f8941db-a7e1-4f3f-9195-0d0ee7216625","height":30.14,"width":28.03}]},"timestamp":"2026-04-03 10:33:59"} 
[2026-04-03 10:33:59] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-03 10:33:59"} 
[2026-04-03 10:33:59] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Vinyl Banners","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","dimensions":[{"id":"a488d720-efd2-47c9-873b-2a1cd7070fbe","height":21.9,"width":20.15},{"id":"5d4ca6ea-a05e-4d2e-9690-55487cd8e73e","height":22.78,"width":19.97},{"id":"a8d43bf4-05a5-41a3-aa7c-0ad69c72427d","height":29.61,"width":10.69},{"id":"be34eb80-515e-4f2e-82c5-35d2f8de26b7","height":30.14,"width":24},{"id":"03e2c528-abf7-4367-9ba3-d459488a76bb","height":30.66,"width":18.92},{"id":"7979d6f3-bcfa-4adf-a044-5ea7f9e7fbff","height":30.66,"width":18.92},{"id":"2f8941db-a7e1-4f3f-9195-0d0ee7216625","height":30.14,"width":28.03}]}},"timestamp":"2026-04-03 10:33:59"} 
[2026-04-03 10:33:59] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Vinyl Banners"},"timestamp":"2026-04-03 10:33:59"} 
[2026-04-03 10:33:59] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":28},"timestamp":"2026-04-03 10:33:59"} 
[2026-04-03 10:33:59] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":28},"timestamp":"2026-04-03 10:33:59"} 
[2026-04-03 10:33:59] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-04-03 10:33:59"} 
[2026-04-03 10:33:59] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":28},"timestamp":"2026-04-03 10:33:59"} 
[2026-04-03 10:34:00] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Vinyl Banners","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","shipping_weight":null,"shape":"rectangular","dimensions":[{"id":"a488d720-efd2-47c9-873b-2a1cd7070fbe","height":21.9,"width":20.15},{"id":"5d4ca6ea-a05e-4d2e-9690-55487cd8e73e","height":22.78,"width":19.97},{"id":"a8d43bf4-05a5-41a3-aa7c-0ad69c72427d","height":29.61,"width":10.69},{"id":"be34eb80-515e-4f2e-82c5-35d2f8de26b7","height":30.14,"width":24},{"id":"03e2c528-abf7-4367-9ba3-d459488a76bb","height":30.66,"width":18.92},{"id":"7979d6f3-bcfa-4adf-a044-5ea7f9e7fbff","height":30.66,"width":18.92},{"id":"2f8941db-a7e1-4f3f-9195-0d0ee7216625","height":30.14,"width":28.03}]}},"timestamp":"2026-04-03 10:34:00"} 
[2026-04-03 10:34:00] local.ERROR: Validation Failed {"data":{"errors":{"Illuminate\\Support\\MessageBag":{"shipping_weight":["The shipping weight field is required."]}}},"timestamp":"2026-04-03 10:34:00"} 
[2026-04-03 10:36:23] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Flat Cut Acrylic 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":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpDCCC.tmp"}},"file_present":true},"timestamp":"2026-04-03 10:36:23"} 
[2026-04-03 10:36:23] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-03 10:36:23"} 
[2026-04-03 10:36:24] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":7},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":7},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":7},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":7},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Calling Image-to-Text API {"data":{"file_name":"input_image_698c6890d93928.17020760.jpg","query_param":"width","query_value":"120","file_size":22508},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":7,"objects":[{"index":0,"position":{"x":752,"y":50,"width":114,"height":124},"scaled_width":14.62,"scaled_height":15.9,"actual_filled_area":89.89,"bounding_box_area":232,"exact_perimeter":82.69,"approximate_perimeter":78.67,"convex_hull_perimeter":59.75,"perimeter_pixels":644.9503602129446,"original_contour_points":272,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1652,"perimeter_to_area_ratio":0.9199},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHYAAACACAYAAADebJ0VAAAABmJLR0QA/wD/AP+gvaeTAAAdbElEQVR4nO1deVBUR/7vNwdvLobh8ETxgCh4xCtuJGyym1hRt1w0qNGsSlYtV91YZtXopioeSUWjVg6vWjXqkujGNbE2Jqu7HqtJjAfBQssE7ygiyBoQj4CcMzDv8/tj6f71ewwz7zEDDMi3qkuBOV73p7/3t79NSBu1ShKUv5AkCWfOnCFOp5NUVVWR4uJiYjabiV6v9++LBIGIokgkSSJVVVUkPj6exMbGEkEQ6jxDa6LS0lJcvXqV/Pzzz15fV1NT4/XvVVVVpF27dqSgoIA4HA4iSRIpKysjdrudxMfHk5iYGNk6GpQfcO/ePbJ582aSlZVFdDodMRgMxOFwkPLycq9f7Asfp9NJjEYjAUCqq6vJgAEDyLRp0wgAtFZw3W43tm7dStLT08mNGze8vtZgqAOFjKqrq4nJZCJ6vZ48fPiQWK1WUl5eTpxOJ1m5cqXvhyktLcWyZctgMBhACIFOpwMhxO+h0+kgiiIIITAajRAEAcnJySgoKIDWBWsJBACHDx9G3759YTKZ/F4/vV4PQgisVqtsTXv06IETJ074XkMAuHr1KmbOnAmHwwFBENiHeBuCIHgdhBBYLBYQQhAWFgZCCEwmEzZs2ID79++3KnAB4OzZsxg/fjxbm0CsH2U2k8kEnU6H7t27Y9euXaisrFS3fqWlpcjMzMSgQYNACIEoij4fTM2uoxOkn0kIQUJCAo4dOwYArQbc0tJSLFy4ECEhIRAEgQESCK6lIEdGRmL+/PkoLi7Wtm4AsG7dOkRGRjJQfO0ob8Nms8FgMDCxJIoim/CMGTNw8eLFVgFseXk5du7ciccee6yOKvKHMeha2e12EEIwZcoUnD9/HuXl5drXraSkBJMnT4bZbPYJrJrBT1AQBIiiCKPRiMjISKxevRqFhYUtGlwAyMrKQmJiogwENRyrZu2olOvWrRuOHj3acClX6/qwB+WVuM1mY7pSzYP5Gp06dUJmZqZ6fRGEVFhYiNTUVNhsNrYuoaGhqsQslWS89KM2Cf93m82GdevW4eHDh/6tU2VlJXbt2oWuXbvCaDTW+aIOHToEBFiz2YyUlJSGiZYgILfbjffeew8xMTGglj+vbnwN6inodDqZFS0IAkJCQmAwGCAIAqZOnYrs7OzArFFpaSkWLFgAu93OvoB+MeXaQIhpQgj27dsHSZJaFLgAcODAAcTHx8vACgkJUS2KCSEwm83sfUrxSwjBmDFjcO7cucAZmpIkISsrC8nJyTKupaCqMdfVgjt8+HCcOHGixVjJAHDx4kWMGTOGqSoKBgVULbA8p+r1esb1hBDExsbiq6++Cvy6SJKE//znP4iOjpZ9sRbl721QU16n0yElJUW7Gd9MVF5ejiVLliA8PFxmARsMBpjNZtWuILVd6L9Go5Gtr91uxwcffNB4aqq4uBhvvPFGnUgK1Q/+AGswGNjO7tChAzZt2gS32x3U4ALAv/71L8TGxspEqSAImqNN9PV6vR4hISFsQxgMBkyaNAm3b99uvLWorKxETk4OZs6cidDQULajqE7wB1h+YWw2GwYNGoQff/wxaIEtKyvD0aNHMWLECDY/qlMp11GQ1bo7/CanPz///PM4evQoqqurG3ctqqurceXKFfTv35+BEAhRTDmfLoIoili1ahXy8vKCUt+WlpYiNTWVcRuvlugQRZFtVjXD4XDIODg2NhabNm1quvkDwF//+lfYbDa2S6lZ7umB1egZaiTwQe74+Hi8+eabQSeSXS4XPv74YxiNRva8WgxEgYsdK0UxqQ0XEkKwcuXKpnf/bty4gT/96U/sIakI4nWD0WhkFrNaMUzfSzfJgAEDkJGRETRcCwCnTp3C0KFDZUEFtRJLuRZ0/QRBkAU2ZsyYgQsXLjT9nKmZ/8tf/tLjg+t0OlnQWo2O0ev1HtNTs2fPRllZWbMDCwC5ubl4+eWXZZJGbXamPmCp+qGRpm7duuH48ePNt5ldLhe++OILREdHy8SwWjCVIzQ0VJYkoFzcvn177Nu3r9m5tqKiAsuXL0dkZCTbgBQMf20MKum6deuGDRs2oKioqHk3ssvlwoIFC9CxY0eZKKUPqtaPUxofSj955MiROHPmTLOBCwCffvopoqKiGJg8qGqA43UsL53ofA0GA+bNmxccyRAAuHLlCkaOHMmyGfQhtXAvvwF4QOnnGI1GvPrqq80SbgSAvLw8PPnkkzJA6XPyANU3qP1BdSr12/n1mTBhAi5duoSamprmB5Zwu/lXv/qVR6DUDqPRKIuTEi74QQhBXFwcvvzyS5SWljbpxHNycvDGG2/IDBw+QqRmrpRLDQaDbCMYjUaYzWYMGzYMBw8ebHZ1U4cA4M9//jMcDofMlOfFshZxzFuIvAR49tlncefOnSabfE1NDXbs2IHQ0FAmkUhtMMKT7+ptGAwGZmzR35lMJkRFRWHr1q0oKSkJLlBJbeCipKSEOe1KcNTsaF/GB/Xv3nnnnSbhWrfbjYyMDAwePJjpRL5QQAuo1BCkxqFOp2MbY9GiRcGdriwvL8e5c+eQlJTEdqUWUaUGXKPRiLi4OBw6dAgul6vRFgMAzp8/j3HjxsFsNvsNLC+ReJ99+PDhyMrKCv4CAwBIS0tjVjJvCXpbDF+gUr1EP2P06NHIy8trtMUoKirCW2+9JbPulRWFWsUw4cplrFYrevXqhS+++CL49Gp9VFhYiFdeeYVNQunAN1QU03+pOFuxYgWqqqoCviiSJGHPnj1ISEhgm0rNHLwNGjKlFrUoivj73/8eHK6NWpIkCZcuXcJTTz0li0B5c9rVOviiKDLu7dSpEw4fPhzQWLIkScjMzMQLL7wg4zR/QOX1rE6nQ1hYGFJTU1tMzllGAPDZZ5+xXGV9hdFadCzvJtAFT05ORm5ubsAWqKioCDNmzIDVapXFwBsKJj/o5zz++OO4fft2UIRJG0QAsGzZMnTu3FlT1bunwaf06AKZTCZYrVa8++67AXGBHj58iE2bNiEqKkomNvlqwYYOagVHRUXho48+ajl61RMBwO3btzFmzBjNRxqUg8aiqTij3G6xWNCvXz+cP38eP//8c4MXq6amBgcOHMCQIUMg1FZNEj/i3spBLeKlS5cGt2ujlu7fv4/vv/8esbGxrA6ITpIPYvhaGF/Ajxs3Dg8ePGjQgrlcLuTk5CAlJQV6vZ4VyBMNETR+s9GQIf0b5fh58+YhKyurxVVh1ksPHjzAli1bYLFYmBjl48pqFs4XsFFRUdi8eXODFg0AXn/9dfTs2bMOSFqiS/S1Apejppw/ePBgHDlypGWLYE9UVFSE6dOnw2KxQKg93kEXpL7KCy3A0sU7fvy4pvogp9OJo0ePIiYmRlYNItTmSbUcqOLnYTKZ2HNFRUXhb3/7W4MlSlBTRUUFLl++jF//+td1uEANV/gClnLG1KlTVS+g0+nEmTNnMHz4cLbZeCC1FAoQRdLcbrez9y5evLjJExdNSgDw0UcfISIigolgJZf48mPrG1QCdOnSBWlpaaq41uVyMX9VucEERcmPWnB5MW4wGDBhwgRkZ2fD6XS2XmDJ/1oh4NVXX5XVNQUCWLqQZrMZCQkJPs+3AMDHH3/MSnCMRmMdP1lr6pG33AkheOyxx5Cenh48+dXGJADIycnBM888w6rnqT7yB1ilJfr222/XGwAoLi7G9evX0b9/f5Z+4wvv+KI8tYPfqKIookePHnjnnXcaNVERdAQAu3fvRseOHZl17C+w/GusVis6d+6MU6dO1bFCi4uLUVVVhfnz57Mjjt50vLLKwdvGIlzx/CuvvNIyQ4b+Unl5OdasWSM7VK08xKT1mAQvVo1GI1566aU6zUtoQUDXrl1lgKgZ/PPwlR1KPT9mzBhcunSp9bk2aikrKwvTp09nC0wT87QmWQuoPEB0Y8TExOD9999nhhQA/POf/8SQIUPqgKFm8IEVpYtG9WpcXBz279/f+o0lbwQAJ06cQO/evWWA8IaIGh9X+Xreou3bty+ysrJQUlKCBw8eYOzYsbJzq1o3EPGQW6alO1arFatXr0ZFRcWjCyqliooKrFq1Cp07d5YBoxSvahabWsU8JwqCgAULFmD37t3YuHEj7HY7dDodLBaLpuCDJ5dHWYk5a9Ys3Lp1qw1USrm5uVi+fDk7ks8vuBYdKIqizIekn9OxY0cMGzYMPXr0YCBpzdjQIjTe7+Z1blJSEq5du/Zoi2AlURfoySeflIk5HiQ1i+/pdcosDR/g1yIRqAtENwS/4WJjY/Hvf/+7DVRPBADbtm1DQkICE3vU1VDjbvBuibIJisAl6e12u0ysaqmkJJwup8C2a9cOK1aseLT8Va0kSRJmz54ta8mnVmTyHKSsIqTHRfgQodaTCkpXjLo7zzzzDH766ac2UL1RUVERbt++zeK39Z0Q5xdcGQqsbwQiZMknGwgheOqpp/Ddd9/533PpUaDKykp89dVXiIuLY0YLX0Gh1+thMpk01yH5CyxfkEdqTwDu3r27+U/FtSSqrKzE2rVrER4e7rFXkpbGWIHkWDosFguWLl3axqkNobt372LatGkMFF6H8kCoBTgQwNJuLqNHj0Zubm6bwdQQkiQJx48fR69evVhJjdFoZL16KVhqI0e+gFUDvCiK6NOnDw4ePNhyS0eDgcrLy7Flyxa0b99eput467YpgTWbzdiwYUObvxoIKi4uxty5cxEREeERJC1NsP0Z4eHhSE1NbdIjnK2aAKCgoABPP/00S8wrg/eBqJnyNZKSkpCbm9v4jbQeJZIkCZ9//jliY2MRFhZWJ9Wm1apVM8xmMzPMBgwYgJMnT+LevXttoAaaCgsLsXLlyjr+bKCApFxP/WYaiIiIiMCKFSva/NXGpFu3bmH8+PEsc8NXTPgLLN0wfNG3Xq/HnDlz2kKGjU2SJCEjIwOPP/64rO2r2gyNmsEbY/Hx8cjMzGyRJS7er2cKMtLpdEJNTQ2Sk5NJYWEhuXv3LtHr9T5v8VJLBoOBSJJETCYTkSSJhIeHk379+rXIa9p0zf0AWkmv15OUlBQSHR1NABBRFAPyufR6NkmSiCAIxOVykaKiIpKfn09aYl1wiwO2rKyM3Llzh7hcLkJq73wLBBkMBuJ2uwn5X6yaEELIf//7X7Jz505SVFQUkO9oo3rI6XQiOzsbY8aMkfVLUlvwpmbQzBG1uKOjo7F3797g7+rSkgkAFi1ahJCQENk520BcMcZ/Bp+Uj4qKwsCBA5Gdnf1oFoA3NlVXV+Mf//gHqwnmkwENae9Xnx+rBJbUls/MnDmz1V2u2OwEAOnp6Rg5ciRbbOpnBirqpDyQpQTXYrFg27ZtbTXDgaSCggL84Q9/kPWNIrVRokDpV+VBLFpqyt+okZCQgK+//rp1n3VtKgKATZs2sU5vVquV6cOQkJCAcW19HdHpz/RvU6ZMQX5+fhuw/hAA/PDDD6zemNRz+i0QIUWec+vbKCaTCaGhoXj33XfbRLI/9MMPP2Du3LmsGxtfOcFbsYHM7ghc7wnKxVTf0g3UvXt37N+/v63mqSFUVVWFVatWsbM2tNev0moNVIbH26k7vlKDxqWTkpKQnZ3dlsrTQgBw7NgxGAwGWRdVLQVpgoeCcaVO1eIm8RKCpvRSU1PbymS0UFlZGcaNG8dOBGi9O4/2FqalMzyHKwFXtnL3ZlzR/1OujYuLw549e1pPQ67GpIqKCqxfvx6hoaF1DCY14CrdFiVo/hhe/D0A9HcjRoxAenp60N3mFVQEAJ988gm6devGzuyovWKMvzjRF3C85avlRAE95smLZlEUkZqa2nYutj4CgMuXL2PAgAFMlPIdT7WISvqzMoDBg0yPU2pp+cd/Bn/IOiwsDGvXrm2LJXuiu3fvYvbs2SAe+iyqFZd87JiPJZPaxl6DBg1iYGg9bads7Km8S71v37748ssv20QyTyUlJdi4cSOioqKYW6OM+KhZfP4kHO++dOrUCQsWLMCHH36IUaNGqRa9nvSrJy6nUiE5ORkZGRltwJJaUL///nsMHjzYY+xXS0sB2reJcP6tzWbDiBEjcPbsWQDAunXr0L59e7ZhGqpjeRFNY8qEEKxZs6at9pgWg7/44os+G1X7WnT+BB7fKyI2Nhbfffcdc0ncbjfmzZsnu1vA0+fz17GoBT4sLAwOhwN79+5tkQVwASO3242lS5ciOjraZ/dxNQsr1HYwpcAKgoA1a9bIDlCVlJTgwoULSExMZBuivs/X8v20JUJYWBgSExOZhGjeFW4GAoD9+/ejb9++jMsawqk8CMpupRMnTsSNGzfqLC4AbN++XZYd8vadWriWive5c+c+euk9SZJw8+ZNJCcnIywsTNX1LWr0H/9zQkICjh8/Xu+9PD/99BMmTZpUL5cqf6cWVFJ713qXLl2wbdu2R6PzKSVJkrB06VK0a9cOxENkSQugdPD9F8PDw7Fx40avDamrqqrYvXVK7vQkPdSIYrrBqHjv06fPoyOSAWDPnj2sx4Q3TtEyeHE5efJkVcnw8vJypKWlyW4GERT3u6oVw3xjL/o7URQxdepUXLlypXWDW1ZWhoyMDAwdOrQOp/k79Ho9RFFE7969ceTIEdVtBO7fv4+XXnoJVqtVJs5pgkCrfiWcjrfb7TCZTFi4cGHrvA+AUmVlJf74xz/WaRsfiEEt4U2bNmlKgNfU1ODIkSOIjIyU+cw04a7lehbCNQTj5xYdHY3Tp0+3zkPTALBq1Sp0795d86Hl+jiUbhCamps8eTIuXryoefGqq6uxbt06iKLIwOWbfPERLV/Po2weRsX76NGjkZ2d3bpCjgBw5MgRPP/88zL9oyVcyAcT+M3gcDgYVxw/frzBuuz69euYNWsWezbayERtZKq+u2UpsO3atcPixYsb5fbMZiG3242bN2/it7/9rax8lBdxWrlWedtGREQEli1b5peBAgBnz57FwIEDZeJVLbD1XRjMG4VdunTBjh07WkchnMvlwpIlS2C1WpnFyS+Wllit8hgGFZFTpkzBrVu3/I7Rulwu/OUvf6mzgdTYAvVdGMz/ThAEDBkyBMeOHWvZVjIAfP755+jZs2edS+d1Op3s/I2vIXDtA2iulRCCfv364eDBgwHTXTk5OUhOTobNZpPpVq01V8r30Q1ssVjw4osvtlwrGQBu3ryJpKQk5rTzoPKAquFaZQ0TfU9aWlpAz9RUV1cjMzMTAwYMANFQweFtQwqKa1LtdjvS0tJaJtfeuXOH3XGu1InKom81rQYot9PPslgsSElJaZT+EACwYsUKREREyEpu/AGWT/np9Xo88cQTyMzMbFm1yfS25y5dutTRizxQWm7QoBzLn1s9ffp0o7W+y8/PR3Jysuy7/QGWviYkJITNYeLEibh3717L6Mnodrtx5swZPP300yCEIDIyUpUo4/OjSvFMXQm6MSIiIrB+/fpG9QmdTicOHDiADh06sI3Ii2X6bHxy35eNQBRXq4WHh2PhwoUtQyTfvXsXc+bMgdVqZVEYNTc885On3KyseaJ1TA0NRGil/Px8vPbaa0yyeNp4amPcnuqaSW0z608//TS4AxcAsH79epa1UYpRX8Aqo0medvyQIUOa7IJdALh27RqeffZZ2VyUReZq3CG+GI6fsyiKeO655zzmjYOC6Mm4Pn36MOOG1JaLqLUqlYeN+SGKIkRRxPvvv9+kOgkAdu7ciZiYGCY1qI6k4Kqx6vmyHSqR6Lztdjvefvvt4Lu73e124+LFixg7diwTW3zdkZpKfuIhAEErHOj/U1JS8OOPPzb55IuKirBw4UIWOeO5T0v3VaVo5rvAxcXFYfv27cFlSD148ACLFy9mk1aeTFOrY+nr+Jol+vv4+HgcPXq0WQ5BAcD58+dlpavejpF441geYJ6LSW0zzvT09OAwpiorK7Fr1y506dKFTZB3Y6hIVuML8sXY/AJERkbigw8+aFafj7pw/fr1Y3Okz6smp+wpPKm8QIIQgunTp/u81LhJJnvx4kU899xzDAClQaG0HtX4gvzPkZGRSExMDIpW7U6nE3PnzmX+tCdr2dfgJZGyoQllhK1btzZvIdy9e/cwf/582Gy2Bjvw/IT5iRqNRoiiiLi4OJw8eTIoisJcLhdu3LjB0o+8Ba/cmEr9q2Z9qHTr2bMnvvnmm+ZxgZxOJ3bu3ImuXbtq4kZfg+pleuhpzZo1QRV2czqd2Lt3L5NO/FlcX8aTt8HHkg0GA8aPH4+8vLymBVeSJJw6dUqWu/QXWKWeJbUnxoPRv7t//z4WLVqk6qpSgetH5Wt9qBtFD3y99dZbTSupCgsLMXXqVCYy1Vq93obSN+zduzdOnz4dXOZ/LblcLly/fl3WUIwHUvk7retDdXfXrl3x9ddfN00fRwDYvHkzQkNDNQXxfQ3eRbLb7Vi7dm1QiWAluVwufPbZZ+jUqVOd5Ia32qf6Bg2/0oAO/awRI0bg6tWrjdsOoaamBidPnsSgQYO87lB/x8SJE5GTkxO0oFK6f/8+iyXzNU8UXF73+gKWD6dSq5sGdl577bXGs5LpifPk5GQItdkYUhsOC0STSjrBhIQEHD58uEW0kQWACxcuYNSoUbBYLHWKB/iCADWimN4tZLFYZEZkZGQkPvnkk8aplXI6nVi+fDl76EDWBBPORdi2bVvwxUy9kNvtxr59++BwOGQn3Kmlq9YGoeupPA9M7xoaNmwYMjMzA2slu91u7NixA7169ZL5Z1ovWVA221LW644bNw4lJSUtBlRKbrcbc+fOZfqxIZtejaieNm0a8vLyArM+AJCXl4dRo0axJDEVHZ6uAFVjIPHF2FT89O/fv8Xec+52u3Hp0iX84he/YJtXEATVSXi1orpr167YsmWL/2pKkiTk5uZi+fLlTETwTTs83cjs6+GV3GsymeBwOLBy5crgCH43kABg9+7d6NixY50YshY/3huwZrMZ8fHxOHjwoH9WMgAsWbIEnTp1krWSJVz5qBZxwxtZJpOJvf/3v/89rl271mJBpVRTU4M5c+bAbDZ7bYPQUFFM04ajR4/G1atXG9Z+qKysDOnp6awMUyluDQaDDGRfD07dAT6+ajab0a1bN3z77bctmlspud1uXL16FfHx8bBYLDJd628Ahw6bzQadTofFixc3rOw2Pz8fv/vd7xAWFlbniwVFtxU1OpaPg1JdazabsXbt2tZznqU2cPHhhx/KelX5U+WoVGPUYA0PD8f+/fu1MURRURE2btzI2gjwxg+fSG/ooIZFSkpKq+zWXVVVhUmTJkEURaZu/AWWZrsI503QNkeqjrZUVlbi4MGDiI+Pr6MjPIlcLf2CeR+tb9++OHToUKsQwUqqrq7GmTNnMHToUAaGv8DyBfMGgwEWiwWCIGDOnDm+eyYDQH5+Pp544glNLV+Jh+o7JYfSYjRSW4v73nvvBWWAP1AkSRIOHTrEwoI00OBpfdSoMsql9F+Ki8PhwPbt271bydeuXcObb77J7kTX2qzZ16AG1Msvv9wqrGBfdOvWLaSmpspUF3+YmuphtepLKfWocZaYmFi/9AOAbdu2ISYmhoXBaLzTlxihxpSy2wofEKcPNnDgQBw+fLhVimAl0fuCEhMT2cE0njt5P1eNqKaHsel7+QDI2LFjUVBQIDdEAeCbb77Bb37zmzo7pD7xoXXYbDaIoojVq1cHdTou0FRTU4O0tDRZOs5kMiEkJEQWidPCtfygTBgZGYnXX39drt4ePHiAWbNmsUyNUr8qU1KehqddxqevTCYTXnjhBVy+fPmRAZXS3bt3MW/ePKYfeU7j/Xpvw2w2s8udeIOVL6oLDw/HuXPn/n99s7Oz0bt3bxBFYJ8vHaUA+Rq8+KU+q9FoRFJSEjIyMoKiKK2piab3Ro4cibCwMGZI6fV6hIeHs0iVt0HFLx9n54vyKVYrV64EIYQIhBBy+/ZtfPvtt6S4uJiIokj0ej0pLS0lDoeDVFVVqXp4nU5+Fa0gCGwQQojNZiMTJkxokbcnB4JqrWRSUFBABEEgTqeTiKJIJEkiFRUVxGw2e31/dXU10ev1RK/XE0mSiMFgICEhIcTpdJKqqipiMBhIdXU16dWrFxk5cuQjucaPBP0fnIjiiio5if8AAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":14.62,"scaled_height":16.67,"actual_filled_area":151.01,"bounding_box_area":243,"exact_perimeter":79.4,"approximate_perimeter":73.31,"convex_hull_perimeter":50.47,"perimeter_pixels":619.3452377915615,"original_contour_points":223,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.301,"perimeter_to_area_ratio":0.5258},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":7.82,"scaled_height":21.67,"actual_filled_area":68.01,"bounding_box_area":169,"exact_perimeter":60.9,"approximate_perimeter":58.03,"convex_hull_perimeter":50.07,"perimeter_pixels":475.05382386916267,"original_contour_points":77,"approximation_points":14,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2304,"perimeter_to_area_ratio":0.8955},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":20.51,"scaled_height":22.05,"actual_filled_area":178.2,"bounding_box_area":452,"exact_perimeter":84.66,"approximate_perimeter":79.49,"convex_hull_perimeter":70.55,"perimeter_pixels":660.3158005400394,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3124,"perimeter_to_area_ratio":0.4751},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Nested area calculated {"data":{"nestedArea":2106.6643},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Mapped objects from Image-to-Text API 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//jliY2MRFhZWJ9Wm1apVM8xmMzPMBgwYgJMnT+LevXttoAaaCgsLsXLlyjr+bKCApFxP/WYaiIiIiMCKFSva/NXGpFu3bmH8+PEsc8NXTPgLLN0wfNG3Xq/HnDlz2kKGjU2SJCEjIwOPP/64rO2r2gyNmsEbY/Hx8cjMzGyRJS7er2cKMtLpdEJNTQ2Sk5NJYWEhuXv3LtHr9T5v8VJLBoOBSJJETCYTkSSJhIeHk379+rXIa9p0zf0AWkmv15OUlBQSHR1NABBRFAPyufR6NkmSiCAIxOVykaKiIpKfn09aYl1wiwO2rKyM3Llzh7hcLkJq73wLBBkMBuJ2uwn5X6yaEELIf//7X7Jz505SVFQUkO9oo3rI6XQiOzsbY8aMkfVLUlvwpmbQzBG1uKOjo7F3797g7+rSkgkAFi1ahJCQENk520BcMcZ/Bp+Uj4qKwsCBA5Gdnf1oFoA3NlVXV+Mf//gHqwnmkwENae9Xnx+rBJbUls/MnDmz1V2u2OwEAOnp6Rg5ciRbbOpnBirqpDyQpQTXYrFg27ZtbTXDgaSCggL84Q9/kPWNIrVRokDpV+VBLFpqyt+okZCQgK+//rp1n3VtKgKATZs2sU5vVquV6cOQkJCAcW19HdHpz/RvU6ZMQX5+fhuw/hAA/PDDD6zemNRz+i0QIUWec+vbKCaTCaGhoXj33XfbRLI/9MMPP2Du3LmsGxtfOcFbsYHM7ghc7wnKxVTf0g3UvXt37N+/v63mqSFUVVWFVatWsbM2tNev0moNVIbH26k7vlKDxqWTkpKQnZ3dlsrTQgBw7NgxGAwGWRdVLQVpgoeCcaVO1eIm8RKCpvRSU1PbymS0UFlZGcaNG8dOBGi9O4/2FqalMzyHKwFXtnL3ZlzR/1OujYuLw549e1pPQ67GpIqKCqxfvx6hoaF1DCY14CrdFiVo/hhe/D0A9HcjRoxAenp60N3mFVQEAJ988gm6devGzuyovWKMvzjRF3C85avlRAE95smLZlEUkZqa2nYutj4CgMuXL2PAgAFMlPIdT7WISvqzMoDBg0yPU2pp+cd/Bn/IOiwsDGvXrm2LJXuiu3fvYvbs2SAe+iyqFZd87JiPJZPaxl6DBg1iYGg9bads7Km8S71v37748ssv20QyTyUlJdi4cSOioqKYW6OM+KhZfP4kHO++dOrUCQsWLMCHH36IUaNGqRa9nvSrJy6nUiE5ORkZGRltwJJaUL///nsMHjzYY+xXS0sB2reJcP6tzWbDiBEjcPbsWQDAunXr0L59e7ZhGqpjeRFNY8qEEKxZs6at9pgWg7/44os+G1X7WnT+BB7fKyI2Nhbfffcdc0ncbjfmzZsnu1vA0+fz17GoBT4sLAwOhwN79+5tkQVwASO3242lS5ciOjraZ/dxNQsr1HYwpcAKgoA1a9bIDlCVlJTgwoULSExMZBuivs/X8v20JUJYWBgSExOZhGjeFW4GAoD9+/ejb9++jMsawqk8CMpupRMnTsSNGzfqLC4AbN++XZYd8vadWriWive5c+c+euk9SZJw8+ZNJCcnIywsTNX1LWr0H/9zQkICjh8/Xu+9PD/99BMmTZpUL5cqf6cWVFJ713qXLl2wbdu2R6PzKSVJkrB06VK0a9cOxENkSQugdPD9F8PDw7Fx40avDamrqqrYvXVK7vQkPdSIYrrBqHjv06fPoyOSAWDPnj2sx4Q3TtEyeHE5efJkVcnw8vJypKWlyW4GERT3u6oVw3xjL/o7URQxdepUXLlypXWDW1ZWhoyMDAwdOrQOp/k79Ho9RFFE7969ceTIEdVtBO7fv4+XXnoJVqtVJs5pgkCrfiWcjrfb7TCZTFi4cGHrvA+AUmVlJf74xz/WaRsfiEEt4U2bNmlKgNfU1ODIkSOIjIyU+cw04a7lehbCNQTj5xYdHY3Tp0+3zkPTALBq1Sp0795d86Hl+jiUbhCamps8eTIuXryoefGqq6uxbt06iKLIwOWbfPERLV/Po2weRsX76NGjkZ2d3bpCjgBw5MgRPP/88zL9oyVcyAcT+M3gcDgYVxw/frzBuuz69euYNWsWezbayERtZKq+u2UpsO3atcPixYsb5fbMZiG3242bN2/it7/9rax8lBdxWrlWedtGREQEli1b5peBAgBnz57FwIEDZeJVLbD1XRjMG4VdunTBjh07WkchnMvlwpIlS2C1WpnFyS+Wllit8hgGFZFTpkzBrVu3/I7Rulwu/OUvf6mzgdTYAvVdGMz/ThAEDBkyBMeOHWvZVjIAfP755+jZs2edS+d1Op3s/I2vIXDtA2iulRCCfv364eDBgwHTXTk5OUhOTobNZpPpVq01V8r30Q1ssVjw4osvtlwrGQBu3ryJpKQk5rTzoPKAquFaZQ0TfU9aWlpAz9RUV1cjMzMTAwYMANFQweFtQwqKa1LtdjvS0tJaJtfeuXOH3XGu1InKom81rQYot9PPslgsSElJaZT+EACwYsUKREREyEpu/AGWT/np9Xo88cQTyMzMbFm1yfS25y5dutTRizxQWm7QoBzLn1s9ffp0o7W+y8/PR3Jysuy7/QGWviYkJITNYeLEibh3717L6Mnodrtx5swZPP300yCEIDIyUpUo4/OjSvFMXQm6MSIiIrB+/fpG9QmdTicOHDiADh06sI3Ii2X6bHxy35eNQBRXq4WHh2PhwoUtQyTfvXsXc+bMgdVqZVEYNTc885On3KyseaJ1TA0NRGil/Px8vPbaa0yyeNp4amPcnuqaSW0z608//TS4AxcAsH79epa1UYpRX8Aqo0medvyQIUOa7IJdALh27RqeffZZ2VyUReZq3CG+GI6fsyiKeO655zzmjYOC6Mm4Pn36MOOG1JaLqLUqlYeN+SGKIkRRxPvvv9+kOgkAdu7ciZiYGCY1qI6k4Kqx6vmyHSqR6Lztdjvefvvt4Lu73e124+LFixg7diwTW3zdkZpKfuIhAEErHOj/U1JS8OOPPzb55IuKirBw4UIWOeO5T0v3VaVo5rvAxcXFYfv27cFlSD148ACLFy9mk1aeTFOrY+nr+Jol+vv4+HgcPXq0WQ5BAcD58+dlpavejpF441geYJ6LSW0zzvT09OAwpiorK7Fr1y506dKFTZB3Y6hIVuML8sXY/AJERkbigw8+aFafj7pw/fr1Y3Okz6smp+wpPKm8QIIQgunTp/u81LhJJnvx4kU899xzDAClQaG0HtX4gvzPkZGRSExMDIpW7U6nE3PnzmX+tCdr2dfgJZGyoQllhK1btzZvIdy9e/cwf/582Gy2Bjvw/IT5iRqNRoiiiLi4OJw8eTIoisJcLhdu3LjB0o+8Ba/cmEr9q2Z9qHTr2bMnvvnmm+ZxgZxOJ3bu3ImuXbtq4kZfg+pleuhpzZo1QRV2czqd2Lt3L5NO/FlcX8aTt8HHkg0GA8aPH4+8vLymBVeSJJw6dUqWu/QXWKWeJbUnxoPRv7t//z4WLVqk6qpSgetH5Wt9qBtFD3y99dZbTSupCgsLMXXqVCYy1Vq93obSN+zduzdOnz4dXOZ/LblcLly/fl3WUIwHUvk7retDdXfXrl3x9ddfN00fRwDYvHkzQkNDNQXxfQ3eRbLb7Vi7dm1QiWAluVwufPbZZ+jUqVOd5Ia32qf6Bg2/0oAO/awRI0bg6tWrjdsOoaamBidPnsSgQYO87lB/x8SJE5GTkxO0oFK6f/8+iyXzNU8UXF73+gKWD6dSq5sGdl577bXGs5LpifPk5GQItdkYUhsOC0STSjrBhIQEHD58uEW0kQWACxcuYNSoUbBYLHWKB/iCADWimN4tZLFYZEZkZGQkPvnkk8aplXI6nVi+fDl76EDWBBPORdi2bVvwxUy9kNvtxr59++BwOGQn3Kmlq9YGoeupPA9M7xoaNmwYMjMzA2slu91u7NixA7169ZL5Z1ovWVA221LW644bNw4lJSUtBlRKbrcbc+fOZfqxIZtejaieNm0a8vLyArM+AJCXl4dRo0axJDEVHZ6uAFVjIPHF2FT89O/fv8Xec+52u3Hp0iX84he/YJtXEATVSXi1orpr167YsmWL/2pKkiTk5uZi+fLlTETwTTs83cjs6+GV3GsymeBwOLBy5crgCH43kABg9+7d6NixY50YshY/3huwZrMZ8fHxOHjwoH9WMgAsWbIEnTp1krWSJVz5qBZxwxtZJpOJvf/3v/89rl271mJBpVRTU4M5c+bAbDZ7bYPQUFFM04ajR4/G1atXG9Z+qKysDOnp6awMUyluDQaDDGRfD07dAT6+ajab0a1bN3z77bctmlspud1uXL16FfHx8bBYLDJd628Ahw6bzQadTofFixc3rOw2Pz8fv/vd7xAWFlbniwVFtxU1OpaPg1JdazabsXbt2tZznqU2cPHhhx/KelX5U+WoVGPUYA0PD8f+/fu1MURRURE2btzI2gjwxg+fSG/ooIZFSkpKq+zWXVVVhUmTJkEURaZu/AWWZrsI503QNkeqjrZUVlbi4MGDiI+Pr6MjPIlcLf2CeR+tb9++OHToUKsQwUqqrq7GmTNnMHToUAaGv8DyBfMGgwEWiwWCIGDOnDm+eyYDQH5+Pp544glNLV+Jh+o7JYfSYjRSW4v73nvvBWWAP1AkSRIOHTrEwoI00OBpfdSoMsql9F+Ki8PhwPbt271bydeuXcObb77J7kTX2qzZ16AG1Msvv9wqrGBfdOvWLaSmpspUF3+YmuphtepLKfWocZaYmFi/9AOAbdu2ISYmhoXBaLzTlxihxpSy2wofEKcPNnDgQBw+fLhVimAl0fuCEhMT2cE0njt5P1eNqKaHsel7+QDI2LFjUVBQIDdEAeCbb77Bb37zmzo7pD7xoXXYbDaIoojVq1cHdTou0FRTU4O0tDRZOs5kMiEkJEQWidPCtfygTBgZGYnXX39drt4ePHiAWbNmsUyNUr8qU1KehqddxqevTCYTXnjhBVy+fPmRAZXS3bt3MW/ePKYfeU7j/Xpvw2w2s8udeIOVL6oLDw/HuXPn/n99s7Oz0bt3bxBFYJ8vHaUA+Rq8+KU+q9FoRFJSEjIyMoKiKK2piab3Ro4cibCwMGZI6fV6hIeHs0iVt0HFLx9n54vyKVYrV64EIYQIhBBy+/ZtfPvtt6S4uJiIokj0ej0pLS0lDoeDVFVVqXp4nU5+Fa0gCGwQQojNZiMTJkxokbcnB4JqrWRSUFBABEEgTqeTiKJIJEkiFRUVxGw2e31/dXU10ev1RK/XE0mSiMFgICEhIcTpdJKqqipiMBhIdXU16dWrFxk5cuQjucaPBP0fnIjiiio5if8AAAAASUVORK5CYII="},{"id":"0d4901ef-eb12-4c9a-b5b1-aca09dd0a8e5","height":16.67,"width":14.62,"perimeter":79.4,"area":151.01,"image":"data:image/png;base64,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"},{"id":"65f0e885-8f6b-46bf-8fed-fca86551e79a","height":21.67,"width":7.82,"perimeter":60.9,"area":68.01,"image":"data:image/png;base64,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evXPz7wfzNviMqyTGVZ6ujoSCEENU2z5LVdb72JJsaonZ0dnZyc6PDw8K/vnTd8VVWlpmkUQtClS5dUFMWS13a9LTa4b5AYY3z9+rWOj4/nfsjzohkMBqrruhuWnj59qrt37/ZmXwJm/wDyVl13VOjr8gAAAABJRU5ErkJggg=="},{"id":"1dd38632-4d1b-4a30-ae09-edbbbd98aa1c","height":22.44,"width":13.85,"perimeter":72.13,"area":214.02,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHAAAACzCAYAAABRnJhRAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO19e3BU5fn/55y9nd1kk5CEXDBEIAS8QIqAoIC3gghoO623Wh0tdmxrbafTP/pP60z/6HTamc604+iMX62OaNUqVahooUhBjTFyUy4BAxEIBEhIArntZnfPOXv2PL8/3Pf9vedkk2yS3ZAN+5nZIQlnz+3zPtf3eZ8XyCKjIV3uG7gS8Omnn5Lf7x/TOVwuF3Rdh2EYWLJkCectS2Ca0dnZSTt27MCxY8eGPE6ShqZC13UQEXJzc7Fo0SKsW7cOsixLzhTfbxY2HD16FM8//zwOHTo05HFENOy5YrEYFEXBXXfdhYULFwIAsgSmGb29vTh8+DBUVR3yuOEI9Hq9MAwDgUAAhw8fRk9PD5AlMP1QVRWxWAymaY7pPOFwmKvZQCCASCQCZAlMPzRNg8PhSMm5JEmC1+uFx+OBy+UCsgSmH5IkQZblYZ2U4VSow+FALBaDqqrQNI3/PUtgmkFEiMViSTkpQyEWi3ES3W43otEoAEBO0X1mcZmQJTDDkSUww5ElMMORJTDDkSUww5ElMMORJTDDkSUww5ElMMORJTDDkSUww5ElMMORJTDDkSUww5ElMMORJTDDkSUww5ElMMORJTDDkSUww5ElMMORJTDDkSUww5ElMMORJTDDkSUww5ElMMORJTDDkSUww5ElMMORJTDDkSUww5ElMMORJTDDkSUww5ElMMORkV0qotEoRSIR9PX1IRwOwzAMXLp0acjvTJkyBR6PBzk5OcjNzYXP54Pb7c74XnETnkDTNAkAenp6cPHiRbS0tGDDhg04c+YM2traEAgEEIvFeOupwaAoCtxuN/Ly8lBWVoYZM2Zg27ZtdPXVV6OwsBClpaUAAFmWM4rUCUmgYRgUDAZx9uxZvPLKKzh06BDC4TB6enrQ0dGBixcvoqurC4FAAIZhwOFwDNvKivVpcTgc8Pl8KCwsRFlZGUpKSuD3+1FaWopFixbhyJEjVF5ejoKCAjidzpSQOdYeMUNhwhBIRBQIBHDs2DFs2LABR44cQWNjI06fPo2enh5OFmytGR0OB1wul6V7USK4XC6YpgnTNBEMBhEMBtHS0sLPl5+fj23btqGqqgqLFi3CzTffjJMnT1JJSQny8vImrFRedgINwyDTNLF9+3bs2bMH9fX1OHv2LHp6etDd3Y1YLDbgO5IkQZIkmKaJWCyGWCw2bCsr1tmItb5CXDLYJxAIoLe3F01NTdi3bx8++ugjzJ8/H3fccQfa29spbkMnHJGXjUDTNOnMmTN44403sH//fjQ2NuLYsWNob28HALjdbsiyDNM04XA4IEkSiIirSvYvI2Q4FSoSTESQJAkOhwOyLEOWZei6DqfTCSJCV1cX6uvrsWfPHtTV1WHp0qW488478fXXX1N1dTWk4UbLOGLcCYzFYtTa2or33nsPu3btwieffILjx4+z/wPiajEajXLbwVRnIjBpGg6MZHZOcTAwmKbJB4Qsy4hGo/jqq6/Q2NiI+vp6LFu2DN///vfR3d1NhYWFE4LEcSOQiKivrw+1tbX43//+h+3bt6OhoQGxWAx5eXkIBAJAXFJEtckIElWf2DxOlMShIJ6TqWARTPqi0Sg/VlEUGIYBIkJTUxPOnz+P48ePY926dTh48CAtWLDgskvjuBAYDAbp008/xc6dO7F9+3Y0NzcjEonwlx8IBODz+XhTb35z8ZfKXqjdHjocjoSSlAj292z/jq7rvC0ku6Z4PUVREAqFsHv3bpw6dQrHjx/HAw88gI6ODiotLb1sJKadwNbWVqqvr8eGDRuwf/9+NDc3A3GvUJZl3kYxHA4DcYmTZRmGYXAyXS4XYrEYP55JH/tbskjkzovXE49xOp38bx6PhxPscDjQ09ODd955B0ePHsXjjz+OS5cuUVFR0WWRxrQRSETU2NiIV155BZs3b+ZNv9kziiGBKA3M1RfBPMhEkpZsK+PBYjF2PSZ57P5Ez1bXdUCwzWzQHD58GM888wzOnj2LJ554AkREdhJzcnKS8pJHGyumhUAior179+Lll1/G3r17ceTIkWEfIAXXTPv5xcHi9XoRCoVw5swZbNq0Cbqu49FHHx1AYldXFxRF4YNwwiMajVJ9fT1973vfI5fLRbIsEwCSJGnID4DL+knm/lwuFz9eURRyOBz895KSErr33nvpq6++IhJG09tvv00ejyclz8+uV1lZSV988UXqRywR0Y4dO2jlypX8om63m3w+36Qg0O12W+5V/DsAcjqd9OMf/5iOHz9OmqYRAOzcuZNcLtfEJ9AwDPr3v/9NK1eu5Dfk8XjG9QWP5fvJnF+WZXK73eR2u7lmYcSxayiKQo899hgdPXqUiIg2b95MhYWFaSMwJTaQiGjr1q3429/+hs8++4wb+aEC8FQj3TaWNRxnGRs7nE4n7yr/1ltvwev14o9//CMuXLiQMB2YKoyZwP7+ftq5cyeeffZZ7Nu3D4g/rOi5OZ3OYZPNY0W6vDwGRiBsA9PtdnMP1jAMuFwuRKNRvP7666iurkZjYyNPUkw4EBHV1tbSypUruRphYu7xeLgKFY1/ulSoLMtDflKhQtnzic6L+H/seYuKiggAzZ8/n6ZPnz6i84+bCiUiOnDgAP785z/jo48+AoSYTpIkLoGSJMEwjKQkxB5Ui/B6vVBVFUQEp9PJr1NUVISysjKUlpZiypQpKC0tRUFBAd/ZBPFgnWV5AoEAurq60NPTg66uLpw/fx5tbW2WY2GLL1niW8zOyLLMZzLYMbquQ5IkdHd3Q5IkHD161PJ86cCoCezq6sILL7yAhoYGSwA8WiiKAlVVYZomtyfsoRl57KUqioKZM2eipqYGN910E6677jr4/X7k5OQgLy8PiqJwtcbujWV8GInd3d1obW1FU1MTTp8+jYMHD6KzsxMXLlxANBqFw+GA2+2GYRg8P8rmHnVdt+RgxazNeGNUBGqaRs899xz++9//oq2tLakZ8eHAJBZxG8P2G4rFYnyjp9mzZ2PZsmVYvHgxqqurUVFRgfiEK09ziflM+6hn0sXKJwzD4JJ48eJFHDt2DLW1taivr0dLSwsikQicTify8/MRCoVgGAYnkkkkEfGBkREgItq1axfNmjWLfD4f182ptDEsrkI8YL7qqqvoiSeeoBdffJGOHz9Ouq4TQywWI8MwaDhEo1GKRqOkqiqFw2HLOaLRKP/3+PHj9Oqrr9L69evp2muv5XaH2Xi7LRzPREVK4sCOjg76zne+w28qPz8/JU6I+KJE52fVqlX017/+lZqbm6m/v5+IiEzTpHA4TJqmcRJM0yTDMEjXddJ1neIz/WSaJsVisUGJNU2TNE2znMswDDp16hS9/PLLtGrVKk6S1+ulvLw8ywtNhYM2FgJHpEJN06RnnnkGtbW18Hg8UFWVzyKkCmwWoqKiAnfffTfuu+8+3HjjjfD7/ZbpI2bnEFe/brebqzY7mIPBnCRxBkOSJLjdbpimiWg0CtM04XK5MGvWLPj9fkybNg3f/va38dJLL6G1tZWrc7fbDV3XeaI63bnYMcMwDKqrq6OamhqejWBqJZmMS7Iqxufz0aJFi+hPf/oTnThxwqIqo9EoaZo2QGVGo1EyTdMiVbFYzPIRwSSVqU47xOPD4TBduHCBXnrpJbrtttv4fRYUFPD7tqvX8ZTApKGqKq1fv568Xi8hnlZi6iMZNZKsCr3pppvo7bff5ipNVVWKRqMUi8UsJDFCxb/ZSWBqlJFmP5aRa5qmhUxmL+2Ebty4kVasWMGJE23ghCaQiGj79u1UVVVlOZGiKCO6ATZSWXDNvu/3+wkA3XbbbbRp0ybuYDDyJgKYza2vr6d7772XP5NoE8XByn4WHbLLRmAkEqH169fzF85ONBLvSszIA6Dc3FyuMgHQ8uXL6d133+VSYpeIiQBVVSkQCNCuXbvonnvusZAjSqM9W3NZCSQi+uyzz6ikpIQQt3fsREx1JqNG2MOKUst+vv7662nr1q0WtcmIFL3DywnRLpqmSbW1tbRmzZohtU2qwoehCBzWCw2Hw3j99dfR29vL/8bSSW63O+kdmsXUmriVaEFBAZ5++mmsW7cOiBc4SZIEj8cD0zRhGAbcbndSgy2diEQivDzC4XDg1ltvRSAQQCgUQl1dHWBLwxmGwdNtly1TQ99ME1FFRQWfgRZH1UhjIEVR+Cy9x+MhRVHo2WefpXA4TKqqWoJr0eGYKCo0HA7zn5l93rJlC82dO5dkWSan08lNg93mp0sChy3pevfdd9HZ2QlN0yyFt5IkWcrVh4Pb7ebJaEmSoGka7rnnHtx///3wer1wOp2W84i50IkSYzFNEIvFEI1G4XQ6sWLFCjz11FOYOnUqDMOAqqr8eDZvmM77H5LAr776Cp9//vmAvCKr10S85C8ZAtkxrKj26quvxq9//WsUFhZytcTmDVlCW5xju9wIhUI8SaBpGnJzc4E4qQ8//DDWrFkDr9drUZXsHY2k9HGkGPTM9E05AM/Oi6NJTDyzqZ3hoGkafD4fJ+WRRx7BddddB4/HA8RtLYQaTMQffKIkiXNycngy2+fzAfFyR4/Hg8LCQjz00EOYNWsWIEzypnMmfliEQiGqqakhSZK4RzWWZK2YT1y9ejUdPHiQ25OJ4mkOBXtmx/7p7u6ml156iT9ncXEx99rTmcweVAJbWlrQ3t5uKW0fC5gaVFUVP/3pTzF//nxomsbzmJmOKVOm4JZbbsHKlSvhcrn4pK6maeNvAw3DoE8++YTXciQq4hkp2Gz18uXLceutt1qSzhPFSRkKzHYP9gGAuXPn4qGHHkJxcTFM07QszEkXEhIYiUSwZcsWfuFUGWGHw4Enn3ySZ+89Hg+fgM10MBu+du1azJ07F4h7q263e3wlUNM0OnjwIPbu3cvDhFRUlLlcLpSXl+PWW29FXl6eZYXtZAAzEeXl5Vi7di33UsdaqTAcBhDodrvx4Ycf8hICRVFSciFd17F27Vr4/X4+KokoY+zfcCpUDHVWr16NmTNnjksGZgCBuq5jz549XK2lomAJAIqLi/Hggw/ysEHXdZ4QSHfN6HiAJR7C4TDmzJmDu+66i5OaCh9iMAwg8OLFi2hra+Mz2JqmpYTAxYsXo6amBl6vF9FolOdREY/9JgMkSYLX64XP58OaNWuSWiI+VlgIpHiJfEdHB680Y0llsaNDog/iI42NNlYlxnDfffdxdcmyNxMlSE8FWIKelYQsXrwYc+bMAeLvJRkvdjSwEMgW9bOcJUbowNjX0DEJ8/v9mDFjBjfs/OLCmvfJAFY3ypoJLVmyZHy9UF3X8eWXXw5YwJGoUCgRxNW14qiaOXMmZs+ezYuSxGpmZEgcOBxYMwTEn8flcuHOO+/ElClT0jpALQRGIhGcPHnSMhOAJANRsTJLjBtlWca8efNQVFQExKXc7lqn08iPF1juk5X8I273i4uL03pdC4Hnz59Hb28vb7cBYW3DcBC9VTaRiXhZ/MKFC+HxeCwNdjBJJI+BPZNo06ZNm4bKysrxmY0IhUJ0+PDhQW8sGYjHMinz+/1YsGABd6nFeMne4GAyQOxf43A4cM0116Q11uUExmIxfP7557yhjjiikgXztkSv1O/3I96eaoCDk86ROd5gK7DEjlBEhJqamhEJwUjB36Cu62hoaOATqgwj6a4gLixBXCIVRcHUqVMBWzzEbEVGVDUnASZxEOp+XC4Xqqurx0cCW1tb0dLSYlmONZIAW5ZlhMNhbv9YEmDevHmWknU2OkXHZTIks9kziD1nNE1DcXExampqeIWBOGjZyqaxDGBOYEdHB8+6JFrkOBzEmxAdmvLycgtBdrImA3lI4JBJkgRFUVBWVoa5c+em7Tk5gefOnUMkEhnQVA5JuvmDFSDNmjWL5zwnK3kQnDO7SfD5fJg1a9YA88IwVvMhI94CsqOjY0DAOZKqMLGJqnij5eXlg64YmkwQi7bYSidWrDV9+vRBQ6exEshFKxAIJGycyhrMDQf2XXGJtCRJyMvLsxA42YgTIca54jNXVVVZmtam8h1wFdrX18f/KKbDRnMxNqqmTp0Kv9/P1cdkJg9D+AxFRUWDhhIpUaGINy2wN0Vl3mQyiMVi3FYy6auurkZBQcGkCBOSgd2RY+WRQ5WOpIzAvr4+SwvIkYo7Cw3EdFpFRcWAGYjJDHtrEjb4fT7fAEFIlTbiZzUMA16vFxCKdUfSfUGSJD4NxQpyZ86cyetfrgSIpSIQmsa63W6UlJTwpeHMuWEYy4S2jLj0qaqa0AsdqYiLto4Z88mUMhsNWM2MPYxIRU85GQDa29sRDAY5gWL4kKwdtK99YPnUdOYBMwHsfXg8HguBLAuDMU5oywBw4cIFBAIBSxrIclASBNoNOAQJvJKQKFkhyzJPpdlj67GaFyfiHmh/fz93WkYzxWOX2lTc3GQAI1BRlAGDPBUz9TLiM/HiiqOxEGAvdMI4FLdOBAzlK8iyjKlTp/LCJxZSpOK9yBBGg11ViumxZDBYrvNKiQNFiEIgSRKmT59uqfBLaRiRKOYTvclkCLCXyKWiZG6yQJIklJSU8IR3onc9WnAJFPcVsiMZURcdF/s5r7QwQhy4bDl2Xl4eNE3j74etPBa90dGAv9lE3mey+xIxDGaYrzQVaq/oE8lMtAnImMMIlkG37+410jXedg/0SlWf9vfAnBYWsNubH4x5Rt7lciVM54zkxIkcINEeXimwe+FioZOYJ4ZtAmC0kAEgPz8fubm5A2YgRkKgSJJ99vlKInAwBIPBAZO6qfBGZcRnzfPz8wctJRwpkSzGMQzjiogBRdi9b+bMtbW1JVwLkpLppOnTpw+YOYeNjOFgd3hYWcFkWoGULBIR2NzczB0YkcCxvh8Z8cWXiqKMac4q0UhifVWuNIjvjdnD9vb2hDuTjhUy4tLC5vAkoUW/aHiTvXHRkz137hwuXryYkhud6BBDKLHdFuIDWVEUXgPK3m0qptr4t1ntij2GGY2OZt/p6urifaUnO0QiRFPEisLENZciUlZSkZ+fP+aaDbtXdf78ed4s4UpAoriZaTRxvlU8fqyZKosEio7IaEeGSOCFCxfQ3d19xWRixO1cYds6NhAIDAjcR5ooSQT+zby8PE6g/YSjDTb7+vrQ2tp6xcSBiQJ1xIlkjYBSHR9zpsrKyjhR9oA+2REiOjHMUJ8+fdqSnRjsMxngdDoHqE/EB7LYsTjlBDocDmnGjBm8jaK4QxdGMCFrX1oNAKdPn74ignn7kgIIzkxbW5uldxpGMV03GCwSyMoKSVj6hCSz5fbkNcsBdnZ2XhFeKLN/9uLoWCyGzs5OIIFzk1ICp06dirKyMksRDotnkrkAxRu5Ir4unjX9PnfuHJ/3EmNE9gDhcHjS2Egxga+qKl8PceDAAei6zgWDHcPe11g0lCWMWLhwIV+EyU7O9iQaDuKIYjlQwzAQDAZx5swZXmZomqal/oaRm+mQ4j3EmR/AesxdunQJx44dG3B8qp6ZE6goClasWDHgpkZSPZVI5QaDQXz55ZeWtYbifrSsPXGmQ3T4xPra1tZWnDp1Km3OGifQ4/FI8+bN4//B0jzJrpEX1YMYT6qqit27dyMQCAxYMDrZAnxW8yIuSWhubuaNc9PhdVvig2nTpiE/Px+yLI9qYb5o49gif1VVsXfvXh7gsgdzOByWQDfTwZ7Bnlc+cuQI+vr60i+BAJCbm4uqqipQvNEPk5hk2v4PVVPT1NTEGyCInho772QgkIHtL8hs4OHDh3nRdDpgIVBRFCxduhSKoliWmiXbqQm2+UBGVH9/P+rq6nibSQZ27GRotcUglqZ0dnbynaztBKbciUH8Rd5www0oKCjgL1rc5COpEwrlGCyb43Q6sXXrVrS3t1v+LxKJTBrpY+aAhV/hcBhNTU04e/ZsWjcusQx9SZKklpYWmjVrFi5cuACMYqTYPVYW4NbV1aG5uZmXmIu7n0w2sEH7j3/8Y8i+4KmQwgFJzsrKSlRXVydMi40Fly5dws6dO3nYoCgKTNNM+R68lwsejwehUAimacLtdqO7uxu1tbU8oZEuJDzz8uXL4fV6uf1LhZqLRCLYtWsX+vv7LSNyMi0/E5PZdXV1OHPmDDwez/j1C0Vcja5YsQKVlZUp190tLS3cmUFchbA2lJkO1koM8T0k3n//fTgcjrT3A08ogVVVVbj99tuh6zpfGjzcJxkEg0G89tprXKqZZIuptUyF6K03NjZi//79UFUVoVAorZmmhATKsoy7774bEFpIpgKqquLDDz/kJXZMfbJanEyeL2S7tADAe++9h7NnzwLjYCISEuh0OqWlS5di4cKFKbOBLMUWCATw2muv4fjx49xeTIT9AccKJn27d+/G5s2bEQqFeAI/nQNwUPeouLgYq1atSriaZjQQp1Fefvll7N69m6feJkMs6HK5EAgE8MYbb6CpqYkvGGINBNOFQQmMxWJ4+OGHMWfOHEtQbs+42EsRB71QPD9YUFCAcDiMF198EYcOHeKTnnYyxSVZE2m2wt4QXtyWduvWrfjggw94KMH+flkk0Ol0SrNmzcKqVassM/UQysUxgroO0zSRm5vLd8M+ffo0/u///o9nKthcITuWbVfHGuddbgSDQSBOiKqqA55/3759ePXVV3Hp0iXk5ORA0zTLzqfpwpARpt/vx+rVq/nCF5ZpH20pADPoiqKgp6cH//rXv7Bjxw6EQiEgPprF1iQTabpJLLv0er2WuqHe3l68+eab2LFjByKRiCXfO+6bX4mQJEmqqanB0qVLuaMhy7LF6RjJDfb19VlUSiAQwIYNG7Bx40ZEo1HLecV9aO2e3OXyTNlAgxD6aJqGzZs3Y/Pmzfz/enp64HK5+P5Ql3WJuWEY9M4771BFRQXfy9Xj8Vj2dk1mj1i25zz7riRJfE/YG264gfbu3UuqqhIRUTAY5HvXGoZh2cvWNE3LZ7yg6zqpqkqmaVI0GuX39f7779O8efMIABUVFfHnzcnJ4fvpsucc6yfRHrpJoauri374wx+Sz+cjCBsa2/8d7uN0OvnP4nccDgfdd999VFdXx0lisG+QnC4C7ee1f/r7+wfcT319Pa1Zs4Y/h9fr5c/DXrbb7U7rJshJWdjCwkI8/vjjaG5uxv79+7ktcDqdI8qiJNoQ0ePxwDAMbNq0iaedbrzxRrhcLp4Ittdcip5wKla5JoOcnBxAcGKOHDmC559/Hh9//DGvPmOTuWJWZqjuH+MKIqL169dTbm4uV4FsxCU7wpjatEusJEn8bw8//DAdOnSIotEoH+nsZyYNbOvvVErhcBKo6zq/j4aGBnrggQfI6/UOUI/MVEiSRHl5eSmRvDGrUHxjtKmxsZFuuOEGUhSFnywnJydlNyfLMuXl5dHdd99NW7Zs4XYmFArxnw3DoFgsxl+83UYyxGIx/tIZybFYzHK8/fdoNEq6rnNCxesQEYXDYdq5cyc9+OCDfPAym87uXxzMbGAma2LSSiDi+ytt3LiR8vPzLTdpd2oSSV4yNyja1Ntvv53+/ve/U0tLy6BERaNRbpOYRCYjaYl+7u/vt1xDJD8SiVAgEKAXXniBli9fzrUQs3Eej4cTJUlSws+EIBDfBLT02GOPEQCaMmXKsMSN5AE8Ho9FLU2fPp3+8Ic/UFdXFxmGQaZpUigUokAgMIAUplbtRDKvMZG6NQyDotHoAElTVZWTaZomnTx5kn7/+9/T/Pnz+QDz+/0W9ckIFD+pIi6lBBIR7d27lxYuXEiKogxJ3kgeRBzVLpeL3G43AaCrr76afvSjH9G7775LJ0+etBATCoUoFArx3xmRjGyRwESSGI1GeUigqipXn0y6z549S6+++ir94Ac/oIqKCm7fnE4nfyZm19nzMg90whKI+F7zL7zwAhUXF5PP50voKrOHGa3+dzgc/LyyLNO8efPol7/8JX3wwQd09uzZhPEhQyIpFKVO0zQLWSJisRi1tLTQ22+/TU8++SRde+21CdU8+5kNYqZpxOe228OhPqMlcFSJOo/HI7W3t9O5c+fw3HPPIRwOD2jVJUjsSM4Lp9MJTdMsHS48Hg+OHj2KU6dOYceOHVi+fDm++93v4sYbb0RhYSHcbrdlRlzsjMRqXCWhFbSY6mKLL71eL5qbm9HQ0IDPPvsMH3/8Mb7++mueIRIr1FmII0nSgDDK3mMg3Rh1prW0tBRPPfUUWlpasGnTJr6H7GhjHlapxjZdVhSFr45SVRVutxvRaBQnT55EZ2cnvvzyS1RXV2P+/Pm47rrrsGTJEkvHKbHNF6sqEGGaJoLBINra2tDZ2Yldu3bhxIkTvBSwq6uLHxuLxeD1ei1lkGzNiMPh4P/HQMIuZaPZSGwkGDWBkiRJ0WiUnn76afT19eHDDz8csD4QI5BA9pJM04SmaVBV1ZLJZ5l9p9OJUCiEhoYGNDQ0YNeuXaiqqkJFRQXKyspQVlYGv98Pn8+HnJwcXnOjKArC4TC6u7vR29uL/v5+9Pb2oq2tDR0dHThx4gTffhZxKXO73TAMwzKwIEg4u2+RPAaRxGSbJY0GY5bxvr4+6uzsxG9/+1ts27YN4XAYOTk5PPHr8/l46SCbyUg0PTRWdcOmnhRFQW5uLvx+P1eVTL3quo5IJIJQKARVVaHrOlf7wyXl7QNxsHZkPp8PmqbxRnbf+ta3cPPNN+Ojjz5CY2MjIMzKjGTxEIS96isrK7F582YsXrw4NTq6v7+fdu7cSY888kjCAN/v93MDLxpsp9PJPbqxfuwG3+l0ksvlssSWQzkLY3UyxGMKCgoIAM2YMYM2b95MJ06coCVLlnCHx+l0kizLltzwuDoxduTm5kpERB6PB6qqYuvWrVBVFR6PB5qmIRgMJtwZTXQ0xiqBbOqGSbddosRri5txMckZq4pjC2OdTid6e3tRUFCA9evXY+XKlcjLy4PH44HL5YKmaQPKSBK9m2SRsuliSZIkwzDI4/HA5/PhzTffhMvhCdYAAAVTSURBVKZpnMREN5pKuxCNRgd4gOLkMyvNEG2zfT37WKDrOk90S5KE+++/Hz/5yU+Ql5eHSCQCwzC4o2ffY2ks107pfL/T6ZSIiH72s58hEAjgP//5DzRN4zZRnAxmdTCs+Ge4somRereJVhYPdY7hzp/oJSdy2gDg0Ucfxa9+9SvW/UoKBAKUqPGfvbfcaJDygg12w7/73e9QXl6Of/7zn3yFKivmFQuhUjXVkqjIWHw5iZrYSrZ+1sleJ9HvsVgMLpcLa9aswS9+8QvMnz8fUvw/2TOLy7BTpYnSUnGTl5cnEREVFBRAURS8+eab6O/v5w3f7DfMguKxYLgYNNFLGs3gsVflsd/dbjduv/12/OY3v8H111/PyUM8prUProwoWDZNk1paWugvf/kLVVZWkt/vt+Q7XS6XJac4Fi9wqBykPaWVinyl/f7Wrl1LX3zxBRmGMYCVQCBAS5cuHbQUJdl0Y9q80MEgy7KEbzIpdM0112Djxo3YsmULX3LMPEWXy8Vtot0eiuWG4pY1zElhdZp2CRtMosm2S81g/c1ED9Xn80HXdRiGAYfDAUVReJw7Y8YMrFu3Dj//+c9RXl4Op9M54MLsnsXOHGLFezK1tU6nk8eM4jsZl7XNiqJI/f39NHv2bCxYsABvvfUWjhw5wteRM88NcVXHtqhhYA8u/o09MFtBPJwNE9df2M+FBDaQ1cKGw2HLGsZYLIZQKASfz4c5c+bg0Ucfxfr166EoCnJychKOGlboy0pKWP6U/Z5MZR8jj/Wj4c8/7DdThNzcXAnfrBunBQsWYOPGjdi0aRN6enr4zl6apvHRKmYoWCkiW2jD4j1xhdNwNnSo1B6TttzcXMiyjGAwaMkesTSc3+/n2mPZsmV46qmncNttt6GoqGhYA04J+oKKg2+40kO2KJYNQubNj3t3gZKSEknXdZozZw7uvPNObNu2Dfv27cP58+ehaZoltBDzjRjjMjQ70Sx5IG7K0d/fz49nbVI0TeNkGoaB6upqrF69Go888giWLFkCh8ORlPfF0ncQBgz7PZkwCkJdqt/v//8NIkb6IlIBt9st4ZuXSIsWLcInn3yCffv24cCBAzhy5AgP/FnyWtd1vq+vKHWIS0gye/2KhEEIMViAz6Sc5U1lWba88GuvvRZLly7FunXrcMstt6C0tNTiaQ4Fh8OBqVOncklmNl+0iWKyPBEURUEkEgERoby8nHeWvKz9PdgLICK64447cODAAdTW1mLPnj1oampCf38/J0aUPhZTiYSOJAyxu/CiDWUDJRqNwuFwYN68eVi2bBkWL16MVatWobKyMmniGLxeL4qLi5GTk4NwOGxpeM4C/OFOybSA1+vF7NmzuQqdOMt+4kVTXV1daGpqwhdffIHGxkacOHECZ86cwcWLFy3rEUT7kQyBog0SJdjlcnFngs3vVVRUoKamBjU1NViwYAGuv/56VFVVweVyjep9EREdO3YMDQ0NCAaDXIWymljm3Q4FXde5IzZv3jy23GECrduyIRwOU29vLxoaGrBv3z5cvHgRra2tOH36NDo6OhAMBvkqITaSh4KYMBeDb6/XC0VRMHPmTJSVlaGqqgo1NTVYuHAhKisrkZOTkzA0mCiYsDcmoq+vj9rb2xEOh9HV1YVz586hubkZzc3NOHfuHHp7exEKhdDf349AIABN0yx5V2bv8vPzUVRUhPz8fOTn52PatGmYPXs2KioqcNVVV6GoqAjl5eUoLCyEx+PJiHeTETdpR09PDwUCAfT19XFJZMRFIpEBjglzTrxeL3Jycvhs/ZQpU1BSUoLi4uKMfA9ZTAL8P0j5YNR/bdCPAAAAAElFTkSuQmCC"},{"id":"08d3c502-1419-4115-a6a3-0acaf8bfe450","height":22.44,"width":13.85,"perimeter":71.98,"area":212.71,"image":"data:image/png;base64,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"},{"id":"43a56b6a-f5db-4f8b-9b84-b9f7f8f04e79","height":22.05,"width":20.51,"perimeter":84.66,"area":178.2,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Number of letters detected {"data":{"noOfLetters":7},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":530.0600000000001,"perimeter_in_feet":44.17},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[89.89,151.01,68.01,96.77,214.02,212.71,178.2],"actualFilledAreaSum":1010.6099999999999},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":7.02},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Average character height calculated {"data":{"avgCharHeight":20.46},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":180.0,"ratio":5.2},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":23.08},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"2215.3846153846157\" viewBox=\"0 0 936 180\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":14.62,"scaled_height":16.67,"actual_filled_area":151.01,"bounding_box_area":243,"exact_perimeter":79.4,"approximate_perimeter":73.31,"convex_hull_perimeter":50.47,"perimeter_pixels":619.3452377915615,"original_contour_points":223,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.301,"perimeter_to_area_ratio":0.5258},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":7.82,"scaled_height":21.67,"actual_filled_area":68.01,"bounding_box_area":169,"exact_perimeter":60.9,"approximate_perimeter":58.03,"convex_hull_perimeter":50.07,"perimeter_pixels":475.05382386916267,"original_contour_points":77,"approximation_points":14,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2304,"perimeter_to_area_ratio":0.8955},"image_base64":"data:image/png;base64,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UruRphYu7xeLgKFY1/ulSoLMtDflKhQtnzic6L+H/seYuKiggAzZ8/n6ZPnz6i84+bCiUiOnDgAP785z/jo48+AoSYTpIkLoGSJMEwjKQkxB5Ui/B6vVBVFUQEp9PJr1NUVISysjKUlpZiypQpKC0tRUFBAd/ZBPFgnWV5AoEAurq60NPTg66uLpw/fx5tbW2WY2GLL1niW8zOyLLMZzLYMbquQ5IkdHd3Q5IkHD161PJ86cCoCezq6sILL7yAhoYGSwA8WiiKAlVVYZomtyfsoRl57KUqioKZM2eipqYGN910E6677jr4/X7k5OQgLy8PiqJwtcbujWV8GInd3d1obW1FU1MTTp8+jYMHD6KzsxMXLlxANBqFw+GA2+2GYRg8P8rmHnVdt+RgxazNeGNUBGqaRs899xz++9//oq2tLakZ8eHAJBZxG8P2G4rFYnyjp9mzZ2PZsmVYvHgxqqurUVFRgfiEK09ziflM+6hn0sXKJwzD4JJ48eJFHDt2DLW1taivr0dLSwsikQicTify8/MRCoVgGAYnkkkkEfGBkREgItq1axfNmjWLfD4f182ptDEsrkI8YL7qqqvoiSeeoBdffJGOHz9Ouq4TQywWI8MwaDhEo1GKRqOkqiqFw2HLOaLRKP/3+PHj9Oqrr9L69evp2muv5XaH2Xi7LRzPREVK4sCOjg76zne+w28qPz8/JU6I+KJE52fVqlX017/+lZqbm6m/v5+IiEzTpHA4TJqmcRJM0yTDMEjXddJ1neIz/WSaJsVisUGJNU2TNE2znMswDDp16hS9/PLLtGrVKk6S1+ulvLw8ywtNhYM2FgJHpEJN06RnnnkGtbW18Hg8UFWVzyKkCmwWoqKiAnfffTfuu+8+3HjjjfD7/ZbpI2bnEFe/brebqzY7mIPBnCRxBkOSJLjdbpimiWg0CtM04XK5MGvWLPj9fkybNg3f/va38dJLL6G1tZWrc7fbDV3XeaI63bnYMcMwDKqrq6OamhqejWBqJZmMS7Iqxufz0aJFi+hPf/oTnThxwqIqo9EoaZo2QGVGo1EyTdMiVbFYzPIRwSSVqU47xOPD4TBduHCBXnrpJbrtttv4fRYUFPD7tqvX8ZTApKGqKq1fv568Xi8hnlZi6iMZNZKsCr3pppvo7bff5ipNVVWKRqMUi8UsJDFCxb/ZSWBqlJFmP5aRa5qmhUxmL+2Ebty4kVasWMGJE23ghCaQiGj79u1UVVVlOZGiKCO6ATZSWXDNvu/3+wkA3XbbbbRp0ybuYDDyJgKYza2vr6d7772XP5NoE8XByn4WHbLLRmAkEqH169fzF85ONBLvSszIA6Dc3FyuMgHQ8uXL6d133+VSYpeIiQBVVSkQCNCuXbvonnvusZAjSqM9W3NZCSQi+uyzz6ikpIQQt3fsREx1JqNG2MOKUst+vv7662nr1q0WtcmIFL3DywnRLpqmSbW1tbRmzZohtU2qwoehCBzWCw2Hw3j99dfR29vL/8bSSW63O+kdmsXUmriVaEFBAZ5++mmsW7cOiBc4SZIEj8cD0zRhGAbcbndSgy2diEQivDzC4XDg1ltvRSAQQCgUQl1dHWBLwxmGwdNtly1TQ99ME1FFRQWfgRZH1UhjIEVR+Cy9x+MhRVHo2WefpXA4TKqqWoJr0eGYKCo0HA7zn5l93rJlC82dO5dkWSan08lNg93mp0sChy3pevfdd9HZ2QlN0yyFt5IkWcrVh4Pb7ebJaEmSoGka7rnnHtx///3wer1wOp2W84i50IkSYzFNEIvFEI1G4XQ6sWLFCjz11FOYOnUqDMOAqqr8eDZvmM77H5LAr776Cp9//vmAvCKr10S85C8ZAtkxrKj26quvxq9//WsUFhZytcTmDVlCW5xju9wIhUI8SaBpGnJzc4E4qQ8//DDWrFkDr9drUZXsHY2k9HGkGPTM9E05AM/Oi6NJTDyzqZ3hoGkafD4fJ+WRRx7BddddB4/HA8RtLYQaTMQffKIkiXNycngy2+fzAfFyR4/Hg8LCQjz00EOYNWsWIEzypnMmfliEQiGqqakhSZK4RzWWZK2YT1y9ejUdPHiQ25OJ4mkOBXtmx/7p7u6ml156iT9ncXEx99rTmcweVAJbWlrQ3t5uKW0fC5gaVFUVP/3pTzF//nxomsbzmJmOKVOm4JZbbsHKlSvhcrn4pK6maeNvAw3DoE8++YTXciQq4hkp2Gz18uXLceutt1qSzhPFSRkKzHYP9gGAuXPn4qGHHkJxcTFM07QszEkXEhIYiUSwZcsWfuFUGWGHw4Enn3ySZ+89Hg+fgM10MBu+du1azJ07F4h7q263e3wlUNM0OnjwIPbu3cvDhFRUlLlcLpSXl+PWW29FXl6eZYXtZAAzEeXl5Vi7di33UsdaqTAcBhDodrvx4Ycf8hICRVFSciFd17F27Vr4/X4+KokoY+zfcCpUDHVWr16NmTNnjksGZgCBuq5jz549XK2lomAJAIqLi/Hggw/ysEHXdZ4QSHfN6HiAJR7C4TDmzJmDu+66i5OaCh9iMAwg8OLFi2hra+Mz2JqmpYTAxYsXo6amBl6vF9FolOdREY/9JgMkSYLX64XP58OaNWuSWiI+VlgIpHiJfEdHB680Y0llsaNDog/iI42NNlYlxnDfffdxdcmyNxMlSE8FWIKelYQsXrwYc+bMAeLvJRkvdjSwEMgW9bOcJUbowNjX0DEJ8/v9mDFjBjfs/OLCmvfJAFY3ypoJLVmyZHy9UF3X8eWXXw5YwJGoUCgRxNW14qiaOXMmZs+ezYuSxGpmZEgcOBxYMwTEn8flcuHOO+/ElClT0jpALQRGIhGcPHnSMhOAJANRsTJLjBtlWca8efNQVFQExKXc7lqn08iPF1juk5X8I273i4uL03pdC4Hnz59Hb28vb7cBYW3DcBC9VTaRiXhZ/MKFC+HxeCwNdjBJJI+BPZNo06ZNm4bKysrxmY0IhUJ0+PDhQW8sGYjHMinz+/1YsGABd6nFeMne4GAyQOxf43A4cM0116Q11uUExmIxfP7557yhjjiikgXztkSv1O/3I96eaoCDk86ROd5gK7DEjlBEhJqamhEJwUjB36Cu62hoaOATqgwj6a4gLixBXCIVRcHUqVMBWzzEbEVGVDUnASZxEOp+XC4Xqqurx0cCW1tb0dLSYlmONZIAW5ZlhMNhbv9YEmDevHmWknU2OkXHZTIks9kziD1nNE1DcXExampqeIWBOGjZyqaxDGBOYEdHB8+6JFrkOBzEmxAdmvLycgtBdrImA3lI4JBJkgRFUVBWVoa5c+em7Tk5gefOnUMkEhnQVA5JuvmDFSDNmjWL5zwnK3kQnDO7SfD5fJg1a9YA88IwVvMhI94CsqOjY0DAOZKqMLGJqnij5eXlg64YmkwQi7bYSidWrDV9+vRBQ6exEshFKxAIJGycyhrMDQf2XXGJtCRJyMvLsxA42YgTIca54jNXVVVZmtam8h1wFdrX18f/KKbDRnMxNqqmTp0Kv9/P1cdkJg9D+AxFRUWDhhIpUaGINy2wN0Vl3mQyiMVi3FYy6auurkZBQcGkCBOSgd2RY+WRQ5WOpIzAvr4+SwvIkYo7Cw3EdFpFRcWAGYjJDHtrEjb4fT7fAEFIlTbiZzUMA16vFxCKdUfSfUGSJD4NxQpyZ86cyetfrgSIpSIQmsa63W6UlJTwpeHMuWEYy4S2jLj0qaqa0AsdqYiLto4Z88mUMhsNWM2MPYxIRU85GQDa29sRDAY5gWL4kKwdtK99YPnUdOYBMwHsfXg8HguBLAuDMU5oywBw4cIFBAIBSxrIclASBNoNOAQJvJKQKFkhyzJPpdlj67GaFyfiHmh/fz93WkYzxWOX2lTc3GQAI1BRlAGDPBUz9TLiM/HiiqOxEGAvdMI4FLdOBAzlK8iyjKlTp/LCJxZSpOK9yBBGg11ViumxZDBYrvNKiQNFiEIgSRKmT59uqfBLaRiRKOYTvclkCLCXyKWiZG6yQJIklJSU8IR3onc9WnAJFPcVsiMZURcdF/s5r7QwQhy4bDl2Xl4eNE3j74etPBa90dGAv9lE3mey+xIxDGaYrzQVaq/oE8lMtAnImMMIlkG37+410jXedg/0SlWf9vfAnBYWsNubH4x5Rt7lciVM54zkxIkcINEeXimwe+FioZOYJ4ZtAmC0kAEgPz8fubm5A2YgRkKgSJJ99vlKInAwBIPBAZO6qfBGZcRnzfPz8wctJRwpkSzGMQzjiogBRdi9b+bMtbW1JVwLkpLppOnTpw+YOYeNjOFgd3hYWcFkWoGULBIR2NzczB0YkcCxvh8Z8cWXiqKMac4q0UhifVWuNIjvjdnD9vb2hDuTjhUy4tLC5vAkoUW/aHiTvXHRkz137hwuXryYkhud6BBDKLHdFuIDWVEUXgPK3m0qptr4t1ntij2GGY2OZt/p6urifaUnO0QiRFPEisLENZciUlZSkZ+fP+aaDbtXdf78ed4s4UpAoriZaTRxvlU8fqyZKosEio7IaEeGSOCFCxfQ3d19xWRixO1cYds6NhAIDAjcR5ooSQT+zby8PE6g/YSjDTb7+vrQ2tp6xcSBiQJ1xIlkjYBSHR9zpsrKyjhR9oA+2REiOjHMUJ8+fdqSnRjsMxngdDoHqE/EB7LYsTjlBDocDmnGjBm8jaK4QxdGMCFrX1oNAKdPn74ignn7kgIIzkxbW5uldxpGMV03GCwSyMoKSVj6hCSz5fbkNcsBdnZ2XhFeKLN/9uLoWCyGzs5OIIFzk1ICp06dirKyMksRDotnkrkAxRu5Ir4unjX9PnfuHJ/3EmNE9gDhcHjS2Egxga+qKl8PceDAAei6zgWDHcPe11g0lCWMWLhwIV+EyU7O9iQaDuKIYjlQwzAQDAZx5swZXmZomqal/oaRm+mQ4j3EmR/AesxdunQJx44dG3B8qp6ZE6goClasWDHgpkZSPZVI5QaDQXz55ZeWtYbifrSsPXGmQ3T4xPra1tZWnDp1Km3OGifQ4/FI8+bN4//B0jzJrpEX1YMYT6qqit27dyMQCAxYMDrZAnxW8yIuSWhubuaNc9PhdVvig2nTpiE/Px+yLI9qYb5o49gif1VVsXfvXh7gsgdzOByWQDfTwZ7Bnlc+cuQI+vr60i+BAJCbm4uqqipQvNEPk5hk2v4PVVPT1NTEGyCInho772QgkIHtL8hs4OHDh3nRdDpgIVBRFCxduhSKoliWmiXbqQm2+UBGVH9/P+rq6nibSQZ27GRotcUglqZ0dnbynaztBKbciUH8Rd5www0oKCjgL1rc5COpEwrlGCyb43Q6sXXrVrS3t1v+LxKJTBrpY+aAhV/hcBhNTU04e/ZsWjcusQx9SZKklpYWmjVrFi5cuACMYqTYPVYW4NbV1aG5uZmXmIu7n0w2sEH7j3/8Y8i+4KmQwgFJzsrKSlRXVydMi40Fly5dws6dO3nYoCgKTNNM+R68lwsejwehUAimacLtdqO7uxu1tbU8oZEuJDzz8uXL4fV6uf1LhZqLRCLYtWsX+vv7LSNyMi0/E5PZdXV1OHPmDDwez/j1C0Vcja5YsQKVlZUp190tLS3cmUFchbA2lJkO1koM8T0k3n//fTgcjrT3A08ogVVVVbj99tuh6zpfGjzcJxkEg0G89tprXKqZZIuptUyF6K03NjZi//79UFUVoVAorZmmhATKsoy7774bEFpIpgKqquLDDz/kJXZMfbJanEyeL2S7tADAe++9h7NnzwLjYCISEuh0OqWlS5di4cKFKbOBLMUWCATw2muv4fjx49xeTIT9AccKJn27d+/G5s2bEQqFeAI/nQNwUPeouLgYq1atSriaZjQQp1Fefvll7N69m6feJkMs6HK5EAgE8MYbb6CpqYkvGGINBNOFQQmMxWJ4+OGHMWfOHEtQbs+42EsRB71QPD9YUFCAcDiMF198EYcOHeKTnnYyxSVZE2m2wt4QXtyWduvWrfjggw94KMH+flkk0Ol0SrNmzcKqVassM/UQysUxgroO0zSRm5vLd8M+ffo0/u///o9nKthcITuWbVfHGuddbgSDQSBOiKqqA55/3759ePXVV3Hp0iXk5ORA0zTLzqfpwpARpt/vx+rVq/nCF5ZpH20pADPoiqKgp6cH//rXv7Bjxw6EQiEgPprF1iQTabpJLLv0er2WuqHe3l68+eab2LFjByKRiCXfO+6bX4mQJEmqqanB0qVLuaMhy7LF6RjJDfb19VlUSiAQwIYNG7Bx40ZEo1HLecV9aO2e3OXyTNlAgxD6aJqGzZs3Y/Pmzfz/enp64HK5+P5Ql3WJuWEY9M4771BFRQXfy9Xj8Vj2dk1mj1i25zz7riRJfE/YG264gfbu3UuqqhIRUTAY5HvXGoZh2cvWNE3LZ7yg6zqpqkqmaVI0GuX39f7779O8efMIABUVFfHnzcnJ4fvpsucc6yfRHrpJoauri374wx+Sz+cjCBsa2/8d7uN0OvnP4nccDgfdd999VFdXx0lisG+QnC4C7ee1f/r7+wfcT319Pa1Zs4Y/h9fr5c/DXrbb7U7rJshJWdjCwkI8/vjjaG5uxv79+7ktcDqdI8qiJNoQ0ePxwDAMbNq0iaedbrzxRrhcLp4Ittdcip5wKla5JoOcnBxAcGKOHDmC559/Hh9//DGvPmOTuWJWZqjuH+MKIqL169dTbm4uV4FsxCU7wpjatEusJEn8bw8//DAdOnSIotEoH+nsZyYNbOvvVErhcBKo6zq/j4aGBnrggQfI6/UOUI/MVEiSRHl5eSmRvDGrUHxjtKmxsZFuuOEGUhSFnywnJydlNyfLMuXl5dHdd99NW7Zs4XYmFArxnw3DoFgsxl+83UYyxGIx/tIZybFYzHK8/fdoNEq6rnNCxesQEYXDYdq5cyc9+OCDfPAym87uXxzMbGAma2LSSiDi+ytt3LiR8vPzLTdpd2oSSV4yNyja1Ntvv53+/ve/U0tLy6BERaNRbpOYRCYjaYl+7u/vt1xDJD8SiVAgEKAXXniBli9fzrUQs3Eej4cTJUlSws+EIBDfBLT02GOPEQCaMmXKsMSN5AE8Ho9FLU2fPp3+8Ic/UFdXFxmGQaZpUigUokAgMIAUplbtRDKvMZG6NQyDotHoAElTVZWTaZomnTx5kn7/+9/T/Pnz+QDz+/0W9ckIFD+pIi6lBBIR7d27lxYuXEiKogxJ3kgeRBzVLpeL3G43AaCrr76afvSjH9G7775LJ0+etBATCoUoFArx3xmRjGyRwESSGI1GeUigqipXn0y6z549S6+++ir94Ac/oIqKCm7fnE4nfyZm19nzMg90whKI+F7zL7zwAhUXF5PP50voKrOHGa3+dzgc/LyyLNO8efPol7/8JX3wwQd09uzZhPEhQyIpFKVO0zQLWSJisRi1tLTQ22+/TU8++SRde+21CdU8+5kNYqZpxOe228OhPqMlcFSJOo/HI7W3t9O5c+fw3HPPIRwOD2jVJUjsSM4Lp9MJTdMsHS48Hg+OHj2KU6dOYceOHVi+fDm++93v4sYbb0RhYSHcbrdlRlzsjMRqXCWhFbSY6mKLL71eL5qbm9HQ0IDPPvsMH3/8Mb7++mueIRIr1FmII0nSgDDK3mMg3Rh1prW0tBRPPfUUWlpasGnTJr6H7GhjHlapxjZdVhSFr45SVRVutxvRaBQnT55EZ2cnvvzyS1RXV2P+/Pm47rrrsGTJEkvHKbHNF6sqEGGaJoLBINra2tDZ2Yldu3bhxIkTvBSwq6uLHxuLxeD1ei1lkGzNiMPh4P/HQMIuZaPZSGwkGDWBkiRJ0WiUnn76afT19eHDDz8csD4QI5BA9pJM04SmaVBV1ZLJZ5l9p9OJUCiEhoYGNDQ0YNeuXaiqqkJFRQXKyspQVlYGv98Pn8+HnJwcXnOjKArC4TC6u7vR29uL/v5+9Pb2oq2tDR0dHThx4gTffhZxKXO73TAMwzKwIEg4u2+RPAaRxGSbJY0GY5bxvr4+6uzsxG9/+1ts27YN4XAYOTk5PPHr8/l46SCbyUg0PTRWdcOmnhRFQW5uLvx+P1eVTL3quo5IJIJQKARVVaHrOlf7wyXl7QNxsHZkPp8PmqbxRnbf+ta3cPPNN+Ojjz5CY2MjIMzKjGTxEIS96isrK7F582YsXrw4NTq6v7+fdu7cSY888kjCAN/v93MDLxpsp9PJPbqxfuwG3+l0ksvlssSWQzkLY3UyxGMKCgoIAM2YMYM2b95MJ06coCVLlnCHx+l0kizLltzwuDoxduTm5kpERB6PB6qqYuvWrVBVFR6PB5qmIRgMJtwZTXQ0xiqBbOqGSbddosRri5txMckZq4pjC2OdTid6e3tRUFCA9evXY+XKlcjLy4PH44HL5YKmaQPKSBK9m2SRsuliSZIkwzDI4/HA5/PhzTffhMvhCdYAAAVTSURBVKZpnMREN5pKuxCNRgd4gOLkMyvNEG2zfT37WKDrOk90S5KE+++/Hz/5yU+Ql5eHSCQCwzC4o2ffY2ks107pfL/T6ZSIiH72s58hEAjgP//5DzRN4zZRnAxmdTCs+Ge4somRereJVhYPdY7hzp/oJSdy2gDg0Ucfxa9+9SvW/UoKBAKUqPGfvbfcaJDygg12w7/73e9QXl6Of/7zn3yFKivmFQuhUjXVkqjIWHw5iZrYSrZ+1sleJ9HvsVgMLpcLa9aswS9+8QvMnz8fUvw/2TOLy7BTpYnSUnGTl5cnEREVFBRAURS8+eab6O/v5w3f7DfMguKxYLgYNNFLGs3gsVflsd/dbjduv/12/OY3v8H111/PyUM8prUProwoWDZNk1paWugvf/kLVVZWkt/vt+Q7XS6XJac4Fi9wqBykPaWVinyl/f7Wrl1LX3zxBRmGMYCVQCBAS5cuHbQUJdl0Y9q80MEgy7KEbzIpdM0112Djxo3YsmULX3LMPEWXy8Vtot0eiuWG4pY1zElhdZp2CRtMosm2S81g/c1ED9Xn80HXdRiGAYfDAUVReJw7Y8YMrFu3Dj//+c9RXl4Op9M54MLsnsXOHGLFezK1tU6nk8eM4jsZl7XNiqJI/f39NHv2bCxYsABvvfUWjhw5wteRM88NcVXHtqhhYA8u/o09MFtBPJwNE9df2M+FBDaQ1cKGw2HLGsZYLIZQKASfz4c5c+bg0Ucfxfr166EoCnJychKOGlboy0pKWP6U/Z5MZR8jj/Wj4c8/7DdThNzcXAnfrBunBQsWYOPGjdi0aRN6enr4zl6apvHRKmYoWCkiW2jD4j1xhdNwNnSo1B6TttzcXMiyjGAwaMkesTSc3+/n2mPZsmV46qmncNttt6GoqGhYA04J+oKKg2+40kO2KJYNQubNj3t3gZKSEknXdZozZw7uvPNObNu2Dfv27cP58+ehaZoltBDzjRjjMjQ70Sx5IG7K0d/fz49nbVI0TeNkGoaB6upqrF69Go888giWLFkCh8ORlPfF0ncQBgz7PZkwCkJdqt/v//8NIkb6IlIBt9st4ZuXSIsWLcInn3yCffv24cCBAzhy5AgP/FnyWtd1vq+vKHWIS0gye/2KhEEIMViAz6Sc5U1lWba88GuvvRZLly7FunXrcMstt6C0tNTiaQ4Fh8OBqVOncklmNl+0iWKyPBEURUEkEgERoby8nHeWvKz9PdgLICK64447cODAAdTW1mLPnj1oampCf38/J0aUPhZTiYSOJAyxu/CiDWUDJRqNwuFwYN68eVi2bBkWL16MVatWobKyMmniGLxeL4qLi5GTk4NwOGxpeM4C/OFOybSA1+vF7NmzuQqdOMt+4kVTXV1daGpqwhdffIHGxkacOHECZ86cwcWLFy3rEUT7kQyBog0SJdjlcnFngs3vVVRUoKamBjU1NViwYAGuv/56VFVVweVyjep9EREdO3YMDQ0NCAaDXIWymljm3Q4FXde5IzZv3jy23GECrduyIRwOU29vLxoaGrBv3z5cvHgRra2tOH36NDo6OhAMBvkqITaSh4KYMBeDb6/XC0VRMHPmTJSVlaGqqgo1NTVYuHAhKisrkZOTkzA0mCiYsDcmoq+vj9rb2xEOh9HV1YVz586hubkZzc3NOHfuHHp7exEKhdDf349AIABN0yx5V2bv8vPzUVRUhPz8fOTn52PatGmYPXs2KioqcNVVV6GoqAjl5eUoLCyEx+PJiHeTETdpR09PDwUCAfT19XFJZMRFIpEBjglzTrxeL3Jycvhs/ZQpU1BSUoLi4uKMfA9ZTAL8P0j5YNR/bdCPAAAAAElFTkSuQmCC","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":13.85,"scaled_height":22.44,"actual_filled_area":212.71,"bounding_box_area":310,"exact_perimeter":71.98,"approximate_perimeter":67.8,"convex_hull_perimeter":62.06,"perimeter_pixels":561.42135623731,"original_contour_points":122,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5159,"perimeter_to_area_ratio":0.3384},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":20.51,"scaled_height":22.05,"actual_filled_area":178.2,"bounding_box_area":452,"exact_perimeter":84.66,"approximate_perimeter":79.49,"convex_hull_perimeter":70.55,"perimeter_pixels":660.3158005400394,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3124,"perimeter_to_area_ratio":0.4751},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"dataObjects":[{"id":"f7f6ca1e-5b3c-41ac-a554-ebae4087824a","height":15.9,"width":14.62,"perimeter":82.69,"area":89.89,"image":"data:image/png;base64,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"},{"id":"0d4901ef-eb12-4c9a-b5b1-aca09dd0a8e5","height":16.67,"width":14.62,"perimeter":79.4,"area":151.01,"image":"data:image/png;base64,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"},{"id":"08d3c502-1419-4115-a6a3-0acaf8bfe450","height":22.44,"width":13.85,"perimeter":71.98,"area":212.71,"image":"data:image/png;base64,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"},{"id":"43a56b6a-f5db-4f8b-9b84-b9f7f8f04e79","height":22.05,"width":20.51,"perimeter":84.66,"area":178.2,"image":"data:image/png;base64,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"}],"no_of_letters":7,"perimeter_of_sign":44.17,"nested_area":14.63,"occupied_area":7.02,"avg_char_height":20.46,"widthOfSign":"120","otherDimensionOfSign":23.08,"width_of_smaller_line":20},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"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":1383,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":23.08,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":44.17,"nested_area":14.63,"occupied_area":7.02,"avg_char_height":"Less than 24 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\"}]","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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","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":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":23.08,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":44.17,"nested_area":14.63,"occupied_area":7.02,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":23.08,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1383}},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Looking up SignType {"data":{"sign_type":"Flat Cut Acrylic Letters"},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":10,"formulas_count":27},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Retrieved Variables List {"data":{"sign_type_id":10,"variables_count":10},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Merged material items {"data":{"formulas_count":27,"items_count_after_merge":27},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Merged variable items {"data":{"variables_count":10,"items_count_after_merge":37},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Initializing MathExecutor {"data":{"variables_count":184},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: MathExecutor variables set {"data":{"variables_count":184},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: NEAREST_INCH called {"data":{"input_value":"1","sign_type":"Flat Cut Acrylic Letters"},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: NEAREST_INCH result {"data":{"input_value":"1","closest_inch":0.984},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Formula executed successfully {"data":{"name":"Sign Depth/Thickness","expression":"NEAREST_INCH(sign_depth_or_thickness, sign_type)","result":0.984},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"19.71918"},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"201.2040492"},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0023262185232000004},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * material500611","result":2.3262185232},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00018475587000000004},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * material500214","result":0.18475587000000002},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.00176228676},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * material501055","result":1.76228676},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"0.00362192688"},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"3.62192688"},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"0.00175783608"},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"1.75783608"},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"0.0023536656"},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2.3536656"},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"0.00018779904"},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"0.18779904"},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":2.4388977506400003},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable56 * nested_area","result":10.9725},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"8.3391"},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"0.21249546109895"},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] 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":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Total Cost formula detected {"data":{"item_id":63},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Formula calculations completed {"data":{"total_items":37,"successful_calculations":36,"errors_count":0},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":228.79393570383996,"totalDenseWeight_before_formula":28.28296994985215},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable57","computed_totalCost":251.673329274224},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Flat Cut Acrylic Letters","objects_count":7,"totalDenseWeight":0},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":7,"sign_depth":"1"},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":14.62,"height":15.9,"depth":"1"},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":14.62,"height":16.67,"depth":"1"},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":7.82,"height":21.67,"depth":"1"},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":17.56,"height":22.05,"depth":"1"},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":13.85,"height":22.44,"depth":"1"},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":13.85,"height":22.44,"depth":"1"},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:24] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":20.51,"height":22.05,"depth":"1"},"timestamp":"2026-04-03 10:36:24"} 
[2026-04-03 10:36:25] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775212585_63bbdfeb4529f0ab51b1a78d09d30f00","bins_packed":[{"bin_data":{"w":20.81,"h":22.74,"d":9.1,"id":"unique","used_space":65.8441,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":22.74,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/361ec7a750898b26c414a280cdcac1c6/1775212585-4055-5091958.svg","items":[{"id":"item-3","w":8.12,"h":21.97,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/361ec7a750898b26c414a280cdcac1c6/1775212585-405-8008299.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":14.92,"h":16.97,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/361ec7a750898b26c414a280cdcac1c6/1775212585-4052-4775284.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":14.92,"h":16.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/361ec7a750898b26c414a280cdcac1c6/1775212585-4052-2327742.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":20.81,"h":22.35,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/361ec7a750898b26c414a280cdcac1c6/1775212585-4053-6497619.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":17.86,"h":22.35,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/361ec7a750898b26c414a280cdcac1c6/1775212585-4054-7101952.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":14.15,"h":22.74,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/361ec7a750898b26c414a280cdcac1c6/1775212585-4054-8787168.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":14.15,"h":22.74,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/361ec7a750898b26c414a280cdcac1c6/1775212585-4055-1754001.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-04-03 10:36:25"} 
[2026-04-03 10:36:25] local.INFO: Box added from packed bin {"data":{"length":9.1,"width":20.81,"height":22.74,"denseWeight":0},"timestamp":"2026-04-03 10:36:25"} 
[2026-04-03 10:36:25] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":11.1,"width":22.81,"height":24.99},"quantity":1,"denseWeight":1}],"cheapestShippingCost":220.0926,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":0,"rate":"263.5","tariffAndDS":263.5,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":424.86740000000003,"totalShipmentCostFormula":"((tariffAndDS (263.5) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 424.87","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":0,"rate":"154.01","tariffAndDS":154.01,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":248.32572399999998,"totalShipmentCostFormula":"((tariffAndDS (154.01) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 248.33","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":0,"rate":"257.51","tariffAndDS":257.51,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":257.51,"totalShipmentCostFormula":"(((tariffAndDS (257.51) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 257.51","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":0,"rate":136.5,"tariffAndDS":136.5,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":220.0926,"totalShipmentCostFormula":"((tariffAndDS (136.5) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 220.09","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":0,"rate":227.64,"tariffAndDS":227.64,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":388.1717279999999,"totalShipmentCostFormula":"(( tariffAndDS (227.64) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 388.171728","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":0,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":61.95,"rate":141.97,"tariffAndDS":203.92000000000002,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":349.37183999999996,"totalShipmentCostFormula":"(((tariffAndDS (203.92) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 349.37184","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":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":0,"rate":660,"tariffAndDS":660,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":660,"totalShipmentCostFormula":"((tariffAndDS (660) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 660","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":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":61.95,"rate":141.97,"tariffAndDS":203.92000000000002,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":349.37183999999996,"totalShipmentCostFormula":"(((tariffAndDS (203.92) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 349.37184","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":0,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":61.95,"rate":155.68,"tariffAndDS":217.63,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":372.70626,"totalShipmentCostFormula":"(((tariffAndDS (217.63) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 372.70626","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":0,"career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":61.95,"rate":154.96,"tariffAndDS":216.91000000000003,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":371.48082,"totalShipmentCostFormula":"(((tariffAndDS (216.91) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 371.48082","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]}}}},"timestamp":"2026-04-03 10:36:25"} 
[2026-04-03 10:36:25] local.INFO: Yes Factor Founded {"data":{"sign_type":"Flat Cut Acrylic Letters","productCostFactor":"1.25"},"timestamp":"2026-04-03 10:36:25"} 
[2026-04-03 10:36:25] local.INFO: Product cost factor determined {"data":{"sign_type":"Flat Cut Acrylic Letters","productCostFactor":"1.25"},"timestamp":"2026-04-03 10:36:25"} 
[2026-04-03 10:36:25] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":23.08,"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 mounted","combined_production_cost_usd":260.0,"total_production_cost":320.0,"totalDenseWeight":0,"totalVolumetricWeight":21,"bin_packing_result":{"response":{"id":"1775212585_63bbdfeb4529f0ab51b1a78d09d30f00","bins_packed":[{"bin_data":{"w":20.81,"h":22.74,"d":9.1,"id":"unique","used_space":65.8441,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":22.74,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/361ec7a750898b26c414a280cdcac1c6/1775212585-4055-5091958.svg","items":[{"id":"item-3","w":8.12,"h":21.97,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/361ec7a750898b26c414a280cdcac1c6/1775212585-405-8008299.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":14.92,"h":16.97,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/361ec7a750898b26c414a280cdcac1c6/1775212585-4052-4775284.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":14.92,"h":16.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/361ec7a750898b26c414a280cdcac1c6/1775212585-4052-2327742.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":20.81,"h":22.35,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/361ec7a750898b26c414a280cdcac1c6/1775212585-4053-6497619.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":17.86,"h":22.35,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/361ec7a750898b26c414a280cdcac1c6/1775212585-4054-7101952.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":14.15,"h":22.74,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/361ec7a750898b26c414a280cdcac1c6/1775212585-4054-8787168.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":14.15,"h":22.74,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/361ec7a750898b26c414a280cdcac1c6/1775212585-4055-1754001.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}},"shipping_rates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":0,"rate":"263.5","tariffAndDS":263.5,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":424.86740000000003,"totalShipmentCostFormula":"((tariffAndDS (263.5) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 424.87","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":0,"rate":"154.01","tariffAndDS":154.01,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":248.32572399999998,"totalShipmentCostFormula":"((tariffAndDS (154.01) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 248.33","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":0,"rate":"257.51","tariffAndDS":257.51,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":257.51,"totalShipmentCostFormula":"(((tariffAndDS (257.51) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 257.51","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":0,"rate":136.5,"tariffAndDS":136.5,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":220.0926,"totalShipmentCostFormula":"((tariffAndDS (136.5) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 220.09","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":0,"rate":227.64,"tariffAndDS":227.64,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":388.1717279999999,"totalShipmentCostFormula":"(( tariffAndDS (227.64) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 388.171728","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":0,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":61.95,"rate":141.97,"tariffAndDS":203.92000000000002,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":349.37183999999996,"totalShipmentCostFormula":"(((tariffAndDS (203.92) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 349.37184","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":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":0,"rate":660,"tariffAndDS":660,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":660,"totalShipmentCostFormula":"((tariffAndDS (660) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 660","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":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":61.95,"rate":141.97,"tariffAndDS":203.92000000000002,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":349.37183999999996,"totalShipmentCostFormula":"(((tariffAndDS (203.92) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 349.37184","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":0,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":61.95,"rate":155.68,"tariffAndDS":217.63,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":372.70626,"totalShipmentCostFormula":"(((tariffAndDS (217.63) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 372.70626","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":0,"career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":61.95,"rate":154.96,"tariffAndDS":216.91000000000003,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":371.48082,"totalShipmentCostFormula":"(((tariffAndDS (216.91) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 371.48082","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]}}},"cheapest_shipping_cost_usd":230.0,"totalCost":550.0,"productionResults":[{"variable_id":54,"dense_weight_expression":0,"result":0.984,"sign_material":"Sign Depth/Thickness","description":null,"sequence_no":1},{"material_id":233,"dense_weight_expression":0,"result":"0","sign_material":"Acrylic Sheet 2mm Transparent 4 ft x 6 ft Pakistan","description":null,"sequence_no":2},{"material_id":234,"dense_weight_expression":0,"result":"0","sign_material":"Acrylic Sheet 3mm Transparent 4 ft x 6 ft Pakistan","description":null,"sequence_no":3},{"material_id":235,"dense_weight_expression":0,"result":"0","sign_material":"Acrylic Sheet 5mm Transparent 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":236,"dense_weight_expression":0,"result":"0","sign_material":"Acrylic Sheet 6mm Transparent 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":237,"dense_weight_expression":0,"result":"0","sign_material":"Acrylic Sheet 8mm Transparent 4 ft x 8 ft Pakistan","description":null,"sequence_no":6},{"material_id":238,"dense_weight_expression":0,"result":"0","sign_material":"Acrylic Sheet 12mm Transparent 4 ft x 6 ft Pakistan","description":null,"sequence_no":7},{"material_id":239,"dense_weight_expression":0,"result":"0","sign_material":"Acrylic Sheet 18mm Transparent 4 ft x 6 ft Pakistan","description":null,"sequence_no":8},{"material_id":240,"dense_weight_expression":19.71918,"result":"201.2040492","sign_material":"Acrylic Sheet 1\" Transparent 4 ft x 6 ft Pakistan","description":"1\" acrylic sheet – Premium and Highly Dimensional.","sequence_no":9},{"material_id":241,"dense_weight_expression":0.0023262185232000004,"result":2.3262185232,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":10},{"material_id":242,"dense_weight_expression":0.00018475587000000004,"result":0.18475587000000002,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":11},{"material_id":243,"dense_weight_expression":0.00176228676,"result":1.76228676,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":12},{"material_id":244,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":13},{"material_id":245,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":14},{"material_id":246,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":15},{"material_id":247,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":16},{"material_id":248,"dense_weight_expression":0.00362192688,"result":"3.62192688","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":17},{"material_id":249,"dense_weight_expression":0.00175783608,"result":"1.75783608","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":18},{"material_id":250,"dense_weight_expression":0.0023536656,"result":"2.3536656","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":19},{"material_id":251,"dense_weight_expression":0.00018779904,"result":"0.18779904","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":20},{"variable_id":55,"dense_weight_expression":0,"result":2.4388977506400003,"sign_material":"Paint Miscellaneous cost","description":null,"sequence_no":21},{"material_id":252,"dense_weight_expression":0,"result":0,"sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":null,"sequence_no":22},{"variable_id":56,"dense_weight_expression":0,"result":10.9725,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":23},{"material_id":575,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":24},{"material_id":576,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":25},{"material_id":577,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":26},{"material_id":578,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":27},{"material_id":579,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":28},{"material_id":580,"dense_weight_expression":8.3391,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":29},{"material_id":581,"dense_weight_expression":0.21249546109895,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":30},{"variable_id":57,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":31},{"variable_id":58,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":32},{"variable_id":59,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud Mount","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":33},{"variable_id":60,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":34},{"variable_id":61,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":35},{"variable_id":62,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":36},{"variable_id":63,"dense_weight_expression":31.111266944837364,"result":251.673329274224,"sign_material":"Total Cost","description":null,"sequence_no":37}],"productionError":[],"request":{"sign_width_or_height":"120","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":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":23.08,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":44.17,"nested_area":14.63,"occupied_area":7.02,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":23.08,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1383},"TATDays":14,"testDenseWeight":31.111266944837364,"vendorName":"EpicCraftings Pakistan","quotationId":1383},"timestamp":"2026-04-03 10:36:25"} 
[2026-04-03 10:36:25] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 10:36:25"} 
[2026-04-03 10:36:26] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-03 10:36:26"} 
[2026-04-03 10:36:26] local.INFO: Incoming Request {"data":{"sign_type_name":"Flat Cut Acrylic Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":23.08,"sign_width":"120","dimensions":[{"id":"f7f6ca1e-5b3c-41ac-a554-ebae4087824a","height":15.9,"width":14.62},{"id":"0d4901ef-eb12-4c9a-b5b1-aca09dd0a8e5","height":16.67,"width":14.62},{"id":"65f0e885-8f6b-46bf-8fed-fca86551e79a","height":21.67,"width":7.82},{"id":"ee12d17f-0dd8-4885-a580-b3b4701f7e55","height":22.05,"width":17.56},{"id":"1dd38632-4d1b-4a30-ae09-edbbbd98aa1c","height":22.44,"width":13.85},{"id":"08d3c502-1419-4115-a6a3-0acaf8bfe450","height":22.44,"width":13.85},{"id":"43a56b6a-f5db-4f8b-9b84-b9f7f8f04e79","height":22.05,"width":20.51}]},"timestamp":"2026-04-03 10:36:26"} 
[2026-04-03 10:36:26] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-03 10:36:26"} 
[2026-04-03 10:36:26] 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":23.08,"sign_width":"120","dimensions":[{"id":"f7f6ca1e-5b3c-41ac-a554-ebae4087824a","height":15.9,"width":14.62},{"id":"0d4901ef-eb12-4c9a-b5b1-aca09dd0a8e5","height":16.67,"width":14.62},{"id":"65f0e885-8f6b-46bf-8fed-fca86551e79a","height":21.67,"width":7.82},{"id":"ee12d17f-0dd8-4885-a580-b3b4701f7e55","height":22.05,"width":17.56},{"id":"1dd38632-4d1b-4a30-ae09-edbbbd98aa1c","height":22.44,"width":13.85},{"id":"08d3c502-1419-4115-a6a3-0acaf8bfe450","height":22.44,"width":13.85},{"id":"43a56b6a-f5db-4f8b-9b84-b9f7f8f04e79","height":22.05,"width":20.51}]}},"timestamp":"2026-04-03 10:36:26"} 
[2026-04-03 10:36:27] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Flat Cut Acrylic Letters"},"timestamp":"2026-04-03 10:36:27"} 
[2026-04-03 10:36:27] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":10},"timestamp":"2026-04-03 10:36:27"} 
[2026-04-03 10:36:27] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":10},"timestamp":"2026-04-03 10:36:27"} 
[2026-04-03 10:36:27] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-04-03 10:36:27"} 
[2026-04-03 10:36:27] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":10},"timestamp":"2026-04-03 10:36:27"} 
[2026-04-03 10:36:27] 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":23.08,"sign_width":"120","shipping_weight":21,"shape":"rectangular","dimensions":[{"id":"f7f6ca1e-5b3c-41ac-a554-ebae4087824a","height":15.9,"width":14.62},{"id":"0d4901ef-eb12-4c9a-b5b1-aca09dd0a8e5","height":16.67,"width":14.62},{"id":"65f0e885-8f6b-46bf-8fed-fca86551e79a","height":21.67,"width":7.82},{"id":"ee12d17f-0dd8-4885-a580-b3b4701f7e55","height":22.05,"width":17.56},{"id":"1dd38632-4d1b-4a30-ae09-edbbbd98aa1c","height":22.44,"width":13.85},{"id":"08d3c502-1419-4115-a6a3-0acaf8bfe450","height":22.44,"width":13.85},{"id":"43a56b6a-f5db-4f8b-9b84-b9f7f8f04e79","height":22.05,"width":20.51}]}},"timestamp":"2026-04-03 10:36:27"} 
[2026-04-03 10:36:27] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-03 10:36:27"} 
[2026-04-03 10:36:27] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-04-03 10:36:27"} 
[2026-04-03 10:36:27] 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":"2026-04-03 10:36:27"} 
[2026-04-03 10:36:27] local.INFO: Sign Type Lookup {"data":{"sign_type":"Flat Cut Acrylic Letters","found":true,"sign_type_id":10},"timestamp":"2026-04-03 10:36:27"} 
[2026-04-03 10:36:27] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":10,"has_module":true},"timestamp":"2026-04-03 10:36:27"} 
[2026-04-03 10:36:27] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-03 10:36:27"} 
[2026-04-03 10:36:27] local.INFO: Flat Cut Acrylic Letters Detected {"data":[],"timestamp":"2026-04-03 10:36:27"} 
[2026-04-03 10:36:27] local.INFO: Resolved Depth Range {"data":{"input_depth":1,"matched_depth":1},"timestamp":"2026-04-03 10:36:27"} 
[2026-04-03 10:36:27] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":5.0},"timestamp":"2026-04-03 10:36:27"} 
[2026-04-03 10:36:27] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-03 10:36:27"} 
[2026-04-03 10:36:27] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":716.1,"dimensions_count":7},"timestamp":"2026-04-03 10:36:27"} 
[2026-04-03 10:52:38] 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":"Fabricated Channel Letters - Non Illuminated","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":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpBEEE.tmp"}},"file_present":true},"timestamp":"2026-04-03 10:52:38"} 
[2026-04-03 10:52:38] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-03 10:52:38"} 
[2026-04-03 10:52:39] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":7},"timestamp":"2026-04-03 10:52:39"} 
[2026-04-03 10:52:39] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":7},"timestamp":"2026-04-03 10:52:39"} 
[2026-04-03 10:52:39] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":7},"timestamp":"2026-04-03 10:52:39"} 
[2026-04-03 10:52:39] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":7},"timestamp":"2026-04-03 10:52:39"} 
[2026-04-03 10:52:39] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-03 10:52:39"} 
[2026-04-03 10:52:39] local.INFO: Calling Image-to-Text API {"data":{"file_name":"input_image_698c6890d93928.17020760.jpg","query_param":"width","query_value":"120","file_size":22508},"timestamp":"2026-04-03 10:52:39"} 
[2026-04-03 10:52:39] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":7,"objects":[{"index":0,"position":{"x":752,"y":50,"width":114,"height":124},"scaled_width":14.62,"scaled_height":15.9,"actual_filled_area":89.89,"bounding_box_area":232,"exact_perimeter":82.69,"approximate_perimeter":78.67,"convex_hull_perimeter":59.75,"perimeter_pixels":644.9503602129446,"original_contour_points":272,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1652,"perimeter_to_area_ratio":0.9199},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":14.62,"scaled_height":16.67,"actual_filled_area":151.01,"bounding_box_area":243,"exact_perimeter":79.4,"approximate_perimeter":73.31,"convex_hull_perimeter":50.47,"perimeter_pixels":619.3452377915615,"original_contour_points":223,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.301,"perimeter_to_area_ratio":0.5258},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":7.82,"scaled_height":21.67,"actual_filled_area":68.01,"bounding_box_area":169,"exact_perimeter":60.9,"approximate_perimeter":58.03,"convex_hull_perimeter":50.07,"perimeter_pixels":475.05382386916267,"original_contour_points":77,"approximation_points":14,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2304,"perimeter_to_area_ratio":0.8955},"image_base64":"data:image/png;base64,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Y8VkDEdFHH31El156KR8Vfr+fS9RIIyjdQkZcncqyTN/5zneorq6OKLWgYKtCcXV4NiHOg+FwmEtib28v/fKXv6T8/Hzbc8qynNEKPBsSOGJ4WTgcxqZNm9DY2MiLz48GopUFKcll15FlGUuXLsUjjzyCSy65BLFYDD6fj59esJ9nE4lEAnl5eUBKY3g8Hi6JgUAAq1evxl133cUtQXl5efyMkFWaHk+MSOCxY8ewZcsWIGWIVlUVkUgEyFCNMgJF6whzYJo2bRpWr16NxYsXwzAMW7ntcwXiMyaTSZtzsWVZqKysxC9+8QssW7aMvy+a8cYbwxIYiUToP//5DxoaGuByuQbZ/jKtwiyCXcPr9WLlypW45ZZbuO2SzTeM4Gyc2I8VbOCJEsXMhpqmwTRNzJ49Gz/+8Y8xffp0RKNRaJrGz//GG8MS2Nvbi61bt/ITBmbjZA+VSQMZyc6TBvbQXq/XNspVVUUgEIBpmueECnXGUCCl2pnTryRJiMViuOmmm/C9730PPp8P8XicG/PHG0MSSET0wQcfYMeOHVz6GGGiT8eIN0g9iGVZ8Pv9MAwDXq8XDz/8MCorKzmhmqbxwBPx59kG0wzpwHx7NE2D3+/Hj370IyxcuPCMjfln1L6h/mGaJnbs2GGLJRCR6XkfOyHwer2IRCJQVRVLly7FNddcw+e8XAY79AWAyy+/HA8++CD8fj98Pt+E3H9IAltaWrBr165B/itigzOVEMuyuDoMBoO44447UFlZOWh+zFXous5dKb71rW9h6dKlE7YQS9uDRETbtm1De3v7sARmAjYPDAwMQJIkzJs3z7ZiE10X0r1yBWwwapqGn/zkJ7a1wrjeN92bpmli48aNCIfDY56HmOQRETRNw80334wZM2bYltu5Dk3ToGkaYrEYLMvCTTfdhMrKSiiKMu4DNG0P9vT04L///S+i0eig/422kC+LepUkCYFAAMuXL+e+JecDRP8fl8sFt9sNTdOwYsWKCdEgaQncv38/9wdJ5yg7GqkUl+Bf/epXMXfu3HGp5ny2IPq5MpVJRFi5ciWmTZs27vcfRGA0GqU9e/Zw9ZZuFI2245lz0je/+U3k5eVxB6HzQYWqqmrb9oRCIXg8Hlx11VWYOXPmuN9/UA9GIhHs2LGDL/mzEUGj6zpKS0txww03AKl9pOhFlstgkpdMJnmgKlJTxze+8Q1omsb30RAIZ6SPFYOu0NLSgsbGRpt731hBRJg7dy4CgQD/+3yB0+7J1Kjb7ca8efNQXl7OP8dcHIeLPh71/cU/wuEw1dbWoqGhYcwXFiFJEq6//vrzkkAnZFnmFqsFCxZg4cKFtn0wk7xsLXBsBLLwqEgkYosrGCt8Ph+WLFlim+Rxjp06jBViX7Hnys/PxzXXXGNz8Wfe4pnGRo54X+cbdXV1tuwRY76BLKOiogJVVVX8vYnY4E4URCM9+12c8xYtWsQdn5EiUHTVHytsLHV3d6OxsZEbn7OxgFEUBVdeeSWKiopsh7oYhVvGuQxRsphEsQ28ZVmoqqrC1KlTx03r2Aisq6tDW1ubzW9lrLAsC1deeSU8Ho8tVu98AUvlxfa7DOw5i4uLMX36dK7VRNf/bPQzJ5CI6OTJk+jv78/aEhepEVdRUTEoTu9cOKzNFnRdt8UcMpcKdtRUWlpqc6/IpiVKJBANDQ3o7e3lJ82jmWSHs+1Nnz6dq2SWROd8mgeZdoEQAcXOCgFws5plWdA0DYlEYtT9OxQ4gZZloampiTcCWVrul5SUID8/Hz6fb5BUZ2OOzQVcdtllKC4uBlLPLJ7ujxU2Ao8ePQoAWVviSpKEwsJCrj7YXCHmLTvfYZomqqqqUFxczFOLsNVqNgSE96AkSTh58uSYLux0eJIkCSUlJZxApkbPh9VnprAsC2VlZQgEAoPWAdkAn4iSySQikQifo8YKRmBlZSX8fv/pm6XmPdFb+3yXQjYX+v1+/jtL+oMsbCt47506dWpQorlMke6zTEWWlZXx91iKKefv5zOY5SUYDA4K/c4GuAQ2NTXZTh+yNQeWlJRwwzg7hU+X9+V8BTsvLCkpGZTtIqvGbJaojf8jQ9U2lPSx9y+++GL4fD4oisItFDjP7KDDgaUjKSkpsfVpttzu+RVVVeU1GEabAkpcUTJri2EYKC0tRVVVlS3/JoQYg/PNKpMOTKMFAgG+ClUUhXufjxWcwP7+fps1YbRuE+nALBFipsILDWzwspI/cNhPxwoZqXPA9vZ2vrAYzXHHcPnHZFnmcQLpcKHMgUgRyAZwNg0YMlL5vZqbm0eVUG6ohkKYA505WrI58nIFbGHIQgcYshU6ICN1ptXW1jbogmdyAyeR4t8XiulMBMs+5Xa70x49jfn6SHV6b2/voA4fq0VGctRpuBAlkCEQCIxLwKeM1CgR83uOZsHhHE3OATCcJ/KFsAqFYBP2+/1Zj7riBIpVUUYj4iN9ThwIzs9eCCqVGS/y8vLg9/uzbgeWkfJhZP6KcOTpzAQi4U7y0+0nR5PwPNehKAqi0SjfH+u6zk/xswE+B56pu8Nowq7Z55g57ULZF7LzP6cdNBsDWGUXZKfwo9XRI312PI5Qcg2sGpsYrYwsZa3nc2AwGOS+MFndaA4jZRcCoez8kwXAZL1/kbISlJaW2kq0YYwdTI6afBfyKhSp1CpigclsQUYqbf60adNs8+BoV0vpthLO+ArRlHShkMeeMxQKDQqYzYYkyjjt+i6VlZXZVqLZ2K8QEffAQprKZBfCIoZpNCeBWY+NmDJlio200XTuUPtGlswuHYEXEizLQiwW46UNsm5KYzfRNI2LdaaOt+IZH4SQY1bt8ujRo9wX0mliuxAgmhOZQTub2odfpbS01OZsmqmUpPucuGUIhUJ8JTYextxcAHNkEvs2W1qIE1hRUYFkMmkLARtrJxMRWlpa+HXFc8YLiUBFURAOh20EZksDcQKnTp06yN17rFJoWRZOnDjBiz5mK+Ip1yDLMq8rxZD1EGuPx8PrpyMLqyQmbSdOnODpKRkuJOlj6OzsHDTQsxobIUkSj+c+04s7pZeI0NzczJ2lIOwvLxSvNIbOzs4z1nDDgRMoyzJmzZqVVekgInR3d/OyNeK1LyRVSkTo6enhR3bZ3P/arlReXj7s+d2ZIBqN2vaCDBcagZFIZNAeMKsSCADz58/n+azFOO9MG5nu86qq4tixY7aQqnA4fEb5t3MFoguJJEnYv38/2trabNG8WXVqwmlpkyoqKpCXl2dLlTFW6LqOuro6hMNh/t5oMv7mOogIX375JeLxuM1GnC3YJHDmzJkoKysbtfSNhL1796K3t5f/zZx7zocoXVHanIYKZoXZvXs3BgYGxsWEaCOwpKQElZWVtiTkY4WiKDh69CiamprS5h7NdTinjnRbhQMHDiASiQwKbskGbASylagYtD9WEBFaW1tx9OhRrjLFii3nC4YiMRKJoKWlxUbeuGVqYiVJ/X5/1ux1zJGnpqaGBzaKCQDOJzhJJCLU1tair6/P9rlsGvNtBPr9fmnOnDmorKzMysUhRC5t374dnZ2d/P3zYf6DY75Dmjnx008/5YYM8ZA8WwGug3aUFRUVuOyyyyDLclaW+uxBDhw4gKamJp7F/nyGSOD+/fu5Ldg5aMeFQFVVcdddd8Hn8yGRSAy6CQtYyfTmLIeY1+vFSy+9hFgsxkdsMpkcNropFyBKINvbMSemnTt34uOPP+Y50Zz+t1nfyCOlRufOncsTlw7ljJTpzZkjaywWw549e9Db28tVyvmgRtnihC3KWF9pmoZt27ZhYGDAluhOPEoal4SvAHDFFVegoqJi0CGsGN8+GrARWFtbi127dvFI1XR1lXINzjazNFvRaBTV1dXo7+8fVHueYdwIVFUV1157ra3gVbplciYNUBQFyWSSS/Qbb7wBy7K4i52zA3KNRFHikFrJK4qCzz//HHV1dbbV5kh7xjPBkAzceuutKCwsTHtE5Gz8cKBUvDxDdXU1du7cCb/fP2RIdy7NibIs80UKhJzYGzZswKlTp2yD3Ll1yJpboROSJElXX301rrzySltM25m4WbBGsqD+3t5erFu3Lq2xIBel0TmvqaqK48ePY+vWrUgkErYFn6i5srUXHFICCwoKcMcdd/AMQ2KDR3McoiiK7fsulwvvv/8+Xn/99bSeyrlAmhPMk8GyLPT19eHVV19FW1sbIGT0FTEuTk1OSJIkLVu2DB6Px5YaWDQDZTKCnMcmlmXh1KlTWLNmTVZK+5xtsFMWy7IQj8dx4sQJvPrqq7zaJyOLBbdke3oYdhUyY8YM3H///YjH41wSdV3njclEnbJVmTNj/f79+/H3v/+dm9ogOD0xKR/uuGmi5knm0ykOVsMw+LwnFqvs7u7GX/7yFxw/fpxnphKvMx6H2CMuI2+//XYUFRXxstqsHHem8Q1MfYrqUpIkxONxbNy4Ee+88w53eFVVFaqqoqenZ8KKCI+EdBpHVVW+QmfBm6ZpYsOGDdi5cyfcbnfabdK4tG+4fyqKIi1cuBA33HCDjSxWFCuTBjI/ELGaNSv8WFNTgzVr1qCmpsYmUSyr0XCOTxPlW+qsws3A4vzYINuxYwdeeeUVNDQ0jEs+mKGQ0RBZtWoVvF4vdwlgDc+kA1kdPTaSk8mkrfROdXU1/u///g/Nzc1Aqs6gmF/UaRw+G1sM0XLiVI2qqqK2thbPPPMMjhw5AqRW3BPlMjIigbIsS8uWLcO1117LN6mKosDj8YzKNVBMtSjObUSEN954A//85z/R3d2NvLw8GIaB/v7+IQ0JEwkxohYpjSJaVv73v//hlVdewdtvvw1d1zlxE+W0lZEEFhYW4uc//znPPm+aps3HZTiwhY/zgVgnaJqGSCSCNWvW4OWXX0Y4HIaqqjxJrEje2SJRPEFxu918CohGo1i/fj1ee+01vqJmez9mAx5vZESgJEnSLbfcgu9///u2EZaJMVokjn3H5XLxSZ5JZmtrK55++mk8++yzaG1thaIoNo/us0UeOWodsZ8nT57Ehg0b8PLLL6OxsdH2mYmcAzOGYRi0f/9+uuSSSygQCJAkSQQgo5ckSeR2u/nfsiwTAFIUhRRFIQB00UUXEQAqKiqi5557jtrb24mISNd1MgyDDMMg0zTJsiyyLIsmEux+hmFQJBKhU6dO0UsvvURf+cpXCAB/Nk3TSFVVAkBerzfj/hnuxfrK+fOxxx4b/Yg2TZMef/zxIRvHyGCksZ/DvcTPy7JMqqpSZWUl/eEPf6CmpiaKRCK8I03TJF3XOanO95PJJOm6biOYEe+EaZq2a4i/i6QREcXjcf7/EydO0B//+EdasGDBqJ7POaCH+/+4EQgAR44coVWrVpEsy+TxeGzSpGmajbhMHlBVVXK5XKSqqm0AVFVV0T333ENHjx6lgYEBsiyLEomEjYzhJFHXdYpGo4NISSfBhmEMGhSMZDaAdF2n6upq+tnPfkaXX345l7TREpgJweNKIBHRO++8w9WH2DBGACMmkweUZZmrUpfLRS6Xi19TVVW68847acOGDRSLxXjHJhIJSiQSNumLx+MUi8UomUymJdayLK6CnUQ7yXR+JhQK0dtvv0133XUXFRQU8PaxATuW11gJHPWRuCRJUldXF61atQrHjh1LG/cwmhA1cZtgmiZ8Ph9UVUUikYBlWdiwYQPa29tRV1eHpUuXYsGCBQgGg4CwNWGebiLEUj/DJdtj32O2TEVR+EItkUhg3759+PDDD7Fp0yYcOnQI8Xg8q6cJY8UZ+TRMnTpVOnnyJO3duxfvvvsuL5jFOomRkcnxEzvpZ1Z7ljVR3Dd++umnOHDgAD788EOsWLEC119/PS6//HLk5+cjkUgMMhQzv53hVsms85mroyzL8Pl8QGojvmvXLuzevRvV1dU4ePAgWlpagNQ2wjRN3t5Mnk9Etg90z9gppaKiAqtXr8aXX36JY8eOIRwO843+aDbeovHaGTsgpoAOhULYvn076urq8N577+HGG2/EsmXLMGvWLPj9ftuei+WnYUSKxmj2HhscTNqICF1dXTh+/Dg+//xzbNmyBbt27eIu8ew7jDx2nZGMGdmOB3TijAmUJEkyDIPuu+8+/Otf/8LWrVsH1ZzI1H9GtDcyLzZWd1aseJZMJtHc3Iyuri7U1dVhy5YtmDVrFmbNmoUlS5bgiiuuQEFBwaDiUs6YPFFDtLe3o729HYcPH8YXX3yBvXv3or6+Ht3d3VzKmHQ7T0cyUaHOPshGfjQRY3ILU1VVIiKKxWKor6/ntZdGk06SkcRsrIw8CB3NCGCGAF3XcfLkSZw8eRI7duzAtGnTUFVVhWnTpiE/Px+FhYUoLS1FUVERTNO0SU8sFkNfXx/6+voQjUYRCoVQX1+Po0ePoquriw8Y8QxPLK3KDPOjmf8kodBJtqVwzH59kiRJ4XCYVFXF3/72NzQ1NdkOMcVjJ9aRhmHw94Yb1c6TDAgn3KKUNzU18dJ5mqYhGAwiGAzC5/PZBpJpmkgmkzzpDqsX5YR4PzEs2nm6zsNnKn0AAAYGSURBVFQra6eUKrOAVCJ5j8eDeDyO3//+99i9eze2b99uu59Yd/dMkRXHzEAgIHV2dpLH48Gjjz6KpqYmTJkyBaFQCBBGLluxskRA2SiyJUoMU3M9PT3o6+uDLMs2f01JKKnAMNYjKXayEovF4PF4uO9Pfn4++vr6sGrVKtx5552YOnUq9u3bh0gkwjPZZ+P5s+ZZW1JSIoVCIRoYGMDatWtRV1d3+gYplcfAOpvlJh3rUlw86hEPXtM5TDmJy5ZKY9eIxWLw+XyIxWIIh8O47rrr8MMf/hDz589HZ2en7UB4tGp4KGTVNXrKlClSIpEgRVHw5z//GR0dHbZRxoI7spHO0glxNctUtTOxjkhiNg+D2f6RqV5FUVBZWYlf//rXuPrqqyFJkrRx40ZiHulMU2Syih0JWfdtd7vdUigUIkmS8NRTT6Guro6X32HJ3kSM1JEjkSyqT5EgpqqH+n6mg2ek9jEtYpomnzYKCgrwm9/8BsuWLUMwGJSQIpmtrBlpZ3UfOBymTJkidXR0kNvtxosvvogDBw5wNwyfz8d/Z8dKY4Fz6zLURpltI8R5MBsdKKriUCiE6dOn44EHHsDtt9+OwsJCzj6rXB2LxbJ63DRu0SWlpaVSMpmkwsJCvPTSS3jvvff4Kk3MIZpNiBFC4koYaebAbIJSmQhLSkrw8MMP4/7770cgELCJrjPSK1uLuHEND9I0TTJNk/Lz8xEMBvHuu++ir68PiqLA5XJB1/Uxz0XOwEoGtodL5z0n2kbHOpDY3FtcXIzVq1fj7rvvHkQeUlkb09WRGivGPb5LURQpHo9TRUUFFi9ejNdeew379u2zbbDFVSqzX4r7PSdJ6dTlcCFw6QbJcBLpvB+Ld3Cm42RtXbJkCe69916sXLkSU6dOTTsimZ2VPSOzwY5EpGhWZANSHHgTEqDn8XgknF5m0+zZs/H666/j448/RnNzMy9Rxx5G9B9l+yvnQ5KQNHWsIzmdt7ToRsE6m4GdQkiShLy8PHz3u9/Ft7/9bSxfvhw+n29IdcJKD4gOy3IGBafZOoEcFQXY9yY0wtLr9Uq6rlNVVRXmzp2LN998E7W1tXzDrygKfD4fdF2HruuD3POYFGTzGEfcR7JAFNM0bYGbkiRxAphH9pw5c3DDDTfgoYceQlVVFdxu97Bzga7riEajfOpAGhvtUN8TIcsyXC4X75cJD5F1uVwSTs8JdOONN2Lr1q347LPPsH37dp4YjzVSVdVhS5Vmam8dDqLxXBwYzLDOyGRJay+66CLMmzcPK1euxJ133slC8EZsBDNoiCHWmWSqEqt+MolNJBJcK5y1GOcpU6ZIOO3IS9dddx0WLVqEzz77DAcOHEBLSwssy4Ku69A0jTeWzZliDMVYVSizCDG3fkaW07BeUFCARYsW4bbbbsPSpUsxc+ZM5OfnZzx6fD4fvF4vnyL8fn/aw/Ch2ifm1nG5XNzt8qwHqefl5Uk4nU+Tbr75ZuzcuRMfffQRampq0N7ejkAggP7+fu4R7QwKHasEsuuwzThLvMBQXFyMxYsX44YbbgAbaH6/f9Q3nT59OubPn4/Dhw8jHA7zFJwj1edgK3Y2D3o8Hlx00UUoKCgAAJxz2XY6OzupoaEBhw8fxokTJ7Bt2za0traivb2d76VEIsdKoMfj4e4bDCUlJZg7dy5mzpyJOXPmYOHChZgzZw6KiorO+GbRaJQ++OADtLW1Qdd15OXlARkkvmUBRdFoFKZpwuPxQFVVfP3rX8cll1xy7qZL0nWd+vr60NHRgcOHD2PPnj2or69He3s7Ojo60N3djXg8bgtvPhMEg0F4PB4UFhairKwM06ZNw6xZs3DVVVdh/vz5KCgoGHGBcjZxzjZMRDwep1AohJ6eHvT09KCtrQ3Hjx9HU1MT6uvrEYlE+P/6+/u5GhS3GpIkwe12IxgMoqioCIWFhQgEAjxDY2VlJaZPn46CggIEg8Eh93PnGnKikenQ29tLoVAI7e3tSCaTiEajiEajiMfjtkox4h5OVVW43W74/X74/X5omoZLL70UXq/XZrecxCQmDP8P5MVTtCvgSz4AAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":20.51,"scaled_height":22.05,"actual_filled_area":178.2,"bounding_box_area":452,"exact_perimeter":84.66,"approximate_perimeter":79.49,"convex_hull_perimeter":70.55,"perimeter_pixels":660.3158005400394,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3124,"perimeter_to_area_ratio":0.4751},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-03 10:52:39"} 
[2026-04-03 10:52:39] local.INFO: Nested area calculated {"data":{"nestedArea":2106.6643},"timestamp":"2026-04-03 10:52:39"} 
[2026-04-03 10:52:39] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"28e65d14-332e-46d5-adc4-0ddf60d8748b","height":16.67,"width":14.62,"perimeter":79.4,"area":151.01,"image":"data:image/png;base64,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"},{"id":"1632536e-1d32-4718-b95b-fd4d9d036b64","height":21.67,"width":7.82,"perimeter":60.9,"area":68.01,"image":"data:image/png;base64,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evXPz7wfzNviMqyTGVZ6ujoSCEENU2z5LVdb72JJsaonZ0dnZyc6PDw8K/vnTd8VVWlpmkUQtClS5dUFMWS13a9LTa4b5AYY3z9+rWOj4/nfsjzohkMBqrruhuWnj59qrt37/ZmXwJm/wDyVl13VOjr8gAAAABJRU5ErkJggg=="},{"id":"fb4b9280-7834-48ba-9fa9-c5264de93204","height":22.44,"width":13.85,"perimeter":72.13,"area":214.02,"image":"data:image/png;base64,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"},{"id":"fd87517a-8e72-40d8-9ad5-970b6f1fbf43","height":22.44,"width":13.85,"perimeter":71.98,"area":212.71,"image":"data:image/png;base64,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"},{"id":"5a0fc181-6694-4d4e-bd62-eb6377b0df5f","height":22.05,"width":20.51,"perimeter":84.66,"area":178.2,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-03 10:52:39"} 
[2026-04-03 10:52:39] local.INFO: Number of letters detected {"data":{"noOfLetters":7},"timestamp":"2026-04-03 10:52:39"} 
[2026-04-03 10:52:39] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":530.0600000000001,"perimeter_in_feet":44.17},"timestamp":"2026-04-03 10:52:39"} 
[2026-04-03 10:52:39] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[89.89,151.01,68.01,96.77,214.02,212.71,178.2],"actualFilledAreaSum":1010.6099999999999},"timestamp":"2026-04-03 10:52:39"} 
[2026-04-03 10:52:39] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":7.02},"timestamp":"2026-04-03 10:52:39"} 
[2026-04-03 10:52:39] local.INFO: Average character height calculated {"data":{"avgCharHeight":20.46},"timestamp":"2026-04-03 10:52:39"} 
[2026-04-03 10:52:39] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":180.0,"ratio":5.2},"timestamp":"2026-04-03 10:52:39"} 
[2026-04-03 10:52:39] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":23.08},"timestamp":"2026-04-03 10:52:39"} 
[2026-04-03 10:52:39] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"2215.3846153846157\" viewBox=\"0 0 936 180\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":14.62,"scaled_height":16.67,"actual_filled_area":151.01,"bounding_box_area":243,"exact_perimeter":79.4,"approximate_perimeter":73.31,"convex_hull_perimeter":50.47,"perimeter_pixels":619.3452377915615,"original_contour_points":223,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.301,"perimeter_to_area_ratio":0.5258},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":7.82,"scaled_height":21.67,"actual_filled_area":68.01,"bounding_box_area":169,"exact_perimeter":60.9,"approximate_perimeter":58.03,"convex_hull_perimeter":50.07,"perimeter_pixels":475.05382386916267,"original_contour_points":77,"approximation_points":14,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2304,"perimeter_to_area_ratio":0.8955},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":13.85,"scaled_height":22.44,"actual_filled_area":212.71,"bounding_box_area":310,"exact_perimeter":71.98,"approximate_perimeter":67.8,"convex_hull_perimeter":62.06,"perimeter_pixels":561.42135623731,"original_contour_points":122,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5159,"perimeter_to_area_ratio":0.3384},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":20.51,"scaled_height":22.05,"actual_filled_area":178.2,"bounding_box_area":452,"exact_perimeter":84.66,"approximate_perimeter":79.49,"convex_hull_perimeter":70.55,"perimeter_pixels":660.3158005400394,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3124,"perimeter_to_area_ratio":0.4751},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"dataObjects":[{"id":"e5548996-82bf-43a4-bf92-330bb95ef1f8","height":15.9,"width":14.62,"perimeter":82.69,"area":89.89,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHYAAACACAYAAADebJ0VAAAABmJLR0QA/wD/AP+gvaeTAAAdbElEQVR4nO1deVBUR/7vNwdvLobh8ETxgCh4xCtuJGyym1hRt1w0qNGsSlYtV91YZtXopioeSUWjVg6vWjXqkujGNbE2Jqu7HqtJjAfBQssE7ygiyBoQj4CcMzDv8/tj6f71ewwz7zEDDMi3qkuBOV73p7/3t79NSBu1ShKUv5AkCWfOnCFOp5NUVVWR4uJiYjabiV6v9++LBIGIokgkSSJVVVUkPj6exMbGEkEQ6jxDa6LS0lJcvXqV/Pzzz15fV1NT4/XvVVVVpF27dqSgoIA4HA4iSRIpKysjdrudxMfHk5iYGNk6GpQfcO/ePbJ582aSlZVFdDodMRgMxOFwkPLycq9f7Asfp9NJjEYjAUCqq6vJgAEDyLRp0wgAtFZw3W43tm7dStLT08mNGze8vtZgqAOFjKqrq4nJZCJ6vZ48fPiQWK1WUl5eTpxOJ1m5cqXvhyktLcWyZctgMBhACIFOpwMhxO+h0+kgiiIIITAajRAEAcnJySgoKIDWBWsJBACHDx9G3759YTKZ/F4/vV4PQgisVqtsTXv06IETJ074XkMAuHr1KmbOnAmHwwFBENiHeBuCIHgdhBBYLBYQQhAWFgZCCEwmEzZs2ID79++3KnAB4OzZsxg/fjxbm0CsH2U2k8kEnU6H7t27Y9euXaisrFS3fqWlpcjMzMSgQYNACIEoij4fTM2uoxOkn0kIQUJCAo4dOwYArQbc0tJSLFy4ECEhIRAEgQESCK6lIEdGRmL+/PkoLi7Wtm4AsG7dOkRGRjJQfO0ob8Nms8FgMDCxJIoim/CMGTNw8eLFVgFseXk5du7ciccee6yOKvKHMeha2e12EEIwZcoUnD9/HuXl5drXraSkBJMnT4bZbPYJrJrBT1AQBIiiCKPRiMjISKxevRqFhYUtGlwAyMrKQmJiogwENRyrZu2olOvWrRuOHj3acClX6/qwB+WVuM1mY7pSzYP5Gp06dUJmZqZ6fRGEVFhYiNTUVNhsNrYuoaGhqsQslWS89KM2Cf93m82GdevW4eHDh/6tU2VlJXbt2oWuXbvCaDTW+aIOHToEBFiz2YyUlJSGiZYgILfbjffeew8xMTGglj+vbnwN6inodDqZFS0IAkJCQmAwGCAIAqZOnYrs7OzArFFpaSkWLFgAu93OvoB+MeXaQIhpQgj27dsHSZJaFLgAcODAAcTHx8vACgkJUS2KCSEwm83sfUrxSwjBmDFjcO7cucAZmpIkISsrC8nJyTKupaCqMdfVgjt8+HCcOHGixVjJAHDx4kWMGTOGqSoKBgVULbA8p+r1esb1hBDExsbiq6++Cvy6SJKE//znP4iOjpZ9sRbl721QU16n0yElJUW7Gd9MVF5ejiVLliA8PFxmARsMBpjNZtWuILVd6L9Go5Gtr91uxwcffNB4aqq4uBhvvPFGnUgK1Q/+AGswGNjO7tChAzZt2gS32x3U4ALAv/71L8TGxspEqSAImqNN9PV6vR4hISFsQxgMBkyaNAm3b99uvLWorKxETk4OZs6cidDQULajqE7wB1h+YWw2GwYNGoQff/wxaIEtKyvD0aNHMWLECDY/qlMp11GQ1bo7/CanPz///PM4evQoqqurG3ctqqurceXKFfTv35+BEAhRTDmfLoIoili1ahXy8vKCUt+WlpYiNTWVcRuvlugQRZFtVjXD4XDIODg2NhabNm1quvkDwF//+lfYbDa2S6lZ7umB1egZaiTwQe74+Hi8+eabQSeSXS4XPv74YxiNRva8WgxEgYsdK0UxqQ0XEkKwcuXKpnf/bty4gT/96U/sIakI4nWD0WhkFrNaMUzfSzfJgAEDkJGRETRcCwCnTp3C0KFDZUEFtRJLuRZ0/QRBkAU2ZsyYgQsXLjT9nKmZ/8tf/tLjg+t0OlnQWo2O0ev1HtNTs2fPRllZWbMDCwC5ubl4+eWXZZJGbXamPmCp+qGRpm7duuH48ePNt5ldLhe++OILREdHy8SwWjCVIzQ0VJYkoFzcvn177Nu3r9m5tqKiAsuXL0dkZCTbgBQMf20MKum6deuGDRs2oKioqHk3ssvlwoIFC9CxY0eZKKUPqtaPUxofSj955MiROHPmTLOBCwCffvopoqKiGJg8qGqA43UsL53ofA0GA+bNmxccyRAAuHLlCkaOHMmyGfQhtXAvvwF4QOnnGI1GvPrqq80SbgSAvLw8PPnkkzJA6XPyANU3qP1BdSr12/n1mTBhAi5duoSamprmB5Zwu/lXv/qVR6DUDqPRKIuTEi74QQhBXFwcvvzyS5SWljbpxHNycvDGG2/IDBw+QqRmrpRLDQaDbCMYjUaYzWYMGzYMBw8ebHZ1U4cA4M9//jMcDofMlOfFshZxzFuIvAR49tlncefOnSabfE1NDXbs2IHQ0FAmkUhtMMKT7+ptGAwGZmzR35lMJkRFRWHr1q0oKSkJLlBJbeCipKSEOe1KcNTsaF/GB/Xv3nnnnSbhWrfbjYyMDAwePJjpRL5QQAuo1BCkxqFOp2MbY9GiRcGdriwvL8e5c+eQlJTEdqUWUaUGXKPRiLi4OBw6dAgul6vRFgMAzp8/j3HjxsFsNvsNLC+ReJ99+PDhyMrKCv4CAwBIS0tjVjJvCXpbDF+gUr1EP2P06NHIy8trtMUoKirCW2+9JbPulRWFWsUw4cplrFYrevXqhS+++CL49Gp9VFhYiFdeeYVNQunAN1QU03+pOFuxYgWqqqoCviiSJGHPnj1ISEhgm0rNHLwNGjKlFrUoivj73/8eHK6NWpIkCZcuXcJTTz0li0B5c9rVOviiKDLu7dSpEw4fPhzQWLIkScjMzMQLL7wg4zR/QOX1rE6nQ1hYGFJTU1tMzllGAPDZZ5+xXGV9hdFadCzvJtAFT05ORm5ubsAWqKioCDNmzIDVapXFwBsKJj/o5zz++OO4fft2UIRJG0QAsGzZMnTu3FlT1bunwaf06AKZTCZYrVa8++67AXGBHj58iE2bNiEqKkomNvlqwYYOagVHRUXho48+ajl61RMBwO3btzFmzBjNRxqUg8aiqTij3G6xWNCvXz+cP38eP//8c4MXq6amBgcOHMCQIUMg1FZNEj/i3spBLeKlS5cGt2ujlu7fv4/vv/8esbGxrA6ITpIPYvhaGF/Ajxs3Dg8ePGjQgrlcLuTk5CAlJQV6vZ4VyBMNETR+s9GQIf0b5fh58+YhKyurxVVh1ksPHjzAli1bYLFYmBjl48pqFs4XsFFRUdi8eXODFg0AXn/9dfTs2bMOSFqiS/S1Apejppw/ePBgHDlypGWLYE9UVFSE6dOnw2KxQKg93kEXpL7KCy3A0sU7fvy4pvogp9OJo0ePIiYmRlYNItTmSbUcqOLnYTKZ2HNFRUXhb3/7W4MlSlBTRUUFLl++jF//+td1uEANV/gClnLG1KlTVS+g0+nEmTNnMHz4cLbZeCC1FAoQRdLcbrez9y5evLjJExdNSgDw0UcfISIigolgJZf48mPrG1QCdOnSBWlpaaq41uVyMX9VucEERcmPWnB5MW4wGDBhwgRkZ2fD6XS2XmDJ/1oh4NVXX5XVNQUCWLqQZrMZCQkJPs+3AMDHH3/MSnCMRmMdP1lr6pG33AkheOyxx5Cenh48+dXGJADIycnBM888w6rnqT7yB1ilJfr222/XGwAoLi7G9evX0b9/f5Z+4wvv+KI8tYPfqKIookePHnjnnXcaNVERdAQAu3fvRseOHZl17C+w/GusVis6d+6MU6dO1bFCi4uLUVVVhfnz57Mjjt50vLLKwdvGIlzx/CuvvNIyQ4b+Unl5OdasWSM7VK08xKT1mAQvVo1GI1566aU6zUtoQUDXrl1lgKgZ/PPwlR1KPT9mzBhcunSp9bk2aikrKwvTp09nC0wT87QmWQuoPEB0Y8TExOD9999nhhQA/POf/8SQIUPqgKFm8IEVpYtG9WpcXBz279/f+o0lbwQAJ06cQO/evWWA8IaIGh9X+Xreou3bty+ysrJQUlKCBw8eYOzYsbJzq1o3EPGQW6alO1arFatXr0ZFRcWjCyqliooKrFq1Cp07d5YBoxSvahabWsU8JwqCgAULFmD37t3YuHEj7HY7dDodLBaLpuCDJ5dHWYk5a9Ys3Lp1qw1USrm5uVi+fDk7ks8vuBYdKIqizIekn9OxY0cMGzYMPXr0YCBpzdjQIjTe7+Z1blJSEq5du/Zoi2AlURfoySeflIk5HiQ1i+/pdcosDR/g1yIRqAtENwS/4WJjY/Hvf/+7DVRPBADbtm1DQkICE3vU1VDjbvBuibIJisAl6e12u0ysaqmkJJwup8C2a9cOK1aseLT8Va0kSRJmz54ta8mnVmTyHKSsIqTHRfgQodaTCkpXjLo7zzzzDH766ac2UL1RUVERbt++zeK39Z0Q5xdcGQqsbwQiZMknGwgheOqpp/Ddd9/533PpUaDKykp89dVXiIuLY0YLX0Gh1+thMpk01yH5CyxfkEdqTwDu3r27+U/FtSSqrKzE2rVrER4e7rFXkpbGWIHkWDosFguWLl3axqkNobt372LatGkMFF6H8kCoBTgQwNJuLqNHj0Zubm6bwdQQkiQJx48fR69evVhJjdFoZL16KVhqI0e+gFUDvCiK6NOnDw4ePNhyS0eDgcrLy7Flyxa0b99eput467YpgTWbzdiwYUObvxoIKi4uxty5cxEREeERJC1NsP0Z4eHhSE1NbdIjnK2aAKCgoABPP/00S8wrg/eBqJnyNZKSkpCbm9v4jbQeJZIkCZ9//jliY2MRFhZWJ9Wm1apVM8xmMzPMBgwYgJMnT+LevXttoAaaCgsLsXLlyjr+bKCApFxP/WYaiIiIiMCKFSva/NXGpFu3bmH8+PEsc8NXTPgLLN0wfNG3Xq/HnDlz2kKGjU2SJCEjIwOPP/64rO2r2gyNmsEbY/Hx8cjMzGyRJS7er2cKMtLpdEJNTQ2Sk5NJYWEhuXv3LtHr9T5v8VJLBoOBSJJETCYTkSSJhIeHk379+rXIa9p0zf0AWkmv15OUlBQSHR1NABBRFAPyufR6NkmSiCAIxOVykaKiIpKfn09aYl1wiwO2rKyM3Llzh7hcLkJq73wLBBkMBuJ2uwn5X6yaEELIf//7X7Jz505SVFQUkO9oo3rI6XQiOzsbY8aMkfVLUlvwpmbQzBG1uKOjo7F3797g7+rSkgkAFi1ahJCQENk520BcMcZ/Bp+Uj4qKwsCBA5Gdnf1oFoA3NlVXV+Mf//gHqwnmkwENae9Xnx+rBJbUls/MnDmz1V2u2OwEAOnp6Rg5ciRbbOpnBirqpDyQpQTXYrFg27ZtbTXDgaSCggL84Q9/kPWNIrVRokDpV+VBLFpqyt+okZCQgK+//rp1n3VtKgKATZs2sU5vVquV6cOQkJCAcW19HdHpz/RvU6ZMQX5+fhuw/hAA/PDDD6zemNRz+i0QIUWec+vbKCaTCaGhoXj33XfbRLI/9MMPP2Du3LmsGxtfOcFbsYHM7ghc7wnKxVTf0g3UvXt37N+/v63mqSFUVVWFVatWsbM2tNev0moNVIbH26k7vlKDxqWTkpKQnZ3dlsrTQgBw7NgxGAwGWRdVLQVpgoeCcaVO1eIm8RKCpvRSU1PbymS0UFlZGcaNG8dOBGi9O4/2FqalMzyHKwFXtnL3ZlzR/1OujYuLw549e1pPQ67GpIqKCqxfvx6hoaF1DCY14CrdFiVo/hhe/D0A9HcjRoxAenp60N3mFVQEAJ988gm6devGzuyovWKMvzjRF3C85avlRAE95smLZlEUkZqa2nYutj4CgMuXL2PAgAFMlPIdT7WISvqzMoDBg0yPU2pp+cd/Bn/IOiwsDGvXrm2LJXuiu3fvYvbs2SAe+iyqFZd87JiPJZPaxl6DBg1iYGg9bads7Km8S71v37748ssv20QyTyUlJdi4cSOioqKYW6OM+KhZfP4kHO++dOrUCQsWLMCHH36IUaNGqRa9nvSrJy6nUiE5ORkZGRltwJJaUL///nsMHjzYY+xXS0sB2reJcP6tzWbDiBEjcPbsWQDAunXr0L59e7ZhGqpjeRFNY8qEEKxZs6at9pgWg7/44os+G1X7WnT+BB7fKyI2Nhbfffcdc0ncbjfmzZsnu1vA0+fz17GoBT4sLAwOhwN79+5tkQVwASO3242lS5ciOjraZ/dxNQsr1HYwpcAKgoA1a9bIDlCVlJTgwoULSExMZBuivs/X8v20JUJYWBgSExOZhGjeFW4GAoD9+/ejb9++jMsawqk8CMpupRMnTsSNGzfqLC4AbN++XZYd8vadWriWive5c+c+euk9SZJw8+ZNJCcnIywsTNX1LWr0H/9zQkICjh8/Xu+9PD/99BMmTZpUL5cqf6cWVFJ713qXLl2wbdu2R6PzKSVJkrB06VK0a9cOxENkSQugdPD9F8PDw7Fx40avDamrqqrYvXVK7vQkPdSIYrrBqHjv06fPoyOSAWDPnj2sx4Q3TtEyeHE5efJkVcnw8vJypKWlyW4GERT3u6oVw3xjL/o7URQxdepUXLlypXWDW1ZWhoyMDAwdOrQOp/k79Ho9RFFE7969ceTIEdVtBO7fv4+XXnoJVqtVJs5pgkCrfiWcjrfb7TCZTFi4cGHrvA+AUmVlJf74xz/WaRsfiEEt4U2bNmlKgNfU1ODIkSOIjIyU+cw04a7lehbCNQTj5xYdHY3Tp0+3zkPTALBq1Sp0795d86Hl+jiUbhCamps8eTIuXryoefGqq6uxbt06iKLIwOWbfPERLV/Po2weRsX76NGjkZ2d3bpCjgBw5MgRPP/88zL9oyVcyAcT+M3gcDgYVxw/frzBuuz69euYNWsWezbayERtZKq+u2UpsO3atcPixYsb5fbMZiG3242bN2/it7/9rax8lBdxWrlWedtGREQEli1b5peBAgBnz57FwIEDZeJVLbD1XRjMG4VdunTBjh07WkchnMvlwpIlS2C1WpnFyS+Wllit8hgGFZFTpkzBrVu3/I7Rulwu/OUvf6mzgdTYAvVdGMz/ThAEDBkyBMeOHWvZVjIAfP755+jZs2edS+d1Op3s/I2vIXDtA2iulRCCfv364eDBgwHTXTk5OUhOTobNZpPpVq01V8r30Q1ssVjw4osvtlwrGQBu3ryJpKQk5rTzoPKAquFaZQ0TfU9aWlpAz9RUV1cjMzMTAwYMANFQweFtQwqKa1LtdjvS0tJaJtfeuXOH3XGu1InKom81rQYot9PPslgsSElJaZT+EACwYsUKREREyEpu/AGWT/np9Xo88cQTyMzMbFm1yfS25y5dutTRizxQWm7QoBzLn1s9ffp0o7W+y8/PR3Jysuy7/QGWviYkJITNYeLEibh3717L6Mnodrtx5swZPP300yCEIDIyUpUo4/OjSvFMXQm6MSIiIrB+/fpG9QmdTicOHDiADh06sI3Ii2X6bHxy35eNQBRXq4WHh2PhwoUtQyTfvXsXc+bMgdVqZVEYNTc885On3KyseaJ1TA0NRGil/Px8vPbaa0yyeNp4amPcnuqaSW0z608//TS4AxcAsH79epa1UYpRX8Aqo0medvyQIUOa7IJdALh27RqeffZZ2VyUReZq3CG+GI6fsyiKeO655zzmjYOC6Mm4Pn36MOOG1JaLqLUqlYeN+SGKIkRRxPvvv9+kOgkAdu7ciZiYGCY1qI6k4Kqx6vmyHSqR6Lztdjvefvvt4Lu73e124+LFixg7diwTW3zdkZpKfuIhAEErHOj/U1JS8OOPPzb55IuKirBw4UIWOeO5T0v3VaVo5rvAxcXFYfv27cFlSD148ACLFy9mk1aeTFOrY+nr+Jol+vv4+HgcPXq0WQ5BAcD58+dlpavejpF441geYJ6LSW0zzvT09OAwpiorK7Fr1y506dKFTZB3Y6hIVuML8sXY/AJERkbigw8+aFafj7pw/fr1Y3Okz6smp+wpPKm8QIIQgunTp/u81LhJJnvx4kU899xzDAClQaG0HtX4gvzPkZGRSExMDIpW7U6nE3PnzmX+tCdr2dfgJZGyoQllhK1btzZvIdy9e/cwf/582Gy2Bjvw/IT5iRqNRoiiiLi4OJw8eTIoisJcLhdu3LjB0o+8Ba/cmEr9q2Z9qHTr2bMnvvnmm+ZxgZxOJ3bu3ImuXbtq4kZfg+pleuhpzZo1QRV2czqd2Lt3L5NO/FlcX8aTt8HHkg0GA8aPH4+8vLymBVeSJJw6dUqWu/QXWKWeJbUnxoPRv7t//z4WLVqk6qpSgetH5Wt9qBtFD3y99dZbTSupCgsLMXXqVCYy1Vq93obSN+zduzdOnz4dXOZ/LblcLly/fl3WUIwHUvk7retDdXfXrl3x9ddfN00fRwDYvHkzQkNDNQXxfQ3eRbLb7Vi7dm1QiWAluVwufPbZZ+jUqVOd5Ia32qf6Bg2/0oAO/awRI0bg6tWrjdsOoaamBidPnsSgQYO87lB/x8SJE5GTkxO0oFK6f/8+iyXzNU8UXF73+gKWD6dSq5sGdl577bXGs5LpifPk5GQItdkYUhsOC0STSjrBhIQEHD58uEW0kQWACxcuYNSoUbBYLHWKB/iCADWimN4tZLFYZEZkZGQkPvnkk8aplXI6nVi+fDl76EDWBBPORdi2bVvwxUy9kNvtxr59++BwOGQn3Kmlq9YGoeupPA9M7xoaNmwYMjMzA2slu91u7NixA7169ZL5Z1ovWVA221LW644bNw4lJSUtBlRKbrcbc+fOZfqxIZtejaieNm0a8vLyArM+AJCXl4dRo0axJDEVHZ6uAFVjIPHF2FT89O/fv8Xec+52u3Hp0iX84he/YJtXEATVSXi1orpr167YsmWL/2pKkiTk5uZi+fLlTETwTTs83cjs6+GV3GsymeBwOLBy5crgCH43kABg9+7d6NixY50YshY/3huwZrMZ8fHxOHjwoH9WMgAsWbIEnTp1krWSJVz5qBZxwxtZJpOJvf/3v/89rl271mJBpVRTU4M5c+bAbDZ7bYPQUFFM04ajR4/G1atXG9Z+qKysDOnp6awMUyluDQaDDGRfD07dAT6+ajab0a1bN3z77bctmlspud1uXL16FfHx8bBYLDJd628Ahw6bzQadTofFixc3rOw2Pz8fv/vd7xAWFlbniwVFtxU1OpaPg1JdazabsXbt2tZznqU2cPHhhx/KelX5U+WoVGPUYA0PD8f+/fu1MURRURE2btzI2gjwxg+fSG/ooIZFSkpKq+zWXVVVhUmTJkEURaZu/AWWZrsI503QNkeqjrZUVlbi4MGDiI+Pr6MjPIlcLf2CeR+tb9++OHToUKsQwUqqrq7GmTNnMHToUAaGv8DyBfMGgwEWiwWCIGDOnDm+eyYDQH5+Pp544glNLV+Jh+o7JYfSYjRSW4v73nvvBWWAP1AkSRIOHTrEwoI00OBpfdSoMsql9F+Ki8PhwPbt271bydeuXcObb77J7kTX2qzZ16AG1Msvv9wqrGBfdOvWLaSmpspUF3+YmuphtepLKfWocZaYmFi/9AOAbdu2ISYmhoXBaLzTlxihxpSy2wofEKcPNnDgQBw+fLhVimAl0fuCEhMT2cE0njt5P1eNqKaHsel7+QDI2LFjUVBQIDdEAeCbb77Bb37zmzo7pD7xoXXYbDaIoojVq1cHdTou0FRTU4O0tDRZOs5kMiEkJEQWidPCtfygTBgZGYnXX39drt4ePHiAWbNmsUyNUr8qU1KehqddxqevTCYTXnjhBVy+fPmRAZXS3bt3MW/ePKYfeU7j/Xpvw2w2s8udeIOVL6oLDw/HuXPn/n99s7Oz0bt3bxBFYJ8vHaUA+Rq8+KU+q9FoRFJSEjIyMoKiKK2piab3Ro4cibCwMGZI6fV6hIeHs0iVt0HFLx9n54vyKVYrV64EIYQIhBBy+/ZtfPvtt6S4uJiIokj0ej0pLS0lDoeDVFVVqXp4nU5+Fa0gCGwQQojNZiMTJkxokbcnB4JqrWRSUFBABEEgTqeTiKJIJEkiFRUVxGw2e31/dXU10ev1RK/XE0mSiMFgICEhIcTpdJKqqipiMBhIdXU16dWrFxk5cuQjucaPBP0fnIjiiio5if8AAAAASUVORK5CYII="},{"id":"28e65d14-332e-46d5-adc4-0ddf60d8748b","height":16.67,"width":14.62,"perimeter":79.4,"area":151.01,"image":"data:image/png;base64,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ZnfPOXv2PL8/3Pf9vedkk2yS3ZAN+5nZIQlnz+3zPtf3eZ8XyCKjIV3uG7gS8Omnn5Lf7x/TOVwuF3Rdh2EYWLJkCectS2Ca0dnZSTt27MCxY8eGPE6ShqZC13UQEXJzc7Fo0SKsW7cOsixLzhTfbxY2HD16FM8//zwOHTo05HFENOy5YrEYFEXBXXfdhYULFwIAsgSmGb29vTh8+DBUVR3yuOEI9Hq9MAwDgUAAhw8fRk9PD5AlMP1QVRWxWAymaY7pPOFwmKvZQCCASCQCZAlMPzRNg8PhSMm5JEmC1+uFx+OBy+UCsgSmH5IkQZblYZ2U4VSow+FALBaDqqrQNI3/PUtgmkFEiMViSTkpQyEWi3ES3W43otEoAEBO0X1mcZmQJTDDkSUww5ElMMORJTDDkSUww5ElMMORJTDDkSUww5ElMMORJTDDkSUww5ElMMORJTDDkSUww5ElMMORJTDDkSUww5ElMMORJTDDkSUww5ElMMORJTDDkSUww5ElMMORJTDDkSUww5ElMMORJTDDkSUww5ElMMORJTDDkSUww5ElMMORJTDDkSUww5ElMMORkV0qotEoRSIR9PX1IRwOwzAMXLp0acjvTJkyBR6PBzk5OcjNzYXP54Pb7c74XnETnkDTNAkAenp6cPHiRbS0tGDDhg04c+YM2traEAgEEIvFeOupwaAoCtxuN/Ly8lBWVoYZM2Zg27ZtdPXVV6OwsBClpaUAAFmWM4rUCUmgYRgUDAZx9uxZvPLKKzh06BDC4TB6enrQ0dGBixcvoqurC4FAAIZhwOFwDNvKivVpcTgc8Pl8KCwsRFlZGUpKSuD3+1FaWopFixbhyJEjVF5ejoKCAjidzpSQOdYeMUNhwhBIRBQIBHDs2DFs2LABR44cQWNjI06fPo2enh5OFmytGR0OB1wul6V7USK4XC6YpgnTNBEMBhEMBtHS0sLPl5+fj23btqGqqgqLFi3CzTffjJMnT1JJSQny8vImrFRedgINwyDTNLF9+3bs2bMH9fX1OHv2LHp6etDd3Y1YLDbgO5IkQZIkmKaJWCyGWCw2bCsr1tmItb5CXDLYJxAIoLe3F01NTdi3bx8++ugjzJ8/H3fccQfa29spbkMnHJGXjUDTNOnMmTN44403sH//fjQ2NuLYsWNob28HALjdbsiyDNM04XA4IEkSiIirSvYvI2Q4FSoSTESQJAkOhwOyLEOWZei6DqfTCSJCV1cX6uvrsWfPHtTV1WHp0qW488478fXXX1N1dTWk4UbLOGLcCYzFYtTa2or33nsPu3btwieffILjx4+z/wPiajEajXLbwVRnIjBpGg6MZHZOcTAwmKbJB4Qsy4hGo/jqq6/Q2NiI+vp6LFu2DN///vfR3d1NhYWFE4LEcSOQiKivrw+1tbX43//+h+3bt6OhoQGxWAx5eXkIBAJAXFJEtckIElWf2DxOlMShIJ6TqWARTPqi0Sg/VlEUGIYBIkJTUxPOnz+P48ePY926dTh48CAtWLDgskvjuBAYDAbp008/xc6dO7F9+3Y0NzcjEonwlx8IBODz+XhTb35z8ZfKXqjdHjocjoSSlAj292z/jq7rvC0ku6Z4PUVREAqFsHv3bpw6dQrHjx/HAw88gI6ODiotLb1sJKadwNbWVqqvr8eGDRuwf/9+NDc3A3GvUJZl3kYxHA4DcYmTZRmGYXAyXS4XYrEYP55JH/tbskjkzovXE49xOp38bx6PhxPscDjQ09ODd955B0ePHsXjjz+OS5cuUVFR0WWRxrQRSETU2NiIV155BZs3b+ZNv9kziiGBKA3M1RfBPMhEkpZsK+PBYjF2PSZ57P5Ez1bXdUCwzWzQHD58GM888wzOnj2LJ554AkREdhJzcnKS8pJHGyumhUAior179+Lll1/G3r17ceTIkWEfIAXXTPv5xcHi9XoRCoVw5swZbNq0Cbqu49FHHx1AYldXFxRF4YNwwiMajVJ9fT1973vfI5fLRbIsEwCSJGnID4DL+knm/lwuFz9eURRyOBz895KSErr33nvpq6++IhJG09tvv00ejyclz8+uV1lZSV988UXqRywR0Y4dO2jlypX8om63m3w+36Qg0O12W+5V/DsAcjqd9OMf/5iOHz9OmqYRAOzcuZNcLtfEJ9AwDPr3v/9NK1eu5Dfk8XjG9QWP5fvJnF+WZXK73eR2u7lmYcSxayiKQo899hgdPXqUiIg2b95MhYWFaSMwJTaQiGjr1q3429/+hs8++4wb+aEC8FQj3TaWNRxnGRs7nE4n7yr/1ltvwev14o9//CMuXLiQMB2YKoyZwP7+ftq5cyeeffZZ7Nu3D4g/rOi5OZ3OYZPNY0W6vDwGRiBsA9PtdnMP1jAMuFwuRKNRvP7666iurkZjYyNPUkw4EBHV1tbSypUruRphYu7xeLgKFY1/ulSoLMtDflKhQtnzic6L+H/seYuKiggAzZ8/n6ZPnz6i84+bCiUiOnDgAP785z/jo48+AoSYTpIkLoGSJMEwjKQkxB5Ui/B6vVBVFUQEp9PJr1NUVISysjKUlpZiypQpKC0tRUFBAd/ZBPFgnWV5AoEAurq60NPTg66uLpw/fx5tbW2WY2GLL1niW8zOyLLMZzLYMbquQ5IkdHd3Q5IkHD161PJ86cCoCezq6sILL7yAhoYGSwA8WiiKAlVVYZomtyfsoRl57KUqioKZM2eipqYGN910E6677jr4/X7k5OQgLy8PiqJwtcbujWV8GInd3d1obW1FU1MTTp8+jYMHD6KzsxMXLlxANBqFw+GA2+2GYRg8P8rmHnVdt+RgxazNeGNUBGqaRs899xz++9//oq2tLakZ8eHAJBZxG8P2G4rFYnyjp9mzZ2PZsmVYvHgxqqurUVFRgfiEK09ziflM+6hn0sXKJwzD4JJ48eJFHDt2DLW1taivr0dLSwsikQicTify8/MRCoVgGAYnkkkkEfGBkREgItq1axfNmjWLfD4f182ptDEsrkI8YL7qqqvoiSeeoBdffJGOHz9Ouq4TQywWI8MwaDhEo1GKRqOkqiqFw2HLOaLRKP/3+PHj9Oqrr9L69evp2muv5XaH2Xi7LRzPREVK4sCOjg76zne+w28qPz8/JU6I+KJE52fVqlX017/+lZqbm6m/v5+IiEzTpHA4TJqmcRJM0yTDMEjXddJ1neIz/WSaJsVisUGJNU2TNE2znMswDDp16hS9/PLLtGrVKk6S1+ulvLw8ywtNhYM2FgJHpEJN06RnnnkGtbW18Hg8UFWVzyKkCmwWoqKiAnfffTfuu+8+3HjjjfD7/ZbpI2bnEFe/brebqzY7mIPBnCRxBkOSJLjdbpimiWg0CtM04XK5MGvWLPj9fkybNg3f/va38dJLL6G1tZWrc7fbDV3XeaI63bnYMcMwDKqrq6OamhqejWBqJZmMS7Iqxufz0aJFi+hPf/oTnThxwqIqo9EoaZo2QGVGo1EyTdMiVbFYzPIRwSSVqU47xOPD4TBduHCBXnrpJbrtttv4fRYUFPD7tqvX8ZTApKGqKq1fv568Xi8hnlZi6iMZNZKsCr3pppvo7bff5ipNVVWKRqMUi8UsJDFCxb/ZSWBqlJFmP5aRa5qmhUxmL+2Ebty4kVasWMGJE23ghCaQiGj79u1UVVVlOZGiKCO6ATZSWXDNvu/3+wkA3XbbbbRp0ybuYDDyJgKYza2vr6d7772XP5NoE8XByn4WHbLLRmAkEqH169fzF85ONBLvSszIA6Dc3FyuMgHQ8uXL6d133+VSYpeIiQBVVSkQCNCuXbvonnvusZAjSqM9W3NZCSQi+uyzz6ikpIQQt3fsREx1JqNG2MOKUst+vv7662nr1q0WtcmIFL3DywnRLpqmSbW1tbRmzZohtU2qwoehCBzWCw2Hw3j99dfR29vL/8bSSW63O+kdmsXUmriVaEFBAZ5++mmsW7cOiBc4SZIEj8cD0zRhGAbcbndSgy2diEQivDzC4XDg1ltvRSAQQCgUQl1dHWBLwxmGwdNtly1TQ99ME1FFRQWfgRZH1UhjIEVR+Cy9x+MhRVHo2WefpXA4TKqqWoJr0eGYKCo0HA7zn5l93rJlC82dO5dkWSan08lNg93mp0sChy3pevfdd9HZ2QlN0yyFt5IkWcrVh4Pb7ebJaEmSoGka7rnnHtx///3wer1wOp2W84i50IkSYzFNEIvFEI1G4XQ6sWLFCjz11FOYOnUqDMOAqqr8eDZvmM77H5LAr776Cp9//vmAvCKr10S85C8ZAtkxrKj26quvxq9//WsUFhZytcTmDVlCW5xju9wIhUI8SaBpGnJzc4E4qQ8//DDWrFkDr9drUZXsHY2k9HGkGPTM9E05AM/Oi6NJTDyzqZ3hoGkafD4fJ+WRRx7BddddB4/HA8RtLYQaTMQffKIkiXNycngy2+fzAfFyR4/Hg8LCQjz00EOYNWsWIEzypnMmfliEQiGqqakhSZK4RzWWZK2YT1y9ejUdPHiQ25OJ4mkOBXtmx/7p7u6ml156iT9ncXEx99rTmcweVAJbWlrQ3t5uKW0fC5gaVFUVP/3pTzF//nxomsbzmJmOKVOm4JZbbsHKlSvhcrn4pK6maeNvAw3DoE8++YTXciQq4hkp2Gz18uXLceutt1qSzhPFSRkKzHYP9gGAuXPn4qGHHkJxcTFM07QszEkXEhIYiUSwZcsWfuFUGWGHw4Enn3ySZ+89Hg+fgM10MBu+du1azJ07F4h7q263e3wlUNM0OnjwIPbu3cvDhFRUlLlcLpSXl+PWW29FXl6eZYXtZAAzEeXl5Vi7di33UsdaqTAcBhDodrvx4Ycf8hICRVFSciFd17F27Vr4/X4+KokoY+zfcCpUDHVWr16NmTNnjksGZgCBuq5jz549XK2lomAJAIqLi/Hggw/ysEHXdZ4QSHfN6HiAJR7C4TDmzJmDu+66i5OaCh9iMAwg8OLFi2hra+Mz2JqmpYTAxYsXo6amBl6vF9FolOdREY/9JgMkSYLX64XP58OaNWuSWiI+VlgIpHiJfEdHB680Y0llsaNDog/iI42NNlYlxnDfffdxdcmyNxMlSE8FWIKelYQsXrwYc+bMAeLvJRkvdjSwEMgW9bOcJUbowNjX0DEJ8/v9mDFjBjfs/OLCmvfJAFY3ypoJLVmyZHy9UF3X8eWXXw5YwJGoUCgRxNW14qiaOXMmZs+ezYuSxGpmZEgcOBxYMwTEn8flcuHOO+/ElClT0jpALQRGIhGcPHnSMhOAJANRsTJLjBtlWca8efNQVFQExKXc7lqn08iPF1juk5X8I273i4uL03pdC4Hnz59Hb28vb7cBYW3DcBC9VTaRiXhZ/MKFC+HxeCwNdjBJJI+BPZNo06ZNm4bKysrxmY0IhUJ0+PDhQW8sGYjHMinz+/1YsGABd6nFeMne4GAyQOxf43A4cM0116Q11uUExmIxfP7557yhjjiikgXztkSv1O/3I96eaoCDk86ROd5gK7DEjlBEhJqamhEJwUjB36Cu62hoaOATqgwj6a4gLixBXCIVRcHUqVMBWzzEbEVGVDUnASZxEOp+XC4Xqqurx0cCW1tb0dLSYlmONZIAW5ZlhMNhbv9YEmDevHmWknU2OkXHZTIks9kziD1nNE1DcXExampqeIWBOGjZyqaxDGBOYEdHB8+6JFrkOBzEmxAdmvLycgtBdrImA3lI4JBJkgRFUVBWVoa5c+em7Tk5gefOnUMkEhnQVA5JuvmDFSDNmjWL5zwnK3kQnDO7SfD5fJg1a9YA88IwVvMhI94CsqOjY0DAOZKqMLGJqnij5eXlg64YmkwQi7bYSidWrDV9+vRBQ6exEshFKxAIJGycyhrMDQf2XXGJtCRJyMvLsxA42YgTIca54jNXVVVZmtam8h1wFdrX18f/KKbDRnMxNqqmTp0Kv9/P1cdkJg9D+AxFRUWDhhIpUaGINy2wN0Vl3mQyiMVi3FYy6auurkZBQcGkCBOSgd2RY+WRQ5WOpIzAvr4+SwvIkYo7Cw3EdFpFRcWAGYjJDHtrEjb4fT7fAEFIlTbiZzUMA16vFxCKdUfSfUGSJD4NxQpyZ86cyetfrgSIpSIQmsa63W6UlJTwpeHMuWEYy4S2jLj0qaqa0AsdqYiLto4Z88mUMhsNWM2MPYxIRU85GQDa29sRDAY5gWL4kKwdtK99YPnUdOYBMwHsfXg8HguBLAuDMU5oywBw4cIFBAIBSxrIclASBNoNOAQJvJKQKFkhyzJPpdlj67GaFyfiHmh/fz93WkYzxWOX2lTc3GQAI1BRlAGDPBUz9TLiM/HiiqOxEGAvdMI4FLdOBAzlK8iyjKlTp/LCJxZSpOK9yBBGg11ViumxZDBYrvNKiQNFiEIgSRKmT59uqfBLaRiRKOYTvclkCLCXyKWiZG6yQJIklJSU8IR3onc9WnAJFPcVsiMZURcdF/s5r7QwQhy4bDl2Xl4eNE3j74etPBa90dGAv9lE3mey+xIxDGaYrzQVaq/oE8lMtAnImMMIlkG37+410jXedg/0SlWf9vfAnBYWsNubH4x5Rt7lciVM54zkxIkcINEeXimwe+FioZOYJ4ZtAmC0kAEgPz8fubm5A2YgRkKgSJJ99vlKInAwBIPBAZO6qfBGZcRnzfPz8wctJRwpkSzGMQzjiogBRdi9b+bMtbW1JVwLkpLppOnTpw+YOYeNjOFgd3hYWcFkWoGULBIR2NzczB0YkcCxvh8Z8cWXiqKMac4q0UhifVWuNIjvjdnD9vb2hDuTjhUy4tLC5vAkoUW/aHiTvXHRkz137hwuXryYkhud6BBDKLHdFuIDWVEUXgPK3m0qptr4t1ntij2GGY2OZt/p6urifaUnO0QiRFPEisLENZciUlZSkZ+fP+aaDbtXdf78ed4s4UpAoriZaTRxvlU8fqyZKosEio7IaEeGSOCFCxfQ3d19xWRixO1cYds6NhAIDAjcR5ooSQT+zby8PE6g/YSjDTb7+vrQ2tp6xcSBiQJ1xIlkjYBSHR9zpsrKyjhR9oA+2REiOjHMUJ8+fdqSnRjsMxngdDoHqE/EB7LYsTjlBDocDmnGjBm8jaK4QxdGMCFrX1oNAKdPn74ignn7kgIIzkxbW5uldxpGMV03GCwSyMoKSVj6hCSz5fbkNcsBdnZ2XhFeKLN/9uLoWCyGzs5OIIFzk1ICp06dirKyMksRDotnkrkAxRu5Ir4unjX9PnfuHJ/3EmNE9gDhcHjS2Egxga+qKl8PceDAAei6zgWDHcPe11g0lCWMWLhwIV+EyU7O9iQaDuKIYjlQwzAQDAZx5swZXmZomqal/oaRm+mQ4j3EmR/AesxdunQJx44dG3B8qp6ZE6goClasWDHgpkZSPZVI5QaDQXz55ZeWtYbifrSsPXGmQ3T4xPra1tZWnDp1Km3OGifQ4/FI8+bN4//B0jzJrpEX1YMYT6qqit27dyMQCAxYMDrZAnxW8yIuSWhubuaNc9PhdVvig2nTpiE/Px+yLI9qYb5o49gif1VVsXfvXh7gsgdzOByWQDfTwZ7Bnlc+cuQI+vr60i+BAJCbm4uqqipQvNEPk5hk2v4PVVPT1NTEGyCInho772QgkIHtL8hs4OHDh3nRdDpgIVBRFCxduhSKoliWmiXbqQm2+UBGVH9/P+rq6nibSQZ27GRotcUglqZ0dnbynaztBKbciUH8Rd5www0oKCjgL1rc5COpEwrlGCyb43Q6sXXrVrS3t1v+LxKJTBrpY+aAhV/hcBhNTU04e/ZsWjcusQx9SZKklpYWmjVrFi5cuACMYqTYPVYW4NbV1aG5uZmXmIu7n0w2sEH7j3/8Y8i+4KmQwgFJzsrKSlRXVydMi40Fly5dws6dO3nYoCgKTNNM+R68lwsejwehUAimacLtdqO7uxu1tbU8oZEuJDzz8uXL4fV6uf1LhZqLRCLYtWsX+vv7LSNyMi0/E5PZdXV1OHPmDDwez/j1C0Vcja5YsQKVlZUp190tLS3cmUFchbA2lJkO1koM8T0k3n//fTgcjrT3A08ogVVVVbj99tuh6zpfGjzcJxkEg0G89tprXKqZZIuptUyF6K03NjZi//79UFUVoVAorZmmhATKsoy7774bEFpIpgKqquLDDz/kJXZMfbJanEyeL2S7tADAe++9h7NnzwLjYCISEuh0OqWlS5di4cKFKbOBLMUWCATw2muv4fjx49xeTIT9AccKJn27d+/G5s2bEQqFeAI/nQNwUPeouLgYq1atSriaZjQQp1Fefvll7N69m6feJkMs6HK5EAgE8MYbb6CpqYkvGGINBNOFQQmMxWJ4+OGHMWfOHEtQbs+42EsRB71QPD9YUFCAcDiMF198EYcOHeKTnnYyxSVZE2m2wt4QXtyWduvWrfjggw94KMH+flkk0Ol0SrNmzcKqVassM/UQysUxgroO0zSRm5vLd8M+ffo0/u///o9nKthcITuWbVfHGuddbgSDQSBOiKqqA55/3759ePXVV3Hp0iXk5ORA0zTLzqfpwpARpt/vx+rVq/nCF5ZpH20pADPoiqKgp6cH//rXv7Bjxw6EQiEgPprF1iQTabpJLLv0er2WuqHe3l68+eab2LFjByKRiCXfO+6bX4mQJEmqqanB0qVLuaMhy7LF6RjJDfb19VlUSiAQwIYNG7Bx40ZEo1HLecV9aO2e3OXyTNlAgxD6aJqGzZs3Y/Pmzfz/enp64HK5+P5Ql3WJuWEY9M4771BFRQXfy9Xj8Vj2dk1mj1i25zz7riRJfE/YG264gfbu3UuqqhIRUTAY5HvXGoZh2cvWNE3LZ7yg6zqpqkqmaVI0GuX39f7779O8efMIABUVFfHnzcnJ4fvpsucc6yfRHrpJoauri374wx+Sz+cjCBsa2/8d7uN0OvnP4nccDgfdd999VFdXx0lisG+QnC4C7ee1f/r7+wfcT319Pa1Zs4Y/h9fr5c/DXrbb7U7rJshJWdjCwkI8/vjjaG5uxv79+7ktcDqdI8qiJNoQ0ePxwDAMbNq0iaedbrzxRrhcLp4Ittdcip5wKla5JoOcnBxAcGKOHDmC559/Hh9//DGvPmOTuWJWZqjuH+MKIqL169dTbm4uV4FsxCU7wpjatEusJEn8bw8//DAdOnSIotEoH+nsZyYNbOvvVErhcBKo6zq/j4aGBnrggQfI6/UOUI/MVEiSRHl5eSmRvDGrUHxjtKmxsZFuuOEGUhSFnywnJydlNyfLMuXl5dHdd99NW7Zs4XYmFArxnw3DoFgsxl+83UYyxGIx/tIZybFYzHK8/fdoNEq6rnNCxesQEYXDYdq5cyc9+OCDfPAym87uXxzMbGAma2LSSiDi+ytt3LiR8vPzLTdpd2oSSV4yNyja1Ntvv53+/ve/U0tLy6BERaNRbpOYRCYjaYl+7u/vt1xDJD8SiVAgEKAXXniBli9fzrUQs3Eej4cTJUlSws+EIBDfBLT02GOPEQCaMmXKsMSN5AE8Ho9FLU2fPp3+8Ic/UFdXFxmGQaZpUigUokAgMIAUplbtRDKvMZG6NQyDotHoAElTVZWTaZomnTx5kn7/+9/T/Pnz+QDz+/0W9ckIFD+pIi6lBBIR7d27lxYuXEiKogxJ3kgeRBzVLpeL3G43AaCrr76afvSjH9G7775LJ0+etBATCoUoFArx3xmRjGyRwESSGI1GeUigqipXn0y6z549S6+++ir94Ac/oIqKCm7fnE4nfyZm19nzMg90whKI+F7zL7zwAhUXF5PP50voKrOHGa3+dzgc/LyyLNO8efPol7/8JX3wwQd09uzZhPEhQyIpFKVO0zQLWSJisRi1tLTQ22+/TU8++SRde+21CdU8+5kNYqZpxOe228OhPqMlcFSJOo/HI7W3t9O5c+fw3HPPIRwOD2jVJUjsSM4Lp9MJTdMsHS48Hg+OHj2KU6dOYceOHVi+fDm++93v4sYbb0RhYSHcbrdlRlzsjMRqXCWhFbSY6mKLL71eL5qbm9HQ0IDPPvsMH3/8Mb7++mueIRIr1FmII0nSgDDK3mMg3Rh1prW0tBRPPfUUWlpasGnTJr6H7GhjHlapxjZdVhSFr45SVRVutxvRaBQnT55EZ2cnvvzyS1RXV2P+/Pm47rrrsGTJEkvHKbHNF6sqEGGaJoLBINra2tDZ2Yldu3bhxIkTvBSwq6uLHxuLxeD1ei1lkGzNiMPh4P/HQMIuZaPZSGwkGDWBkiRJ0WiUnn76afT19eHDDz8csD4QI5BA9pJM04SmaVBV1ZLJZ5l9p9OJUCiEhoYGNDQ0YNeuXaiqqkJFRQXKyspQVlYGv98Pn8+HnJwcXnOjKArC4TC6u7vR29uL/v5+9Pb2oq2tDR0dHThx4gTffhZxKXO73TAMwzKwIEg4u2+RPAaRxGSbJY0GY5bxvr4+6uzsxG9/+1ts27YN4XAYOTk5PPHr8/l46SCbyUg0PTRWdcOmnhRFQW5uLvx+P1eVTL3quo5IJIJQKARVVaHrOlf7wyXl7QNxsHZkPp8PmqbxRnbf+ta3cPPNN+Ojjz5CY2MjIMzKjGTxEIS96isrK7F582YsXrw4NTq6v7+fdu7cSY888kjCAN/v93MDLxpsp9PJPbqxfuwG3+l0ksvlssSWQzkLY3UyxGMKCgoIAM2YMYM2b95MJ06coCVLlnCHx+l0kizLltzwuDoxduTm5kpERB6PB6qqYuvWrVBVFR6PB5qmIRgMJtwZTXQ0xiqBbOqGSbddosRri5txMckZq4pjC2OdTid6e3tRUFCA9evXY+XKlcjLy4PH44HL5YKmaQPKSBK9m2SRsuliSZIkwzDI4/HA5/PhzTffhMvhCdYAAAVTSURBVKZpnMREN5pKuxCNRgd4gOLkMyvNEG2zfT37WKDrOk90S5KE+++/Hz/5yU+Ql5eHSCQCwzC4o2ffY2ks107pfL/T6ZSIiH72s58hEAjgP//5DzRN4zZRnAxmdTCs+Ge4somRereJVhYPdY7hzp/oJSdy2gDg0Ucfxa9+9SvW/UoKBAKUqPGfvbfcaJDygg12w7/73e9QXl6Of/7zn3yFKivmFQuhUjXVkqjIWHw5iZrYSrZ+1sleJ9HvsVgMLpcLa9aswS9+8QvMnz8fUvw/2TOLy7BTpYnSUnGTl5cnEREVFBRAURS8+eab6O/v5w3f7DfMguKxYLgYNNFLGs3gsVflsd/dbjduv/12/OY3v8H111/PyUM8prUProwoWDZNk1paWugvf/kLVVZWkt/vt+Q7XS6XJac4Fi9wqBykPaWVinyl/f7Wrl1LX3zxBRmGMYCVQCBAS5cuHbQUJdl0Y9q80MEgy7KEbzIpdM0112Djxo3YsmULX3LMPEWXy8Vtot0eiuWG4pY1zElhdZp2CRtMosm2S81g/c1ED9Xn80HXdRiGAYfDAUVReJw7Y8YMrFu3Dj//+c9RXl4Op9M54MLsnsXOHGLFezK1tU6nk8eM4jsZl7XNiqJI/f39NHv2bCxYsABvvfUWjhw5wteRM88NcVXHtqhhYA8u/o09MFtBPJwNE9df2M+FBDaQ1cKGw2HLGsZYLIZQKASfz4c5c+bg0Ucfxfr166EoCnJychKOGlboy0pKWP6U/Z5MZR8jj/Wj4c8/7DdThNzcXAnfrBunBQsWYOPGjdi0aRN6enr4zl6apvHRKmYoWCkiW2jD4j1xhdNwNnSo1B6TttzcXMiyjGAwaMkesTSc3+/n2mPZsmV46qmncNttt6GoqGhYA04J+oKKg2+40kO2KJYNQubNj3t3gZKSEknXdZozZw7uvPNObNu2Dfv27cP58+ehaZoltBDzjRjjMjQ70Sx5IG7K0d/fz49nbVI0TeNkGoaB6upqrF69Go888giWLFkCh8ORlPfF0ncQBgz7PZkwCkJdqt/v//8NIkb6IlIBt9st4ZuXSIsWLcInn3yCffv24cCBAzhy5AgP/FnyWtd1vq+vKHWIS0gye/2KhEEIMViAz6Sc5U1lWba88GuvvRZLly7FunXrcMstt6C0tNTiaQ4Fh8OBqVOncklmNl+0iWKyPBEURUEkEgERoby8nHeWvKz9PdgLICK64447cODAAdTW1mLPnj1oampCf38/J0aUPhZTiYSOJAyxu/CiDWUDJRqNwuFwYN68eVi2bBkWL16MVatWobKyMmniGLxeL4qLi5GTk4NwOGxpeM4C/OFOybSA1+vF7NmzuQqdOMt+4kVTXV1daGpqwhdffIHGxkacOHECZ86cwcWLFy3rEUT7kQyBog0SJdjlcnFngs3vVVRUoKamBjU1NViwYAGuv/56VFVVweVyjep9EREdO3YMDQ0NCAaDXIWymljm3Q4FXde5IzZv3jy23GECrduyIRwOU29vLxoaGrBv3z5cvHgRra2tOH36NDo6OhAMBvkqITaSh4KYMBeDb6/XC0VRMHPmTJSVlaGqqgo1NTVYuHAhKisrkZOTkzA0mCiYsDcmoq+vj9rb2xEOh9HV1YVz586hubkZzc3NOHfuHHp7exEKhdDf349AIABN0yx5V2bv8vPzUVRUhPz8fOTn52PatGmYPXs2KioqcNVVV6GoqAjl5eUoLCyEx+PJiHeTETdpR09PDwUCAfT19XFJZMRFIpEBjglzTrxeL3Jycvhs/ZQpU1BSUoLi4uKMfA9ZTAL8P0j5YNR/bdCPAAAAAElFTkSuQmCC"},{"id":"fd87517a-8e72-40d8-9ad5-970b6f1fbf43","height":22.44,"width":13.85,"perimeter":71.98,"area":212.71,"image":"data:image/png;base64,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"},{"id":"5a0fc181-6694-4d4e-bd62-eb6377b0df5f","height":22.05,"width":20.51,"perimeter":84.66,"area":178.2,"image":"data:image/png;base64,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"}],"no_of_letters":7,"perimeter_of_sign":44.17,"nested_area":14.63,"occupied_area":7.02,"avg_char_height":20.46,"widthOfSign":"120","otherDimensionOfSign":23.08,"width_of_smaller_line":20},"timestamp":"2026-04-03 10:52:39"} 
[2026-04-03 10:52:40] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Fabricated Channel Letters - Non Illuminated","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1384,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":23.08,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":44.17,"nested_area":14.63,"occupied_area":7.02,"avg_char_height":"Less than 24 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gJHpEJN06RnnnkGtbW18Hg8UFWVzyKkCmwWoqKiAnfffTfuu+8+3HjjjfD7\\/ZbpI2bnEFe\\/brebqzY7mIPBnCRxBkOSJLjdbpimiWg0CtM04XK5MGvWLPj9fkybNg3f\\/va38dJLL6G1tZWrc7fbDV3XeaI63bnYMcMwDKqrq6OamhqejWBqJZmMS7Iqxufz0aJFi+hPf\\/oTnThxwqIqo9EoaZo2QGVGo1EyTdMiVbFYzPIRwSSVqU47xOPD4TBduHCBXnrpJbrtttv4fRYUFPD7tqvX8ZTApKGqKq1fv568Xi8hnlZi6iMZNZKsCr3pppvo7bff5ipNVVWKRqMUi8UsJDFCxb\\/ZSWBqlJFmP5aRa5qmhUxmL+2Ebty4kVasWMGJE23ghCaQiGj79u1UVVVlOZGiKCO6ATZSWXDNvu\\/3+wkA3XbbbbRp0ybuYDDyJgKYza2vr6d7772XP5NoE8XByn4WHbLLRmAkEqH169fzF85ONBLvSszIA6Dc3FyuMgHQ8uXL6d133+VSYpeIiQBVVSkQCNCuXbvonnvusZAjSqM9W3NZCSQi+uyzz6ikpIQQt3fsREx1JqNG2MOKUst+vv7662nr1q0WtcmIFL3DywnRLpqmSbW1tbRmzZohtU2qwoehCBzWCw2Hw3j99dfR29vL\\/8bSSW63O+kdmsXUmriVaEFBAZ5++mmsW7cOiBc4SZIEj8cD0zRhGAbcbndSgy2diEQivDzC4XDg1ltvRSAQQCgUQl1dHWBLwxmGwdNtly1TQ99ME1FFRQWfgRZH1UhjIEVR+Cy9x+MhRVHo2WefpXA4TKqqWoJr0eGYKCo0HA7zn5l93rJlC82dO5dkWSan08lNg93mp0sChy3pevfdd9HZ2QlN0yyFt5IkWcrVh4Pb7ebJaEmSoGka7rnnHtx\\/\\/\\/3wer1wOp2W84i50IkSYzFNEIvFEI1G4XQ6sWLFCjz11FOYOnUqDMOAqqr8eDZvmM77H5LAr776Cp9\\/\\/vmAvCKr10S85C8ZAtkxrKj26quvxq9\\/\\/WsUFhZytcTmDVlCW5xju9wIhUI8SaBpGnJzc4E4qQ8\\/\\/DDWrFkDr9drUZXsHY2k9HGkGPTM9E05AM\\/Oi6NJTDyzqZ3hoGkafD4fJ+WRRx7BddddB4\\/HA8RtLYQaTMQffKIkiXNycngy2+fzAfFyR4\\/Hg8LCQjz00EOYNWsWIEzypnMmfliEQiGqqakhSZK4RzWWZK2YT1y9ejUdPHiQ25OJ4mkOBXtmx\\/7p7u6ml156iT9ncXEx99rTmcweVAJbWlrQ3t5uKW0fC5gaVFUVP\\/3pTzF\\/\\/nxomsbzmJmOKVOm4JZbbsHKlSvhcrn4pK6maeNvAw3DoE8++YTXciQq4hkp2Gz18uXLceutt1qSzhPFSRkKzHYP9gGAuXPn4qGHHkJxcTFM07QszEkXEhIYiUSwZcsWfuFUGWGHw4Enn3ySZ+89Hg+fgM10MBu+du1azJ07F4h7q263e3wlUNM0OnjwIPbu3cvDhFRUlLlcLpSXl+PWW29FXl6eZYXtZAAzEeXl5Vi7di33UsdaqTAcBhDodrvx4Ycf8hICRVFSciFd17F27Vr4\\/X4+KokoY+zfcCpUDHVWr16NmTNnjksGZgCBuq5jz549XK2lomAJAIqLi\\/Hggw\\/ysEHXdZ4QSHfN6HiAJR7C4TDmzJmDu+66i5OaCh9iMAwg8OLFi2hra+Mz2JqmpYTAxYsXo6amBl6vF9FolOdREY\\/9JgMkSYLX64XP58OaNWuSWiI+VlgIpHiJfEdHB680Y0llsaNDog\\/iI42NNlYlxnDfffdxdcmyNxMlSE8FWIKelYQsXrwYc+bMAeLvJRkvdjSwEMgW9bOcJUbowNjX0DEJ8\\/v9mDFjBjfs\\/OLCmvfJAFY3ypoJLVmyZHy9UF3X8eWXXw5YwJGoUCgRxNW14qiaOXMmZs+ezYuSxGpmZEgcOBxYMwTEn8flcuHOO+\\/ElClT0jpALQRGIhGcPHnSMhOAJANRsTJLjBtlWca8efNQVFQExKXc7lqn08iPF1juk5X8I273i4uL03pdC4Hnz59Hb28vb7cBYW3DcBC9VTaRiXhZ\\/MKFC+HxeCwNdjBJJI+BPZNo06ZNm4bKysrxmY0IhUJ0+PDhQW8sGYjHMinz+\\/1YsGABd6nFeMne4GAyQOxf43A4cM0116Q11uUExmIxfP7557yhjjiikgXztkSv1O\\/3I96eaoCDk86ROd5gK7DEjlBEhJqamhEJwUjB36Cu62hoaOATqgwj6a4gLixBXCIVRcHUqVMBWzzEbEVGVDUnASZxEOp+XC4Xqqurx0cCW1tb0dLSYlmONZIAW5ZlhMNhbv9YEmDevHmWknU2OkXHZTIks9kziD1nNE1DcXExampqeIWBOGjZyqaxDGBOYEdHB8+6JFrkOBzEmxAdmvLycgtBdrImA3lI4JBJkgRFUVBWVoa5c+em7Tk5gefOnUMkEhnQVA5JuvmDFSDNmjWL5zwnK3kQnDO7SfD5fJg1a9YA88IwVvMhI94CsqOjY0DAOZKqMLGJqnij5eXlg64YmkwQi7bYSidWrDV9+vRBQ6exEshFKxAIJGycyhrMDQf2XXGJtCRJyMvLsxA42YgTIca54jNXVVVZmtam8h1wFdrX18f\\/KKbDRnMxNqqmTp0Kv9\\/P1cdkJg9D+AxFRUWDhhIpUaGINy2wN0Vl3mQyiMVi3FYy6auurkZBQcGkCBOSgd2RY+WRQ5WOpIzAvr4+SwvIkYo7Cw3EdFpFRcWAGYjJDHtrEjb4fT7fAEFIlTbiZzUMA16vFxCKdUfSfUGSJD4NxQpyZ86cyetfrgSIpSIQmsa63W6UlJTwpeHMuWEYy4S2jLj0qaqa0AsdqYiLto4Z88mUMhsNWM2MPYxIRU85GQDa29sRDAY5gWL4kKwdtK99YPnUdOYBMwHsfXg8HguBLAuDMU5oywBw4cIFBAIBSxrIclASBNoNOAQJvJKQKFkhyzJPpdlj67GaFyfiHmh\\/fz93WkYzxWOX2lTc3GQAI1BRlAGDPBUz9TLiM\\/HiiqOxEGAvdMI4FLdOBAzlK8iyjKlTp\\/LCJxZSpOK9yBBGg11ViumxZDBYrvNKiQNFiEIgSRKmT59uqfBLaRiRKOYTvclkCLCXyKWiZG6yQJIklJSU8IR3onc9WnAJFPcVsiMZURcdF\\/s5r7QwQhy4bDl2Xl4eNE3j74etPBa90dGAv9lE3mey+xIxDGaYrzQVaq\\/oE8lMtAnImMMIlkG37+410jXedg\\/0SlWf9vfAnBYWsNubH4x5Rt7lciVM54zkxIkcINEeXimwe+FioZOYJ4ZtAmC0kAEgPz8fubm5A2YgRkKgSJJ99vlKInAwBIPBAZO6qfBGZcRnzfPz8wctJRwpkSzGMQzjiogBRdi9b+bMtbW1JVwLkpLppOnTpw+YOYeNjOFgd3hYWcFkWoGULBIR2NzczB0YkcCxvh8Z8cWXiqKMac4q0UhifVWuNIjvjdnD9vb2hDuTjhUy4tLC5vAkoUW\\/aHiTvXHRkz137hwuXryYkhud6BBDKLHdFuIDWVEUXgPK3m0qptr4t1ntij2GGY2OZt\\/p6urifaUnO0QiRFPEisLENZciUlZSkZ+fP+aaDbtXdf78ed4s4UpAoriZaTRxvlU8fqyZKosEio7IaEeGSOCFCxfQ3d19xWRixO1cYds6NhAIDAjcR5ooSQT+zby8PE6g\\/YSjDTb7+vrQ2tp6xcSBiQJ1xIlkjYBSHR9zpsrKyjhR9oA+2REiOjHMUJ8+fdqSnRjsMxngdDoHqE\\/EB7LYsTjlBDocDmnGjBm8jaK4QxdGMCFrX1oNAKdPn74ignn7kgIIzkxbW5uldxpGMV03GCwSyMoKSVj6hCSz5fbkNcsBdnZ2XhFeKLN\\/9uLoWCyGzs5OIIFzk1ICp06dirKyMksRDotnkrkAxRu5Ir4unjX9PnfuHJ\\/3EmNE9gDhcHjS2Egxga+qKl8PceDAAei6zgWDHcPe11g0lCWMWLhwIV+EyU7O9iQaDuKIYjlQwzAQDAZx5swZXmZomqal\\/oaRm+mQ4j3EmR\\/AesxdunQJx44dG3B8qp6ZE6goClasWDHgpkZSPZVI5QaDQXz55ZeWtYbifrSsPXGmQ3T4xPra1tZWnDp1Km3OGifQ4\\/FI8+bN4\\/\\/B0jzJrpEX1YMYT6qqit27dyMQCAxYMDrZAnxW8yIuSWhubuaNc9PhdVvig2nTpiE\\/Px+yLI9qYb5o49gif1VVsXfvXh7gsgdzOByWQDfTwZ7Bnlc+cuQI+vr60i+BAJCbm4uqqipQvNEPk5hk2v4PVVPT1NTEGyCInho772QgkIHtL8hs4OHDh3nRdDpgIVBRFCxduhSKoliWmiXbqQm2+UBGVH9\\/P+rq6nibSQZ27GRotcUglqZ0dnbynaztBKbciUH8Rd5www0oKCjgL1rc5COpEwrlGCyb43Q6sXXrVrS3t1v+LxKJTBrpY+aAhV\\/hcBhNTU04e\\/ZsWjcusQx9SZKklpYWmjVrFi5cuACMYqTYPVYW4NbV1aG5uZmXmIu7n0w2sEH7j3\\/8Y8i+4KmQwgFJzsrKSlRXVydMi40Fly5dws6dO3nYoCgKTNNM+R68lwsejwehUAimacLtdqO7uxu1tbU8oZEuJDzz8uXL4fV6uf1LhZqLRCLYtWsX+vv7LSNyMi0\\/E5PZdXV1OHPmDDwez\\/j1C0Vcja5YsQKVlZUp190tLS3cmUFchbA2lJkO1koM8T0k3n\\/\\/fTgcjrT3A08ogVVVVbj99tuh6zpfGjzcJxkEg0G89tprXKqZZIuptUyF6K03NjZi\\/\\/79UFUVoVAorZmmhATKsoy7774bEFpIpgKqquLDD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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Fabricated Channel Letters - Non Illuminated","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":23.08,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":44.17,"nested_area":14.63,"occupied_area":7.02,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":23.08,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1384}},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Looking up SignType {"data":{"sign_type":"Fabricated Channel Letters - Non Illuminated"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":14,"formulas_count":24},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Retrieved Variables List {"data":{"sign_type_id":14,"variables_count":9},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"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,"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":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable82":0,"variable83":0.75,"variable84":1.1,"variable85":1.2,"variable86":0,"variable87":0,"variable88":0,"variable89":0,"variable90":0}},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Merged material items {"data":{"formulas_count":24,"items_count_after_merge":24},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Merged variable items {"data":{"variables_count":9,"items_count_after_merge":33},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Sorted items collection {"data":{"items_count":33,"first_item":{"type":"material","id":298,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, variable85 * nested_area * material501803, 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":"0.098” Aluminium – Durable & Corrosion-Resistant.","sequence_no":1},"last_item":{"type":"variable","id":90,"expression":"totalCost * variable84","dense_weight_expression":"totalDenseWeight  * 1.1","name":"Total Cost","var_name":"variable90","price":null,"description":null,"sequence_no":33}},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Initializing MathExecutor {"data":{"variables_count":175},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: MathExecutor variables set {"data":{"variables_count":175},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, variable85 * nested_area * material501803, 0 )","result":"0"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"3.53106"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, variable85 * nested_area * material501880, 0 )","result":"42.3222492"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.391355"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel, 0, material501060 * variable85 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","result":"9.7964643"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, occupied_area * weight_material500730 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel, variable85 * nested_area * material500730, 0 )","result":"0"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * weight_material500591 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel, variable85 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * material500591, 0 )","result":"0"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] 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":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0035459368538},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * material500611","result":3.5459368538},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00028162988208333333},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * material500214","result":0.28162988208333334},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0026863157983333334},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * material501055","result":2.6863157983333332},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * material502079, 0 )","result":"0"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * material502350, 0 )","result":"0"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * material501680, 0 )","result":"0"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0055210307533333"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098 )","result":"5.5210307533333"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00267953147"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * material502131 )","result":"2.67953147"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0035877754"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * material502350)","result":"3.5877754"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00028626869333333"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * material501680 )","result":"0.28626869333333"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous cost","expression":"0.2 * ( formula304 + formula305 + formula306 + formula307 + formula308 + formula309 + formula310 + formula311 + formula312 + formula313 + formula314 )","result":3.7176977701766596},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable83 * nested_area","result":10.9725},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"11.1188"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074 , 0 )","itemDenseWeight":"3.8249182997811"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  (  ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) * raceway_height * 2 ) + ( raceway_height * raceway_depth * 2 ) + (  ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) * raceway_depth * 2 )  ) / 144 ) * weight_material501803 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable85 * (  ( 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":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2.5 mm)","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":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2.5 mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable85 * (  ( 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":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( 2 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ) + ( 2 * (  ( width_of_sign + ( 2 * backer_offset )  ) * backboard_cabinet_depth )  ) + ( 2 * (  ( other_dimension_of_sign + ( 2 * backer_offset )  ) * backboard_cabinet_depth )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable85 * (  (  (  ( 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":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Total Cost formula detected {"data":{"item_id":90},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Formula calculations completed {"data":{"total_items":33,"successful_calculations":32,"errors_count":0},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":86.39740012105995,"totalDenseWeight_before_formula":19.884721788631982},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable84","computed_totalCost":95.03714013316595},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Fabricated Channel Letters - Non Illuminated","objects_count":7,"totalDenseWeight":0},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":7,"sign_depth":"1"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":14.62,"height":15.9,"depth":"1"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":14.62,"height":16.67,"depth":"1"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":7.82,"height":21.67,"depth":"1"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":17.56,"height":22.05,"depth":"1"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":13.85,"height":22.44,"depth":"1"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":13.85,"height":22.44,"depth":"1"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":20.51,"height":22.05,"depth":"1"},"timestamp":"2026-04-03 10:52:40"} 
[2026-04-03 10:52:41] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775213561_a842b6c33c0474413b3ac3ec067898c0","bins_packed":[{"bin_data":{"w":20.81,"h":22.74,"d":9.1,"id":"unique","used_space":65.8441,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":22.74,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/609d0024c5b66854b18e682f807fbb1c/1775213561-3612-5344576.svg","items":[{"id":"item-3","w":8.12,"h":21.97,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/609d0024c5b66854b18e682f807fbb1c/1775213561-3607-1697938.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":14.92,"h":16.97,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/609d0024c5b66854b18e682f807fbb1c/1775213561-3608-9752022.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":14.92,"h":16.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/609d0024c5b66854b18e682f807fbb1c/1775213561-3609-7180341.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":20.81,"h":22.35,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/609d0024c5b66854b18e682f807fbb1c/1775213561-3609-1372191.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":17.86,"h":22.35,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/609d0024c5b66854b18e682f807fbb1c/1775213561-361-5612176.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":14.15,"h":22.74,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/609d0024c5b66854b18e682f807fbb1c/1775213561-3611-3903194.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":14.15,"h":22.74,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/609d0024c5b66854b18e682f807fbb1c/1775213561-3611-6505006.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-04-03 10:52:41"} 
[2026-04-03 10:52:41] local.INFO: Box added from packed bin {"data":{"length":9.1,"width":20.81,"height":22.74,"denseWeight":0},"timestamp":"2026-04-03 10:52:41"} 
[2026-04-03 10:52:41] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":11.1,"width":22.81,"height":24.99},"quantity":1,"denseWeight":1}],"cheapestShippingCost":220.0926,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":0,"rate":"263.5","tariffAndDS":263.5,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":424.86740000000003,"totalShipmentCostFormula":"((tariffAndDS (263.5) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 424.87","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":0,"rate":"154.01","tariffAndDS":154.01,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":248.32572399999998,"totalShipmentCostFormula":"((tariffAndDS (154.01) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 248.33","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":0,"rate":"257.51","tariffAndDS":257.51,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":257.51,"totalShipmentCostFormula":"(((tariffAndDS (257.51) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 257.51","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":0,"rate":136.5,"tariffAndDS":136.5,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":220.0926,"totalShipmentCostFormula":"((tariffAndDS (136.5) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 220.09","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":0,"rate":227.64,"tariffAndDS":227.64,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":388.1717279999999,"totalShipmentCostFormula":"(( tariffAndDS (227.64) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 388.171728","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":0,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":61.95,"rate":141.97,"tariffAndDS":203.92000000000002,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":349.37183999999996,"totalShipmentCostFormula":"(((tariffAndDS (203.92) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 349.37184","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":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":0,"rate":660,"tariffAndDS":660,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":660,"totalShipmentCostFormula":"((tariffAndDS (660) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 660","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":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":61.95,"rate":141.97,"tariffAndDS":203.92000000000002,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":349.37183999999996,"totalShipmentCostFormula":"(((tariffAndDS (203.92) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 349.37184","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":0,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":61.95,"rate":155.68,"tariffAndDS":217.63,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":372.70626,"totalShipmentCostFormula":"(((tariffAndDS (217.63) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 372.70626","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":0,"career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":61.95,"rate":154.96,"tariffAndDS":216.91000000000003,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":371.48082,"totalShipmentCostFormula":"(((tariffAndDS (216.91) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 371.48082","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]}}}},"timestamp":"2026-04-03 10:52:41"} 
[2026-04-03 10:52:41] local.INFO: Yes Factor Founded {"data":{"sign_type":"Fabricated Channel Letters - Non Illuminated","productCostFactor":"1.66"},"timestamp":"2026-04-03 10:52:41"} 
[2026-04-03 10:52:41] local.INFO: Product cost factor determined {"data":{"sign_type":"Fabricated Channel Letters - Non Illuminated","productCostFactor":"1.66"},"timestamp":"2026-04-03 10:52:41"} 
[2026-04-03 10:52:41] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":23.08,"sign_depth":"1","sign_type":"Fabricated Channel Letters - Non Illuminated","processed_sign_type":"Fabricated Channel Letters - Non Illuminated","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-fabricated-channel-letters-non-illuminated.png","mounting_type":"Flush/Stud mounted","combined_production_cost_usd":100.0,"total_production_cost":160.0,"totalDenseWeight":0,"totalVolumetricWeight":21,"bin_packing_result":{"response":{"id":"1775213561_a842b6c33c0474413b3ac3ec067898c0","bins_packed":[{"bin_data":{"w":20.81,"h":22.74,"d":9.1,"id":"unique","used_space":65.8441,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":22.74,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/609d0024c5b66854b18e682f807fbb1c/1775213561-3612-5344576.svg","items":[{"id":"item-3","w":8.12,"h":21.97,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/609d0024c5b66854b18e682f807fbb1c/1775213561-3607-1697938.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":14.92,"h":16.97,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/609d0024c5b66854b18e682f807fbb1c/1775213561-3608-9752022.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":14.92,"h":16.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/609d0024c5b66854b18e682f807fbb1c/1775213561-3609-7180341.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":20.81,"h":22.35,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/609d0024c5b66854b18e682f807fbb1c/1775213561-3609-1372191.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":17.86,"h":22.35,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/609d0024c5b66854b18e682f807fbb1c/1775213561-361-5612176.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":14.15,"h":22.74,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/609d0024c5b66854b18e682f807fbb1c/1775213561-3611-3903194.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":14.15,"h":22.74,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/609d0024c5b66854b18e682f807fbb1c/1775213561-3611-6505006.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}},"shipping_rates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":0,"rate":"263.5","tariffAndDS":263.5,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":424.86740000000003,"totalShipmentCostFormula":"((tariffAndDS (263.5) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 424.87","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":0,"rate":"154.01","tariffAndDS":154.01,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":248.32572399999998,"totalShipmentCostFormula":"((tariffAndDS (154.01) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 248.33","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":0,"rate":"257.51","tariffAndDS":257.51,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":257.51,"totalShipmentCostFormula":"(((tariffAndDS (257.51) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 257.51","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":0,"rate":136.5,"tariffAndDS":136.5,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":220.0926,"totalShipmentCostFormula":"((tariffAndDS (136.5) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 220.09","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":0,"rate":227.64,"tariffAndDS":227.64,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":388.1717279999999,"totalShipmentCostFormula":"(( tariffAndDS (227.64) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 388.171728","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":0,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":61.95,"rate":141.97,"tariffAndDS":203.92000000000002,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":349.37183999999996,"totalShipmentCostFormula":"(((tariffAndDS (203.92) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 349.37184","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":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":0,"rate":660,"tariffAndDS":660,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":660,"totalShipmentCostFormula":"((tariffAndDS (660) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 660","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":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":61.95,"rate":141.97,"tariffAndDS":203.92000000000002,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":349.37183999999996,"totalShipmentCostFormula":"(((tariffAndDS (203.92) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 349.37184","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":0,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":61.95,"rate":155.68,"tariffAndDS":217.63,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":372.70626,"totalShipmentCostFormula":"(((tariffAndDS (217.63) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 372.70626","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":0,"career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":1,"volumetricWeight":21,"higherWeight":21,"quantity":1}],"totalHigherWeight":21,"DS":61.95,"rate":154.96,"tariffAndDS":216.91000000000003,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":371.48082,"totalShipmentCostFormula":"(((tariffAndDS (216.91) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 371.48082","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]}}},"cheapest_shipping_cost_usd":230.0,"totalCost":390.0,"productionResults":[{"material_id":298,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":null,"sequence_no":1},{"material_id":299,"dense_weight_expression":3.53106,"result":"42.3222492","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":"0.079” Aluminium – Lightweight & Rigid for sign face.","sequence_no":2},{"material_id":300,"dense_weight_expression":1.391355,"result":"9.7964643","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"0.059” Aluminium – Flexible and easy to bend for for letter returns.","sequence_no":3},{"material_id":301,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":302,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":303,"dense_weight_expression":0,"result":0,"sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":null,"sequence_no":6},{"material_id":304,"dense_weight_expression":0.0035459368538,"result":3.5459368538,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":7},{"material_id":305,"dense_weight_expression":0.00028162988208333333,"result":0.28162988208333334,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":8},{"material_id":306,"dense_weight_expression":0.0026863157983333334,"result":2.6863157983333332,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":9},{"material_id":307,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":10},{"material_id":308,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":11},{"material_id":309,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":12},{"material_id":310,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":13},{"material_id":311,"dense_weight_expression":0.0055210307533333,"result":"5.5210307533333","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":14},{"material_id":312,"dense_weight_expression":0.00267953147,"result":"2.67953147","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":15},{"material_id":313,"dense_weight_expression":0.0035877754,"result":"3.5877754","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":16},{"material_id":314,"dense_weight_expression":0.00028626869333333,"result":"0.28626869333333","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":17},{"variable_id":82,"dense_weight_expression":0,"result":3.7176977701766596,"sign_material":"Paint Miscellaneous cost","description":null,"sequence_no":18},{"variable_id":83,"dense_weight_expression":0,"result":10.9725,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":19},{"material_id":526,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":20},{"material_id":527,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":21},{"material_id":528,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":22},{"material_id":529,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":23},{"material_id":530,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":24},{"material_id":531,"dense_weight_expression":11.1188,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":25},{"material_id":532,"dense_weight_expression":3.8249182997811,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":26},{"variable_id":84,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":27},{"variable_id":85,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":28},{"variable_id":86,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud Mount","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":29},{"variable_id":87,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":30},{"variable_id":88,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2.5 mm)","description":null,"sequence_no":31},{"variable_id":89,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":32},{"variable_id":90,"dense_weight_expression":21.873193967495183,"result":95.03714013316595,"sign_material":"Total Cost","description":null,"sequence_no":33}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Fabricated Channel Letters - Non Illuminated","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":23.08,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":44.17,"nested_area":14.63,"occupied_area":7.02,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":23.08,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1384},"TATDays":14,"testDenseWeight":21.873193967495183,"vendorName":"EpicCraftings Pakistan","quotationId":1384},"timestamp":"2026-04-03 10:52:41"} 
[2026-04-03 10:52:41] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 10:52:41"} 
[2026-04-03 10:52:42] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-03 10:52:42"} 
[2026-04-03 10:52:42] local.INFO: Incoming Request {"data":{"sign_type_name":"Fabricated Channel Letters - Non Illuminated","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":23.08,"sign_width":"120","dimensions":[{"id":"e5548996-82bf-43a4-bf92-330bb95ef1f8","height":15.9,"width":14.62},{"id":"28e65d14-332e-46d5-adc4-0ddf60d8748b","height":16.67,"width":14.62},{"id":"1632536e-1d32-4718-b95b-fd4d9d036b64","height":21.67,"width":7.82},{"id":"8575eb26-618a-44c9-847c-1551a00ccada","height":22.05,"width":17.56},{"id":"fb4b9280-7834-48ba-9fa9-c5264de93204","height":22.44,"width":13.85},{"id":"fd87517a-8e72-40d8-9ad5-970b6f1fbf43","height":22.44,"width":13.85},{"id":"5a0fc181-6694-4d4e-bd62-eb6377b0df5f","height":22.05,"width":20.51}]},"timestamp":"2026-04-03 10:52:42"} 
[2026-04-03 10:52:42] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-03 10:52:42"} 
[2026-04-03 10:52:42] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Fabricated Channel Letters - Non Illuminated","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":23.08,"sign_width":"120","dimensions":[{"id":"e5548996-82bf-43a4-bf92-330bb95ef1f8","height":15.9,"width":14.62},{"id":"28e65d14-332e-46d5-adc4-0ddf60d8748b","height":16.67,"width":14.62},{"id":"1632536e-1d32-4718-b95b-fd4d9d036b64","height":21.67,"width":7.82},{"id":"8575eb26-618a-44c9-847c-1551a00ccada","height":22.05,"width":17.56},{"id":"fb4b9280-7834-48ba-9fa9-c5264de93204","height":22.44,"width":13.85},{"id":"fd87517a-8e72-40d8-9ad5-970b6f1fbf43","height":22.44,"width":13.85},{"id":"5a0fc181-6694-4d4e-bd62-eb6377b0df5f","height":22.05,"width":20.51}]}},"timestamp":"2026-04-03 10:52:42"} 
[2026-04-03 10:52:42] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Fabricated Channel Letters - Non Illuminated"},"timestamp":"2026-04-03 10:52:42"} 
[2026-04-03 10:52:42] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":14},"timestamp":"2026-04-03 10:52:42"} 
[2026-04-03 10:52:42] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":14},"timestamp":"2026-04-03 10:52:42"} 
[2026-04-03 10:52:42] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-04-03 10:52:42"} 
[2026-04-03 10:52:42] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":14},"timestamp":"2026-04-03 10:52:42"} 
[2026-04-03 10:52:43] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Fabricated Channel Letters - Non Illuminated","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":23.08,"sign_width":"120","shipping_weight":21,"shape":"rectangular","dimensions":[{"id":"e5548996-82bf-43a4-bf92-330bb95ef1f8","height":15.9,"width":14.62},{"id":"28e65d14-332e-46d5-adc4-0ddf60d8748b","height":16.67,"width":14.62},{"id":"1632536e-1d32-4718-b95b-fd4d9d036b64","height":21.67,"width":7.82},{"id":"8575eb26-618a-44c9-847c-1551a00ccada","height":22.05,"width":17.56},{"id":"fb4b9280-7834-48ba-9fa9-c5264de93204","height":22.44,"width":13.85},{"id":"fd87517a-8e72-40d8-9ad5-970b6f1fbf43","height":22.44,"width":13.85},{"id":"5a0fc181-6694-4d4e-bd62-eb6377b0df5f","height":22.05,"width":20.51}]}},"timestamp":"2026-04-03 10:52:43"} 
[2026-04-03 10:52:43] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-03 10:52:43"} 
[2026-04-03 10:52:43] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-04-03 10:52:43"} 
[2026-04-03 10:52:43] 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":"2026-04-03 10:52:43"} 
[2026-04-03 10:52:43] local.INFO: Sign Type Lookup {"data":{"sign_type":"Fabricated Channel Letters - Non Illuminated","found":true,"sign_type_id":14},"timestamp":"2026-04-03 10:52:43"} 
[2026-04-03 10:52:43] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":14,"has_module":true},"timestamp":"2026-04-03 10:52:43"} 
[2026-04-03 10:52:43] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-03 10:52:43"} 
[2026-04-03 10:52:43] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":5.0},"timestamp":"2026-04-03 10:52:43"} 
[2026-04-03 10:52:43] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-03 10:52:43"} 
[2026-04-03 10:52:43] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":716.1,"dimensions_count":7},"timestamp":"2026-04-03 10:52:43"} 
[2026-04-03 11:37:58] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"3","sign_width":"0","sign_height":"120","sign_type":"Standard Face Lit Letters - Plastic Trim","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":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php3F18.tmp"}},"file_present":true},"timestamp":"2026-04-03 11:37:58"} 
[2026-04-03 11:37:58] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-03 11:37:58"} 
[2026-04-03 11:38:00] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":22},"timestamp":"2026-04-03 11:38:00"} 
[2026-04-03 11:38:00] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":15},"timestamp":"2026-04-03 11:38:00"} 
[2026-04-03 11:38:00] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":22},"timestamp":"2026-04-03 11:38:00"} 
[2026-04-03 11:38:00] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":22},"timestamp":"2026-04-03 11:38:00"} 
[2026-04-03 11:38:00] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-03 11:38:00"} 
[2026-04-03 11:38:00] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-10-28 100336.png","query_param":"width","query_value":"120","file_size":17252},"timestamp":"2026-04-03 11:38:00"} 
[2026-04-03 11:38:00] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent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","detection_approach":"prominent_color_detection"},{"index":27,"position":{"x":221,"y":16,"width":41,"height":35},"scaled_width":15.72,"scaled_height":13.42,"actual_filled_area":144.63,"bounding_box_area":210,"exact_perimeter":67.24,"approximate_perimeter":63.22,"convex_hull_perimeter":46.43,"perimeter_pixels":175.39696961967002,"original_contour_points":62,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.17,"compactness":0.402,"perimeter_to_area_ratio":0.4649},"image_base64":"data:image/png;base64,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SYm/HTEqTUMd8/Al84+dd1PBbKTQ+PqLf72z76P3t1nUk5YnMzIVSjWh0juCF3D6aJmHIxxnhNComoazHumq2NsY5NF2zGfVRyfPGQ8GDMeDcjMGLSRxekRgyIntJGYEgz6pSQBNeuTKY+UghIV8umE+aJha2cTRsNnB+Kk4u3f/2Pml2/wyniNUd2RvCNqoCYSQ4MARdFHHusiE19gs5ryzAafVjUPu0CloCtD/OqUg8MjFlXFdj6gPj1lLR/S1hUroxGz2GJJCNo7XRIwM8AeB4dsMORgPkOnU77yL/8FWHw2IDvYt3t/8SMWH91mcFKjFvAqJAskDFnu2iNJEhy0SdG6IYryoF5w+eEDXv7332G6vcb2hfPQRR5cucr9dz9g3gYGmbDoKrLMUxGJTvqkuZRASRJpqUxTUhKQDTzz2JLKnOm5C8j4s+fn6Rb69JhrP/i/2N0D1kTJ2o68yAmph1HScif7U9wqpExpgbQy5XiUs/WVN3nlf/xnOLsFWxtgifNXXmcuHfMPb+Iqz+LohPEwYx4jJpAnh7O++FEg0ifaJGA46hCQ0YB8ZRV2tp5qnc8A2b0jS//nJ1TX7rDaRDbyEtctMItAQi1RBMgEgkIUJSgELyRTKjVmo5Jv//f/Cm9+A1aHxGaBG5QwHvLS9ev8/OoNBmL4IqMTo3aGmjIUxdsySmpCRZeeoCRRTpuGYmeTtd3dPkp8zvVk+bB/zEd/9Q7FScO4BR+MSGQRG8Iy5mcJiqAUQXFJiOKonKcbDzlUY/21L8O3vgnDEVUMHOeevsthDLZ3aE4XhJM5o6wgtQnvc7Isw5niTNG0zD2SSJowSUQBvOOkrrjw+msg2TMCfXKPu5evMU5QhgRtS3JG6xKNS7Suz3kKuCSoKYbSOeVEE93qhIu/+zuwvgbDgkVe4MtV6pggJGgjOYrrEgPxuJBQAxGHBUNDgmiklB7f0RLBAsPJlKPZnO2LryMvrH+uiR4D2cGpXbt0idjUFKaU6tEEmnnaXJnnsMig8RBk2bxAMRxBHIch4LfX4SsXIXaYU6IvaIA6RCgG7H10g9VizERzXBvxosQY+wbiskKVx4uy5b2sh5wyWVuHZYf0V1to74C7v7jE1BTXBjInoEbslVV/OAWisFTBCbE+Z4jBeHObnQuvwHgCIpw0HRlQtzNWB0OIcPXn75MlwatSVRWZOtT6Ctqp4QVUBVXFiUPVoZojmnPctey+egGGxTMCXb/Pyp1D2rufMvSeLnUEMYiJIgmjpBQBXDScGN47vDN86rCmg+h4483vQhBwOeMiowDWUWgjHB5xdOcuyQJa5gQFyTylCFQ1Sgc+EjXQhoBFJbMSR0Ewz8MYePWtfwb69PzzBJB9cmjce0C5aBiJ4qyX8r0EEcT61pJbNi0SEOmliVh/cHU4gq0tGA5AoYu9dhwY0Aa49jHadTRVRRMakiRi6vAomUCyQEgdYeliDoeYI5mnRdHpFLe9juw8Pf88aaFkHN+5TRs6sjzHJJFSRNR6aS89QBR9LEOiQBQhitJ5h25M4IVNyKDTwKxbACDJoA0cXr/B6nCMR/Am5OqwrkMsklIiYHTSZzrU92W7eqJA62C0uQa7u7+M5R8Aec/tOzepuxqX9/E5pV4RyDLmG/QgChGhE/oFOCFmymB3E9aHkCVaEl2Kvc6MBnXNrSsfMc5LXIw4S2SqpBDBEmYJfEZyAsu+m3MeQwmqtKpMdndga+0ZgeqK/f09QupwXjDiUhXIUlMtXQxI6ogCYdmWTaJE51l/6UUoBDRBrgzyDGehjyAPT7jz4VWYV8SqwbqAhYjX3oE1832CFiWJICgpQpeMVoQuc2xceBFGvzwg8Egp2P4+i8WCwiLSjwBwCE4MYkScPDGNTSJ93YJiAuaEzbM7PIq9hXqG6pA2QDTaK9dgVlGIp1TFi0AK+MxTx4g5I9ijgsgggsVEpxCyHB0OOPPyBWR19CtnwgpwcvSQSAIViAmJAYfhI7iQcJbQZJ+ZMJsZaoLiGJYF1HOIhl80SJdg1sBJxeW/+imr6ikTjLKMwikpBVzu6GJLWvYRLAkO1wefJJgJWpRkK1M498vzzxNAMUbEaW8d6+8CxZsh0fAJXOpbsmK9QiDZ8n8lM4EuwPEcqgaOZ1AlOK7gcMatn/2CvGqJJzMIgZQCbQy4rBef6h0CeFVycWSaIaLgM9ygJJtOYG312YEGo5K262hCR1EUdHUDISFtZORzUt2SyVJnhYTFhEf6nnMb4HTO7MrHcFrBaQN+AAcncHuPD/7n71HMaiZJetmjSsLIByWn1YIszwmpj4YjXzDIBsSmQ0QoRkPuHR3wxj//Jrhn61p7AC0ysmHJOCqnBzNWiwIfIHUtbWiZjIfM2gYEnHhUe9cICMkiZTI++Zv3uDgZwfmXoRjCtZtc++t32L98hUkQMovLrmiv0qOk/q8qLGVPV9V0qSEZpExYhICfThi/fAHZ/Xz99hmgfDhgFltipsy6hhU/pG1aJkVB1yxwOLxzBAxBHo83dPmCYYL99y9z/+ZNugBFXpKJ5/jTfTaLAVmCbNnJedTajboMKMs2wiDLoQ1YMnxREPOco65Cpxvw4rOdn8cuJ+MhfjzisK4Yrq9hmacNHflghC8KZkvXyLJetofQ0YWGFDqcGENxTNvIRh1ZWzTkBycMT2vWzXF2sobrOsR6PRi0r3Kj0CcGU9T6qJY7j2aKK3NS7qicUO6sw3T8qzieBGI04I03v8mDxYx8dYWU5wRRWosgy45/DLQpkiQhTlFlqSSMjMio7ZhWDZs4NkyYJmEQE83JCSfHD3u1oX21G5TlyJE+SprQNTUpRQxYpIajVBHHGWcuvgrDz69/ng5U5nzlW9+iyT17s1MqIqnwHM9PCWIMpxNOqwVt6EgquNzhc48uB00SAxtFic7mhMND4vEJLObLUX3i5ZcvkJbf7DySTWnZv36kE4ss7+tANWZdw2E9x8Yl21++gGxOnvmbpN7lJmui587y+je+zmE1o4oRLQs6UaITghiSOcz3Q6hoiS4GQgokC4gZJ/v75MnYnq4wKQt8SgwHBQ8PHhBj/Af6r7fOo6zmUu9yg7wgLD+D0TInZkq2OqY4/+IzW4cnyoetbf7Vf/gd4mREPcxpJwNkZUznHJ8eHDAZTRlmA5wpbd0xr2qqJixnnZ7R2V2a6ZA7zYz77YKVV8+z85/+I+svvchhPe+LQjxGBjjEPFhOwhHFc2KJB03LqfewvopsrlNub8HZM78W0OMmiaytiF362P7Nf/svvPf9H3Dv6g3OiGcry5lM16kP55RZTqY5mRbIOEOyjEXbsNdWnFQzmtIR8pJvvfUmk4tvwAtnufq9GeWgZBLBd4Y2sc9ly6aiqSM4ocuUeGZKnTtuPnzIYmXAdy6+Bm39jwMCkDdeEnv3Q/ua93y8/g7NrbuctpE1mTDbe0BQj3OO5BxBlCDQlTknQ8/h1HP2t17n5ddfY+utN0EV7t7n9kiID455eXWbYWOUmaGxj3hJheSV6BzH1ZygkApPKDcod1bxm+vIzvav9U3fU39st/ase/8SV376Dnfe+zmze3vsrqwS6pY2dDQxEVSQwYDJ2gq6scobv/2v2XjlAm5zHTl3TgCO/uYdu/HBhwyCYA9nlK1RxGVXR4WkQsgUhzAwJYRAyB1VrrA24vw3vob/6uu/ORCAnbRGDPDgEPb3Obp8iaaqiQmyYUm5ssJkbQ3O7sKZbQgVsrnx9A2azYzOIPRKGgOcPL6fRUX/f3v9HblT/8Bt30PLAAAAAElFTkSuQmCC","detection_approach":"prominent_color_detection"},{"index":30,"position":{"x":80,"y":2,"width":55,"height":49},"scaled_width":21.09,"scaled_height":18.79,"actual_filled_area":274.49,"bounding_box_area":396,"exact_perimeter":86.96,"approximate_perimeter":81.44,"convex_hull_perimeter":69.37,"perimeter_pixels":226.8111831820432,"original_contour_points":82,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.12,"compactness":0.4561,"perimeter_to_area_ratio":0.3168},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-03 11:38:00"} 
[2026-04-03 11:38:00] local.INFO: Nested area calculated {"data":{"nestedArea":3603.7001},"timestamp":"2026-04-03 11:38:00"} 
[2026-04-03 11:38:01] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"eaf26298-e354-4a92-8558-0775a79c6c19","height":12.65,"width":13.42,"perimeter":47.97,"area":89.37,"image":"data:image/png;base64,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fKd0XS1aEv/1fP2acjNB0YEpacbuDKj8L2DPodlSsj0MCkN2TmVGPNyApySIhBPCORdeykMTIVdTiCaoUVhAsGz5VhzrDROkS6GyOqLI5GaHTBfdPb3GnVerOY0enJns7X/LMnpxy8Pk93jGPNR3egTl9yguvH8wsooiAGpIUSdla6yp8BCQp2vb4PlG6QOkCMUa8gV+ddXEEJJMCKiBGVMUkMpqMESKiRnIeSUJvnpNPH/E3s+9z47e+8yrBvhjs2aefUTpPJYmAZeadFQGugP+CZKNFghgimTkQPAlPn6BQRfuOEkcVPZU4ah8o/BhPjyn0mlCDcgjXVyFn740kyrJfEkhUQNckWhW2tnYYuZp785azj29h06nJ9ouN1XMTATs+sqNbn3GxqAkKzjl6JyRxeHMEdZQKQRV1PcklxCJYIgCleCpfUriK5ANzHzivS5rtCc32hLNCaCS7MK9KnC2RlA2emCNIIISALwt8WRDqinJSoQLeezbGEzaqiok4xsngvOHOx7dh3nwJyVrJ8Y8+pD6ZcXr4hO0r+zQpUlQ1RdvjmpYJIKIsZEkqBNGOzXpCPJiRrEILT1+OuLdYEH7pF7jXn9OklonAlc0JR4en7OCYlJ4wN0IKeBwlBZiQLKH9UO2zSOojdVHikxKbFlSILGlTItQFhfkcgr4x2I8/Iz45YUchjEfMFnP6MvvUtWQRcIqGRPSKOZg3c6rCMxptcjzr6ENg4+Yv8t6//n3e2fAsidh0ijs4ZvqTD5l+8jnadWyMa7RL+CGbsZU/f8YywFBO0HxUgvOY8wSXj82oHL3Skz731/nnnxObBjFlYzKma5bZ6KjleqkIiKBehtIFRO9oY0JGgeXIczBriFVi/LW34bvvs3lzXwDswSPj8SEXr+7z0//4nzi6+wBDqFwOK5MAqhjyhYQCcnCSTBFxeOexEBAfMCcUoxrZf3FtluedWXtyakcPD/AG7XyBQ6iKIu+qDfVVkSEWzhKICEsSUtf03nPStyzGJScV7L73KzDy6/Hl2hWRf/gN4Te/Rbh2maYsWWCZHh38+NPy5TNZlBPMsqFcRVfZM+TKYTWqXyrV54JlseDg7l20aUh9BxrRrs0u4pmQMS/CkSQrW59ilrAmGlXCpV2OC7j4D76GXH2Ow9/Z4IiI1SXVZGNdtkySb+P/qdUO19CUkDc5ZdeUBEZb4y8Bdjbn+N59UtuwNZ5QlxV92xFM1qWM7IYyWW0CIp461NAqLmWLmbynCQ4u7rxgauPgZIokT+VKdAC5KkivS5/PeVMFoipdiiiGFIHRhRfN8xKw+vCA5fEJNcJGXePFcC7zwG4oLStGL0YcVEgMNikZNbBhJb4zzs9mXL/5FQjFC6Yu6GcNo97h5h2YW4NdV3CfkaxZ5p/Eu6E/Ixe5CAVFXWdq9k3A2p0H9vjTz5F5w8h7rO9YLGYURYEXl5mK1c4Ok5lZrpUue4oOJq5Ce2XZ9fzaBx/A5gsW0Ss+CdtSE9q8iSaW+zLWMXiuz67AMtgLnKzDVgsOX5frEsdrgyVFHn38CbUak6LAUqRLkWQJH4SUUjb7RZGDYxGKoqC0QCUFpTmW84ZqPEHKisnNm8jO8y1kvHWbDV+TzpaMNIeL5oQ0GCCHECQTBiuiXUSIUWnanqKss71wnotX9qEqXwn2i66nSxx+doeqi4iDtlsimhiPx8Q+oZJQ87mW4xRTQ3owFI0O7wJ94Vk42Lx2CTYnL5w4th0SNbOEqgg6mB2/rvyteqCc5ZQyiEMc5BlzVoVzVBtjhh/eAOyTI2b3D7hRlIzIu4xz+KqktzbnmlnhQHJTiDfDSSCSSKGgDcKRV3a/dhN2Xgx2sVigFldR8Pp7N9CxrFoSht4RAcR5nDO8QIegzpEcbOxsg391/r7eDnv0xB7/9H9TtD1boaB0QigcUgiLfpnPkxPM5UraylAEMpWaTOgLz3npOAnK3lduwOjF4dtyPsOlRPDZwonqECEpWMIlQywN/l3z18O5RYReU3Z1pmzvXni6Q68DFl/ys7/6a7aLElu2dItlHrzwnDUL2hRpUyRqWt8pJbSLpD4hLtB4YVrAclyyff0qsv/8/NJOT6w9n+I1EnxuG1gR7X6ttk9V2Bnr6oNq1oKkCiK0SSm3t5CLF14p2qdglw3Hd+6zXZRI29Iul5goUmS/oz6X91eVudWnJ+egIpmJaL2juniB0eXLL541Rfrzc8qYKF1uH3CmiOnTM2pD+GC6rjqoar5XkZMTuhRh8uqAgi+c2U9uU5gQklH7gqAJGUqEviohZvpFZOidcOAUCsnBebfSwMKzd3U/9xS+6Ooi6WxO0UcqLfGanrYPrSQ5RKer/3XokFPNRIEALnhiSlC+2hKzkqxNZ/bphz9j7D3z5RKrK+KoZCmOs6ahNaNRaEm0ZrSi9CidGgtJLDA6Bx2KBsfm3u5LLTG9YsseixCBVoQeoRdP46FxQuOFVoTWCR2O5BxRPK33dCEQvUdcyEctvF7lNT/V9hx8fJvdckxXtRxYYjwaYaaoVdnPFU8pzjRUBKyApQYSQgoVWgRaU955/1vQzl8ya8VstiCMNziaDt2s9ZgkSm8Op2T+clVXGgKIHsVEmDZzRlvbnC6XbE4m0PavDzbNZzw4PGTUzOl8bggpnceS4s1TBkfqY+5My9OvLaMGSCK0dPjNMexswoVt5NqVFxuMZklX17TbI/qYkEqIhZJk6IIxkKHbbWVWfFnQ9T2UJbNgjDdquklBNRlD7N5AsuOar//u95gsOkSEMjiIisaO4DyjqqBr2nWR2WzoRxzqOtE5zhD89iZzJ3D9ystn3dri2nc+IHzj68i8oXRGCrbuR5YhZ87lk4GTMqPpO0I9YtG3SBGIYjjv4ebV1wL7pTrJ/39c9ujIWFne1ENKryx3/L2+/i82cbz09V93MgAAAABJRU5ErkJggg=="}]},"timestamp":"2026-04-03 11:38:01"} 
[2026-04-03 11:38:01] local.INFO: Number of letters detected {"data":{"noOfLetters":22},"timestamp":"2026-04-03 11:38:01"} 
[2026-04-03 11:38:01] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1000.7700000000001,"perimeter_in_feet":83.4},"timestamp":"2026-04-03 11:38:01"} 
[2026-04-03 11:38:01] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[8.89,20.58,8.97,26.75,20.87,26.46,35.57,14.92,38.66,11.91,15.29,11.98,37.7,23.96,31.75,251.64,89.37,155.51,144.63,45.86,211.88,274.49],"actualFilledAreaSum":1507.6399999999999},"timestamp":"2026-04-03 11:38:01"} 
[2026-04-03 11:38:01] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":10.47},"timestamp":"2026-04-03 11:38:01"} 
[2026-04-03 11:38:01] local.INFO: Average character height calculated {"data":{"avgCharHeight":10.647727272727273},"timestamp":"2026-04-03 11:38:01"} 
[2026-04-03 11:38:01] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":313.0,"originalHeight":130.0,"ratio":2.4076923076923076},"timestamp":"2026-04-03 11:38:01"} 
[2026-04-03 11:38:01] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":49.84},"timestamp":"2026-04-03 11:38:01"} 
[2026-04-03 11:38:02] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"4784.664536741215\" viewBox=\"0 0 313 130\">
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RQghCMMQTdOQUiKEQNM0fN9HCEEQBOi6TqlUurK9b+GyQaNpnxw5cgTHcTAMA9M0Yynium5MFt/3SaVSsZE7PDxM0PLIfipg0LRPDhw4gG3bSAH1ej1WLaZpxtJF07SYTEII3nvvvfhgsIXFjYbYkJJKpXJRk24YBul0GsdxmJ6e5tixY0xPT7bslEWO2EZRoYwXgmmaTE5O0tnZyalTp3jttdcoFouXso8tXAVQ2xl0XccwLhwZ6TgO+Xye2dlZ8vk8v/rVrwCYKU+3pMoihgYQBgHFYvGinGdhGMZue8/zqFarPPLII+Rz+Uvf2xauGDSaE97X13dRRLFtm9HRUbq6unAcB9u22bVrFydOniBq+VQWLTSajrQ1a9ZgWdYF36DOfqampujp6eHkyZN0dXXx8MMPMzo2Shi2yLIYoQHYmZxYuXLlgifBUdNBL0XjCsOQfLGA53mMjZTo7u5mZmaG1/73VX7z/AvIVsLgokS862lv62TdupsJ/QDbSlOpVMhmswRhSIikXKti57L4YUAQBGSzWTo7O/HrLjKKsNNpfvrEEzz//P8wMTHWYssiQ0yUtG1z5513IoRgZmaG5cuXc/ToUfL5PKZlYZomlUoFwzIJZITjOLiuixACUzeQQUi1WuUHDz3Eu+++i+s6slartAizSBATRWhCbNmyhd7eXgzDYGxsjGXLljE+Pg5AJpOJiaHOfpKX2l4vXbqUbdu28eyzzzY8vS0Dd1FgTuBSW1sb9913H/V6PY6JtSyLyclJbNsmk8ngOA5SSkzTjGNWVKxKLpejVCrheR5PPvkku3btYmJiAseptshyjeOsmNkvf/nL3HzzzQBUKhU0TaOzs5PTp0+Tz+fjYKYgaNgqyeCmKIrQdR1d1xkbG2P79u089thj+L5PFAUtslzDmEMUIYTI5/N85zvfwfM8giCYE9E2OztLLpdD1/U4U9AwjHhb7Tl1wjCkUCiQy+Xo6+tj9+7dfPWrX+W3v/0tUoaypYquTZwlUTTNEJs2beKb3/wmhmHQ1tbG0NAQvb291Gq1WGLouh7bJ/PtFqdWo1IuMzU5Sd+yZTi1Gg9s385D3/8+01NTLbvlGsSCYYy1WkUKIbj//vvZu3cvq1atYmR4mN7eXkqlEqZpktL0WP0IIeJ42hAZqyDDMCiXy4RhSFtbG4Zh0NXVxde//nW2bt2KaVmthPZrBOecJClD+ac//YkdO3Zw6NAh9GbsbDabZWZmhpydwTRNpqenSaVS5HK5ePusovWVlFHhk8rotW2bjRs38pWvfIXPfvazpFIphGa0CHMV47yTo8jy4IMPMjI8jK7r1Go1MpkM9WoN13Vjb67ruliWhdRErIpouvzVdea+Etd1yefzbNmyha997WsMDg42OtQizFWJC06KlKF88803uf/b32Z2dpb+/n5GRkbQZGM7HQQBjuPEqqZer8e5yUqSqDhcXdfj3ZGK6J+amsKyLO655x7+8b5/4vrrVlMoFEhZZoswVxEuajIcpyo/+vBDfvjDH/LOO+80JlJr7HyUUaviaKWUsVELnKWGdF3H8zwALMsiiiLq9TpCCNLpNLfedjt33HEHW7ZsIZvLIaOolbJ6FeCiJ0DKUH704Yfs2LGDN954A0NoLF26lLGxMTzPo729PY7SV1JDkUOlechmyGVbWxupVIpqtRqXzwiCgOnpacx0hmw2y8DAAF/4whe444476OvvBykReqtIz5XCxxp4KUM5MjzM448/zt49Lzdu0CSGUiuGYcSOOKVuVBJZFEUUi0Wmp6fxfR/bthFC4DgOmqY1HHqycdakYl36+vrYsGED9957L7d9/vNUyuVWiY0rgI894IHvSt0w+Om/Ps6TTz5JV1cXlmXx0UcfYZomhUJhTp4yTTIp1Ot1bNuO85c9z0PTtDiNtVx1sCwL27ahGXoZNCPwurq6+MY3vsHq1atZvXo1diZD4Pste+Yy4C8a4LpTlVY6zYE33+T7D/wLhz78P65fsZJ6vR5LEpr2SRAESCnnOOmSRu78tFXfD9EMA0PT8MMQISVoGhoQRBG+69K3fDnrBwfZsHEjm265hc+sWQNCtOyZS4i/alCllPL0qSH+6+mneGXPyw2fii5wXTdO6yBh0Kp0ENM0EaLRThnEqVQqfg3DkNAPCKIQIUEzdFK6gWbohH5A3XMREgwzRdq0WNbfx11/dye33f551q5dSyRAQyCMVIs0nxD+6oGUTf2yb98+fv7zn/PeO29TKDQi4FSymLJPcrkchmEwOTlJFEW0t7ej6zpTU1P4vk82m8Wru3OOCWgGdKtLhTuo8htSSoIgIJ1OUywWae/sYO3atWzevJnBwUF6enoQzewCobWkzV+KT2zgXNeVURSx+9n/5plnnuHgwYPkcjmAOBU1iiI8z6NYLMY14BRB4pKkfgBNp9ycjibsnCBotLEsKzaeHcdpJM0LYhsnm82ydOlS1q1bx+bNmxkYGKCzs7NFnL8An+hASSklgc/IyAjPPfccL730EtPT03ieF3txoyiiUqkgpSSfz2NZFvV6PY5zaS+2zZEgwBwJ47pubNOo/ysHH0Aoo7OMaeW/0TSNG2+8keXLlzM4OMhNN93E8uXLySUS2Ny6Rzpjtwg0D5dkQCLPlcIwmJmc5KmnnuLFF19keno6Vj+qNLqq5OR5HoZhkM1mqVar8cQmjwGSMS/KxkluwxV51KvKFkilUnFbVdFSOQDV6XhfXx/XXXcdPT093Hrb7bS3t9PV1YXZDJ8IfB/XdckV8p9aAl3SB5+ZGJeF9nZq5TK7du3ihRde4NChQxSLRSzLirfGlmXhui4zMzNks9k5aiaJ+epI07RYmkRRhO/7sUdY2S6KYEqiqHOopGOQhNTxw4YDsFgs0t3dzYoVK7jxxhsZGBigr68vjsdREmyO1EpdO+dUYRjKhap5lmdmmZqaYmhoiFKpxObNm+ntW3Z5Kk1XK7PSsiyEEOzevZt9+/axf/9+KpUK6XS6EaBtmuRyOdyas6AfRk2yIpUqgJz0+irJYxhGLDmSZdiV7yZJluR7pZQ4jhu3VQRUqjMIAnp7e8nlcnR1ddHd3R1fHR0dZHI51qxZQyaTIZfLxRIpiaBJZk3TIDn8iWc2zIV3a6EfSE0/R1X6Zv+Fps25l5QS3/ep1+u4rsvx48fjRTk+Pk6pVKJUKjE5OUm1Wm2k4YyNUalUuP766/nRj37EzX+7/vKXJJcylOXZWd5//31+97vf8frrrzM0NISmaWQyGabGJzBNE6sZ+U8zk9F1XTzPi725alX7vo/neei6jm3bsd9GSYr5p9hJSaLOpZJqLp3OxJ+ldlbJejG1Wm2uTdQ841L3KVerMVFTqRTpdJp8Pk9bWxvZbDY+vkin09i2TTqdjqtaCSHIZDJzbKpkf9W5mLLPXNeN7bt6vY7v+1SrVWq1GuVymVqtFhNELa7kIiHh61LSN5PJUKvVWLJkCffccw//vG0bQjuXjL8MCANPhmHI6Ogof/jDH3jxxRd544036Ci2xQ9O05BNRvkrdcW8yVfEURNMkyTzB0ZNvtq2q5DOM+30s6RM8rpQIr8414pvYqF7qr6p50i2nY+kJE1GFpKQvEnyKpvN8zw8z4uJ6LouURSRTqfjejeGYTA7O4umaaxcuZKnn36abC6H0IT42F8V90lBN8643T3XkZ/73OeYmZnhlzt/wcGDBzl16lS8Ksvlcuw7qdVqcXZA0jZRKy2dTsekUapFGbLJlTg/5SRptyQnKDmJnGPykoguUGPmQlW+5+d/z/88Va41STTlLlCkmy9RlSPTsiwqlUosqRUplcRJ3v9b3/pW4/3NL8K4qowvKUOJlMzOzvLnP/+Zffv28eqrr3L69GnS6TRtbW1Uq9U4Wk4NhhL1uq4TuN6ciDrVRpHHtm18348HNyneG5Wlzqyd+SS5OFxcOdX5wVzEUuLcEmW+BCIhWZJtkvFAaoGoZ1W7QGVzqd8B0uk0o+Pj3HXXXfzbE0/M+baUq4ooSagAbN/zOHHiBC+99BJ79uxhfHw81qfJB1cHjCI6Y1fM9+wqMig7RhFMrcIGYRqfvxBJFKHOByHOL3EWmvzk5ySJulB7RfD5alVdyl5LBo4pg159hjL0aZJHLRzLsrBsm0cffZSNt9xybRAlCXViDXDk8GE++OADXn/9dd59913GxsbmHETm7AxhGM754qmkwarIkrQH1ODruo6QZ6uG5GRdsHyZdn6iXEhKJYmyEKkUARa6aKoO9YzKTklKXM/zYkKpxabCQwqFAn9/991s27btrNifa4Io86FUVK1W4/Tp07z99tv8/ve/5+DBg5SnZ2IrHjX5CYIUi8XYIExuf2kOssYZ/4ga/OTPF1JDEecnkpJcScLMJYQ2p+389843dufHIpumeRaBkp7uZNVPNTb1eh3ZLDD9i1/+kvb2djK57LVPlPmQMpRBU3yODo9w+PBh3nrrLT744ANKpRKO48QrTB1WhmEYp8XSlDqWZRH6UfOeZ5OEizBGpTi/appvG515BvUZ2jnVEwmicY5dnUoHTu4MSdhoKsxDEaO/v5/Vq1czODjIunXrWHXDDQt+k9uiIMp8eK4jDaGBruFUqhw9cZyD773P4WNHOfLhR4xNTjA7NY0XBhBG1Nw6oec3yWLH91loh3Mh1aNpjZoymlz4VQYhUhMYQkNqIv67iCSRAB2dqClXIkBIOef3lK4TShnH5wgpCaWM26VNk1BKiCJCKcnaNt1LlrDquuvoWbqUz6xaRVdPDyv6++nt6yNlmoRBQOB5pOdJkSQWJVHmQ0opkc2nlRBGIRNj4xw5dpSjh49w9Pgxhk6eYnx8nNHR0djnoHR40oOby+ViJ18yIGvOVlUT6EIDTaAhiJAQSSIkVsokiM7E2xDJuJ3QNYRsFCxKvqKJ+HciGf9dM3Ty2RxdPd309S6jvbODzvYOOro6WdG/nOUrV9Dd2YVlpyGS+GGg4no+9rx/KohyLsh5IkM2843K5TJj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","detection_approach":"prominent_color_detection"},{"index":28,"position":{"x":2,"y":3,"width":78,"height":25},"scaled_width":29.9,"scaled_height":9.58,"actual_filled_area":45.86,"bounding_box_area":286,"exact_perimeter":92.87,"approximate_perimeter":86.69,"convex_hull_perimeter":67.7,"perimeter_pixels":242.22539674441643,"original_contour_points":88,"approximation_points":4,"shape_analysis":{"aspect_ratio":3.12,"compactness":0.0668,"perimeter_to_area_ratio":2.0251},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFIAAAAdCAYAAAA5IjsiAAAABmJLR0QA/wD/AP+gvaeTAAAH80lEQVRoge2Z628c1RmHn3NmdmbWWTte48QOIDvEduoQbOykoPKBVKgK5QN8iECVQIj/oWr/rkrtl4qUNLS4ok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","detection_approach":"prominent_color_detection"},{"index":30,"position":{"x":80,"y":2,"width":55,"height":49},"scaled_width":21.09,"scaled_height":18.79,"actual_filled_area":274.49,"bounding_box_area":396,"exact_perimeter":86.96,"approximate_perimeter":81.44,"convex_hull_perimeter":69.37,"perimeter_pixels":226.8111831820432,"original_contour_points":82,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.12,"compactness":0.4561,"perimeter_to_area_ratio":0.3168},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADsAAAA1CAYAAAD/L5PDAAAABmJLR0QA/wD/AP+gvaeTAAATsUlEQVRogeWaW69cyXXff6uq9qW7z5WH5CHpGdKmLEsz1kSxNGPDkJVEjm0gQWAbyUs+QB7ytfIWIAgQwEkAyxFgOBZix5YjaaKJMRxqZng/5Ln1OX3Zl6q18lC7m5yY13nJgzew0ed0711V/1qr1uW/Fvw9uuTLvDT987+0oNDFHi0DRenRpsXZakgH5vLnMIXgUVEcoGKADqPl75yu3gGTfAOI5bselcQY6VOkj5FOjP3f/s4brf+NwdqjEzv8b/+d8wePmD5+Qt/3TMY1dM0AFlSegjUZwIqgA/xnwbrh06tbwzcBHVbmBrB90+OcoyxLRhsTtvZ22b64B3sXYHMMAfjlX0IubLwQU3hTsETP5z/6CfNbd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"},{"id":"a11b9494-cc30-496a-8bcb-82439823e0ee","height":13.42,"width":15.72,"perimeter":67.24,"area":144.63,"image":"data:image/png;base64,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"},{"id":"5c8c5218-ec0c-44a3-9335-11e44787b04e","height":9.58,"width":29.9,"perimeter":92.87,"area":45.86,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFIAAAAdCAYAAAA5IjsiAAAABmJLR0QA/wD/AP+gvaeTAAAH80lEQVRoge2Z628c1RmHn3NmdmbWWTte48QOIDvEduoQbOykoPKBVKgK5QN8iECVQIj/oWr/rkrtl4qUNLS4ok0gF8fxen2rvYnvMb7sjmd3Zs55+2HtxaUJiIbcID9pNXN2NEfvefa8t7PwVE/1KCWxkWS7LIlJBcB91AY9zpI4FhynPkhT0jQljmPW19f564XzzJTm+MUvX4enIL+WiJG9+yiKWFhY4O+f/4Px8XGWl5cplUqsrq6ytbVFtVpFa03G9xg4PQw/ZZDlaEeUUgS+x8LyIn/+5DxXrl5lolBgYXGRsFIhSVOyQUBUrRLXagjgZTK0Hz7EwEsvceLECXq6uwBQj3pBD0vr5S1pamrC1S4rayuMjIzwxRdfcO3aNSrRDnFUxSpQVrAKsp5PNneA/r7jdB97gVMvD9HX/zPa823ojIurNBlAWYtyMupHCzK2dVcVERYXFxkdHeXy5cuMjY2xuLhIFEWIglwuR6VSIQgC+vv7OX36NAMDA/T399NxqANBUCiMGALt3pPXjwpkGO1IEAQoFNdHr3Px4kVGR0eZmppifX2dIAgQEarVKp2dnfT39zM4OMjQqVMMDw/jZTziJKZWq5FvbvlebJ54kGJFKmGF9bU7LK+u8K/P/8n5T/7CrfkSfjYgjRPQiozjcqjjMKeGhnn9l2cYGnyZ9sOH2N7eJtfSjKud+2KhAO4UZ+SZ556FwMOahFQs1lqCbBYSA3q3BEgSRIHyMqAgTVNcx7v7zMZQSxL8IPgWCgJY0Apk1xoru1YpUGBqMY7vff08NVgFWmkEoTBW4MLFi1y8cIFbCwuIMSTG4CiFk8lwpKOD06+8wq/PnuXkwADNLS31hesfNqy5AMvLy/zhT39kc6fCTlLjwMEWXMfB8zziMEJSg4igtUa0woglEYuIYBJLxnFwHAet9T6OBmtt3WilUPvstrb+rohgTILWuj737ncAruviui7GGJIkwVpLNpsln89jjGFmZoaJiQkWFpZIkoSmpiYONjcThiGO4/Daa6/x1ltvcebMGbTW+L6P9jIPzANdAL8pS779GTZuh4wXJ7i1uMBXd9YBaG/NU9kuN4x1vQy1NAFHEwQBLi5KBGttY9EiguM4DRB7EJVSDVhffwxa68azPfh77wP4vo8xho2NjUZiaGtro6WlBd/3yeVyVKtVRIRz587x0Ucf0fncc5g4xg38hxK+FMD86E1pbmsl/2wnKFjf3uTatWv8e3qGzz79G2tra1S2tgFIxVKJdkjF4vs+aZSgUbhaoxwHrCVOU5QIynFwtcYCuu7EjasSwQIZR9VdVcAgYCwGwUEhWiGpwSC4SuNlA7Kej0GIKiGVaIfaT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JbNi0SEOmliVh/cHU4gq0tGA5AoYu9dhwY0Aa49jHadTRVRRMakiRi6vAomUCyQEgdYeliDoeYI5mnRdHpFLe9juw8Pf88aaFkHN+5TRs6sjzHJJFSRNR6aS89QBR9LEOiQBQhitJ5h25M4IVNyKDTwKxbACDJoA0cXr/B6nCMR/Am5OqwrkMsklIiYHTSZzrU92W7eqJA62C0uQa7u7+M5R8Aec/tOzepuxqX9/E5pV4RyDLmG/QgChGhE/oFOCFmymB3E9aHkCVaEl2Kvc6MBnXNrSsfMc5LXIw4S2SqpBDBEmYJfEZyAsu+m3MeQwmqtKpMdndga+0ZgeqK/f09QupwXjDiUhXIUlMtXQxI6ogCYdmWTaJE51l/6UUoBDRBrgzyDGehjyAPT7jz4VWYV8SqwbqAhYjX3oE1832CFiWJICgpQpeMVoQuc2xceBFGvzwg8Egp2P4+i8WCwiLSjwBwCE4MYkScPDGNTSJ93YJiAuaEzbM7PIq9hXqG6pA2QDTaK9dgVlGIp1TFi0AK+MxTx4g5I9ijgsgggsVEpxCyHB0OOPPyBWR19CtnwgpwcvSQSAIViAmJAYfhI7iQcJbQZJ+ZMJsZaoLiGJYF1HOIhl80SJdg1sBJxeW/+imr6ikTjLKMwikpBVzu6GJLWvYRLAkO1wefJJgJWpRkK1M498vzzxNAMUbEaW8d6+8CxZsh0fAJXOpbsmK9QiDZ8n8lM4EuwPEcqgaOZ1AlOK7gcMatn/2CvGqJJzMIgZQCbQy4rBef6h0CeFVycWSaIaLgM9ygJJtOYG312YEGo5K262hCR1EUdHUDISFtZORzUt2SyVJnhYTFhEf6nnMb4HTO7MrHcFrBaQN+AAcncHuPD/7n71HMaiZJetmjSsLIByWn1YIszwmpj4YjXzDIBsSmQ0QoRkPuHR3wxj//Jrhn61p7AC0ysmHJOCqnBzNWiwIfIHUtbWiZjIfM2gYEnHhUe9cICMkiZTI++Zv3uDgZwfmXoRjCtZtc++t32L98hUkQMovLrmiv0qOk/q8qLGVPV9V0qSEZpExYhICfThi/fAHZ/Xz99hmgfDhgFltipsy6hhU/pG1aJkVB1yxwOLxzBAxBHo83dPmCYYL99y9z/+ZNugBFXpKJ5/jTfTaLAVmCbNnJedTajboMKMs2wiDLoQ1YMnxREPOco65Cpxvw4rOdn8cuJ+MhfjzisK4Yrq9hmacNHflghC8KZkvXyLJetofQ0YWGFDqcGENxTNvIRh1ZWzTkBycMT2vWzXF2sobrOsR6PRi0r3Kj0CcGU9T6qJY7j2aKK3NS7qicUO6sw3T8qzieBGI04I03v8mDxYx8dYWU5wRRWosgy45/DLQpkiQhTlFlqSSMjMio7ZhWDZs4NkyYJmEQE83JCSfHD3u1oX21G5TlyJE+SprQNTUpRQxYpIajVBHHGWcuvgrDz69/ng5U5nzlW9+iyT17s1MqIqnwHM9PCWIMpxNOqwVt6EgquNzhc48uB00SAxtFic7mhMND4vEJLObLUX3i5ZcvkJbf7DySTWnZv36kE4ss7+tANWZdw2E9x8Yl21++gGxOnvmbpN7lJmui587y+je+zmE1o4oRLQs6UaITghiSOcz3Q6hoiS4GQgokC4gZJ/v75MnYnq4wKQt8SgwHBQ8PHhBj/Af6r7fOo6zmUu9yg7wgLD+D0TInZkq2OqY4/+IzW4cnyoetbf7Vf/gd4mREPcxpJwNkZUznHJ8eHDAZTRlmA5wpbd0xr2qqJixnnZ7R2V2a6ZA7zYz77YKVV8+z85/+I+svvchhPe+LQjxGBjjEPFhOwhHFc2KJB03LqfewvopsrlNub8HZM78W0OMmiaytiF362P7Nf/svvPf9H3Dv6g3OiGcry5lM16kP55RZTqY5mRbIOEOyjEXbsNdWnFQzmtIR8pJvvfUmk4tvwAtnufq9GeWgZBLBd4Y2sc9ly6aiqSM4ocuUeGZKnTtuPnzIYmXAdy6+Bm39jwMCkDdeEnv3Q/ua93y8/g7NrbuctpE1mTDbe0BQj3OO5BxBlCDQlTknQ8/h1HP2t17n5ddfY+utN0EV7t7n9kiID455eXWbYWOUmaGxj3hJheSV6BzH1ZygkApPKDcod1bxm+vIzvav9U3fU39st/ase/8SV376Dnfe+zmze3vsrqwS6pY2dDQxEVSQwYDJ2gq6scobv/2v2XjlAm5zHTl3TgCO/uYdu/HBhwyCYA9nlK1RxGVXR4WkQsgUhzAwJYRAyB1VrrA24vw3vob/6uu/ORCAnbRGDPDgEPb3Obp8iaaqiQmyYUm5ssJkbQ3O7sKZbQgVsrnx9A2azYzOIPRKGgOcPL6fRUX/f3v9HblT/8Bt30PLAAAAAElFTkSuQmCC"},{"id":"7d2f95ce-187a-43f6-b027-45322c36dccf","height":18.79,"width":21.09,"perimeter":86.96,"area":274.49,"image":"data:image/png;base64,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"}],"no_of_letters":22,"perimeter_of_sign":83.4,"nested_area":25.03,"occupied_area":10.47,"avg_char_height":10.647727272727273,"widthOfSign":"120","otherDimensionOfSign":49.84,"width_of_smaller_line":20},"timestamp":"2026-04-03 11:38:02"} 
[2026-04-03 11:38:03] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"3","sign_width":"0","sign_height":"120","sign_type":"Standard Face Lit Letters - Plastic Trim","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1385,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":49.84,"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":22,"perimeter_of_sign":83.4,"nested_area":25.03,"occupied_area":10.47,"avg_char_height":"Less than 24 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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-03 11:38:03"} 
[2026-04-03 11:38:03] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Standard Face Lit Letters - Plastic Trim","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":49.84,"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":22,"perimeter_of_sign":83.4,"nested_area":25.03,"occupied_area":10.47,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":49.84,"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":1385}},"timestamp":"2026-04-03 11:38:03"} 
[2026-04-03 11:38:03] local.INFO: Looking up SignType {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim"},"timestamp":"2026-04-03 11:38:03"} 
[2026-04-03 11:38:03] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":24,"formulas_count":37},"timestamp":"2026-04-03 11:38:03"} 
[2026-04-03 11:38:03] local.INFO: Retrieved Variables List {"data":{"sign_type_id":24,"variables_count":13},"timestamp":"2026-04-03 11:38:03"} 
[2026-04-03 11:38:03] local.INFO: Price Map Constructed {"data":{"price_map":{"material501913":1.45,"weight_material501913":0.553,"material501803":3.6821,"weight_material501803":0.629,"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,"material502428":1.7679,"weight_material502428":0.021,"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,"material502185":1.7679,"weight_material502185":0.047,"material501880":2.4107,"weight_material501880":0.503}},"timestamp":"2026-04-03 11:38:03"} 
[2026-04-03 11:38:03] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable179":0,"variable180":0,"variable181":0,"variable182":0,"variable183":0,"variable184":0.75,"variable185":1.1,"variable186":1.2,"variable187":0,"variable188":0,"variable189":0,"variable190":0,"variable191":0}},"timestamp":"2026-04-03 11:38:03"} 
[2026-04-03 11:38:03] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-03 11:38:03"} 
[2026-04-03 11:38:03] local.INFO: Merged material items {"data":{"formulas_count":37,"items_count_after_merge":37},"timestamp":"2026-04-03 11:38:03"} 
[2026-04-03 11:38:03] local.INFO: Merged variable items {"data":{"variables_count":13,"items_count_after_merge":50},"timestamp":"2026-04-03 11:38:03"} 
[2026-04-03 11:38:03] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":640,"expression":"perimeter_of_sign * material502185 * variable186 / 3.2","dense_weight_expression":"weight_material502185 / 3.2 * nested_area","name":"Trimp Cap T401A UL Certified Red Italy","var_name":"material502185","price":"1.7679","description":"Precision-formed Jewelite Trim Cap  (T401A) - UL Ceritified.","sequence_no":1},"last_item":{"type":"variable","id":191,"expression":"totalCost * variable185","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable191","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-03 11:38:03"} 
[2026-04-03 11:38:03] local.INFO: Initializing MathExecutor {"data":{"variables_count":201},"timestamp":"2026-04-03 11:38:03"} 
[2026-04-03 11:38:03] local.INFO: MathExecutor variables set {"data":{"variables_count":201},"timestamp":"2026-04-03 11:38:03"} 
[2026-04-03 11:38:04] local.INFO: Dense weight computed {"data":{"name":"Trimp Cap T401A UL Certified Red Italy","dense_weight_expression":"weight_material502185 / 3.2 * nested_area","itemDenseWeight":0.367628125},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Formula executed successfully {"data":{"name":"Trimp Cap T401A UL Certified Red Italy","expression":"perimeter_of_sign * material502185 * variable186 / 3.2","result":55.291072500000006},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material501880 * (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign )","itemDenseWeight":10.48755},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"material501880 * variable186 * (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign )","result":60.315714},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","dense_weight_expression":"occupied_area * weight_material501913","itemDenseWeight":5.789910000000001},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","expression":"nested_area * material501913 * variable186","result":43.5522},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"occupied_area * weight_material501803","itemDenseWeight":6.58563},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"nested_area * material501803 * variable186","result":110.5955556},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, occupied_area * 10 * weight_material502468 )","itemDenseWeight":"0.8376"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"95.63963"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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 + weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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, material502204 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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_material502203 + weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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, material502203 + material502204 , 0 )","result":"0"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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_material502204 * 2, 0 )","itemDenseWeight":"1.118"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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, material502204 * 2, 0 )","result":"30.5786"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"2.97"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"15.323"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 * weight_material500611","itemDenseWeight":0.0103785134112},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 * material500611","result":10.3785134112},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00082429542},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * material500214","result":0.82429542},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.00786251016},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * material501055","result":7.86251016},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098 , 0 )","result":"0"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * material502350 , 0 )","result":"0"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.01615936608"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098 )","result":"16.15936608"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00784265328"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * material502131 )","result":"7.84265328"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0105009696"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * material502350 )","result":"10.5009696"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00083787264"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * material501680 )","result":"0.83787264"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscallaneous Cost","expression":"0.2 * ( 

formula621 + formula622 + formula623 + formula624 + formula625 + formula626 + formula627 + formula628 + formula629 + formula630 + formula631 

)","result":10.88123611824},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Dense weight computed {"data":{"name":"Vinyl 3630-26 3M Pakistan","dense_weight_expression":"weight_material502428 * occupied_area","itemDenseWeight":0.21987000000000004},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Formula executed successfully {"data":{"name":"Vinyl 3630-26 3M Pakistan","expression":"nested_area * material502428","result":44.250537},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable184 * nested_area","result":18.7725},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"19.0228"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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 , 0 )","itemDenseWeight":"8.3383318342327"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  (  ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) * raceway_height * 2 ) + ( raceway_height * raceway_depth * 2 ) + (  ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) * raceway_depth * 2 )  ) / 144 ) * weight_material501803 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, material501803 * ( variable186 / 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2.5 mm)","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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2.5 mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable186 * ( 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( 2 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ) + ( 2 * (  ( width_of_sign + ( 2 * backer_offset )  ) * backboard_cabinet_depth )  ) + ( 2 * (  ( other_dimension_of_sign + ( 2 * backer_offset )  ) * backboard_cabinet_depth )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable186 * (  (  (  (  ( 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":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Total Cost formula detected {"data":{"item_id":191},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":540.6062258094399,"totalDenseWeight_before_formula":55.79172613982389},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable185","computed_totalCost":594.666848390384},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","objects_count":22,"totalDenseWeight":61.37089875380629},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":22,"sign_depth":"3"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":3.07,"height":6.52,"depth":"3"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":6.9,"height":6.9,"depth":"3"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":3.07,"height":6.52,"depth":"3"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":6.52,"height":6.9,"depth":"3"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":6.9,"height":6.9,"depth":"3"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":6.52,"height":7.28,"depth":"3"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":7.28,"height":7.28,"depth":"3"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":3.83,"height":8.82,"depth":"3"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":8.05,"height":9.2,"depth":"3"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":3.83,"height":8.82,"depth":"3"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":4.6,"height":8.82,"depth":"3"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":3.45,"height":8.82,"depth":"3"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":8.05,"height":9.2,"depth":"3"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":7.28,"height":8.82,"depth":"3"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-15","width":8.05,"height":9.58,"depth":"3"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-16","width":51.37,"height":23,"depth":"3"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-17","width":13.42,"height":12.65,"depth":"3"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-18","width":17.25,"height":17.64,"depth":"3"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-19","width":15.72,"height":13.42,"depth":"3"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-20","width":29.9,"height":9.58,"depth":"3"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-21","width":18.4,"height":18.79,"depth":"3"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-22","width":21.09,"height":18.79,"depth":"3"},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:04] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775216285_e5a4553ae9db6f492409df7d1f97a568","bins_packed":[{"bin_data":{"w":51.67,"h":23.3,"d":13.2,"id":"unique","used_space":77.9194,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":23.3,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/9ff90bec15db7dba535c07bfa6df477c/1775216285-1659-8724954.svg","items":[{"id":"item-16","w":51.67,"h":23.3,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/9ff90bec15db7dba535c07bfa6df477c/1775216285-1644-5902640.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-20","w":30.2,"h":9.88,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/9ff90bec15db7dba535c07bfa6df477c/1775216285-1645-1002216.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":7.58,"h":9.12,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/9ff90bec15db7dba535c07bfa6df477c/1775216285-1646-9749941.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-15","w":8.35,"h":9.88,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/9ff90bec15db7dba535c07bfa6df477c/1775216285-1647-8106426.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-17","w":13.72,"h":12.95,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/9ff90bec15db7dba535c07bfa6df477c/1775216285-1647-6672159.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-22","w":21.39,"h":19.09,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/9ff90bec15db7dba535c07bfa6df477c/1775216285-1648-5192320.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-21","w":18.7,"h":19.09,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/9ff90bec15db7dba535c07bfa6df477c/1775216285-1649-4768280.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, 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[2026-04-03 11:38:04] local.INFO: Box added from packed bin {"data":{"length":13.2,"width":51.67,"height":23.3,"denseWeight":61.37089875380629},"timestamp":"2026-04-03 11:38:04"} 
[2026-04-03 11:38:05] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":15.2,"width":53.67,"height":25.55},"quantity":1,"denseWeight":61.37089875380629}],"cheapestShippingCost":673.97,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":15.2,"width":53.67,"height":25.55},"denseWeight":61.37089875380629,"volumetricWeight":68.5,"higherWeight":68.5,"quantity":1}],"totalHigherWeight":68.5,"DS":0,"rate":889.755,"tariffAndDS":889.755,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1474.950962,"totalShipmentCostFormula":"((tariffAndDS (889.755) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1474.95","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":15.2,"width":53.67,"height":25.55},"denseWeight":61.37089875380629,"volumetricWeight":68.5,"higherWeight":68.5,"quantity":1}],"totalHigherWeight":68.5,"DS":0,"rate":501.53,"tariffAndDS":501.53,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":848.9769719999999,"totalShipmentCostFormula":"((tariffAndDS (501.53) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 848.98","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":15.2,"width":53.67,"height":25.55},"denseWeight":61.37089875380629,"volumetricWeight":68.5,"higherWeight":68.5,"quantity":1}],"totalHigherWeight":68.5,"DS":0,"rate":"643.97","tariffAndDS":643.97,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":673.97,"totalShipmentCostFormula":"(((tariffAndDS (643.97) + overlengthSurcharge (30) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 673.97","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":15.2,"width":53.67,"height":25.55},"denseWeight":61.37089875380629,"volumetricWeight":68.5,"higherWeight":68.5,"quantity":1}],"totalHigherWeight":68.5,"DS":0,"rate":445.25,"tariffAndDS":445.25,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":758.2311,"totalShipmentCostFormula":"((tariffAndDS (445.25) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 758.23","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":15.2,"width":53.67,"height":25.55},"denseWeight":61.37089875380629,"volumetricWeight":68.5,"higherWeight":68.5,"quantity":1}],"totalHigherWeight":68.5,"DS":0,"rate":697.3299999999999,"tariffAndDS":697.3299999999999,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1189.0871159999997,"totalShipmentCostFormula":"(( tariffAndDS (697.33) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1189.087116","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","overBreachSurcharge":154,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":15.2,"width":53.67,"height":25.55},"denseWeight":61.37089875380629,"volumetricWeight":68.5,"higherWeight":68.5,"quantity":1}],"totalHigherWeight":68.5,"DS":202.07500000000002,"rate":582.72,"tariffAndDS":784.7950000000001,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1348.23309,"totalShipmentCostFormula":"(((tariffAndDS (784.795) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1348.23309","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":15.2,"width":53.67,"height":25.55},"denseWeight":61.37089875380629,"volumetricWeight":68.5,"higherWeight":68.5,"quantity":1}],"totalHigherWeight":68.5,"DS":0,"rate":1135,"tariffAndDS":1135,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1135,"totalShipmentCostFormula":"((tariffAndDS (1135) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1135","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","overBreachSurcharge":154,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":15.2,"width":53.67,"height":25.55},"denseWeight":61.37089875380629,"volumetricWeight":68.5,"higherWeight":68.5,"quantity":1}],"totalHigherWeight":68.5,"DS":202.07500000000002,"rate":582.72,"tariffAndDS":784.7950000000001,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1348.23309,"totalShipmentCostFormula":"(((tariffAndDS (784.795) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1348.23309","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":154,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":15.2,"width":53.67,"height":25.55},"denseWeight":61.37089875380629,"volumetricWeight":68.5,"higherWeight":68.5,"quantity":1}],"totalHigherWeight":68.5,"DS":202.07500000000002,"rate":663.3299999999999,"tariffAndDS":865.405,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1485.43131,"totalShipmentCostFormula":"(((tariffAndDS (865.405) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1485.43131","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":154,"career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":15.2,"width":53.67,"height":25.55},"denseWeight":61.37089875380629,"volumetricWeight":68.5,"higherWeight":68.5,"quantity":1}],"totalHigherWeight":68.5,"DS":202.07500000000002,"rate":738.63,"tariffAndDS":940.705,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1613.5919099999999,"totalShipmentCostFormula":"(((tariffAndDS (940.705) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1613.59191","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-04-03 11:38:05"} 
[2026-04-03 11:38:05] local.INFO: Yes Factor Founded {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","productCostFactor":"1.66"},"timestamp":"2026-04-03 11:38:05"} 
[2026-04-03 11:38:05] local.INFO: Product cost factor determined {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","productCostFactor":"1.66"},"timestamp":"2026-04-03 11:38:05"} 
[2026-04-03 11:38:05] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":49.84,"sign_depth":"3","sign_type":"Standard Face Lit Letters - Plastic Trim","processed_sign_type":"Standard Face Lit Letters - Plastic Trim","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-face-lit-channel-letters.png","mounting_type":"Flush/Stud 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Pakistan","description":null,"sequence_no":5},{"material_id":608,"dense_weight_expression":0.8376,"result":"95.63963","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC & IP65.","sequence_no":6},{"material_id":609,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":7},{"material_id":610,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":8},{"material_id":611,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":9},{"variable_id":179,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":10},{"variable_id":180,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":11},{"material_id":612,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":12},{"material_id":613,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":13},{"variable_id":181,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":14},{"variable_id":182,"dense_weight_expression":1.118,"result":"30.5786","sign_material":"Power Supply 20A-(10A+10A)","description":"Power Supply 20A–(10A+10A) UL Certified","sequence_no":15},{"material_id":614,"dense_weight_expression":2.97,"result":"15.323","sign_material":"Wire 18g UL UL Certified Red & White China","description":"18 AWG Wire Gauge (Red & White) - UL Certified.","sequence_no":16},{"material_id":615,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":17},{"material_id":616,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":18},{"material_id":617,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":19},{"material_id":618,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":20},{"material_id":619,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":21},{"material_id":620,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":22},{"material_id":621,"dense_weight_expression":0.0103785134112,"result":10.3785134112,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":23},{"material_id":622,"dense_weight_expression":0.00082429542,"result":0.82429542,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":24},{"material_id":623,"dense_weight_expression":0.00786251016,"result":7.86251016,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":25},{"material_id":624,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":26},{"material_id":625,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":626,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":627,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":628,"dense_weight_expression":0.01615936608,"result":"16.15936608","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":629,"dense_weight_expression":0.00784265328,"result":"7.84265328","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":31},{"material_id":630,"dense_weight_expression":0.0105009696,"result":"10.5009696","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":32},{"material_id":631,"dense_weight_expression":0.00083787264,"result":"0.83787264","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":33},{"variable_id":183,"dense_weight_expression":0,"result":10.88123611824,"sign_material":"Paint Miscallaneous Cost","description":null,"sequence_no":34},{"material_id":632,"dense_weight_expression":0.21987000000000004,"result":44.250537,"sign_material":"Vinyl 3630-26 3M Pakistan","description":null,"sequence_no":35},{"variable_id":184,"dense_weight_expression":0,"result":18.7725,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":633,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":634,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":635,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":636,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":637,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":638,"dense_weight_expression":19.0228,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":639,"dense_weight_expression":8.3383318342327,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":185,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":186,"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":187,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud Mount","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":188,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":189,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2.5 mm)","description":null,"sequence_no":48},{"variable_id":190,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":191,"dense_weight_expression":61.37089875380629,"result":594.666848390384,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Standard Face Lit Letters - Plastic Trim","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":49.84,"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":22,"perimeter_of_sign":83.4,"nested_area":25.03,"occupied_area":10.47,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":49.84,"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":1385},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1385},"timestamp":"2026-04-03 11:38:05"} 
[2026-04-03 11:38:05] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 11:38:05"} 
[2026-04-03 11:38:07] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-03 11:38:07"} 
[2026-04-03 11:38:07] local.INFO: Incoming Request {"data":{"sign_type_name":"Standard Face Lit Letters - Plastic Trim","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":49.84,"sign_width":"120","dimensions":[{"id":"e3e517e0-4e44-4508-ab32-f1e7ce24f030","height":6.52,"width":3.07},{"id":"e5107a1b-0f68-4f6b-8c75-7bac0a145fb8","height":6.9,"width":6.9},{"id":"48f30824-8f2c-42ae-a541-f132fa0730b0","height":6.52,"width":3.07},{"id":"1cf78f33-df15-470f-a3c4-76999f27c0ae","height":6.9,"width":6.52},{"id":"dd49d089-8d65-48ec-8d33-e4fdb8cbc4e1","height":6.9,"width":6.9},{"id":"5b915bb3-15ba-4a3c-a8de-43555969cb7c","height":7.28,"width":6.52},{"id":"5c890ff7-b9af-461b-b60e-f61705e82c42","height":7.28,"width":7.28},{"id":"a796d63f-d6fc-4148-808d-aefed172021b","height":8.82,"width":3.83},{"id":"44f47262-0b05-43ad-bdff-0424419e0a1d","height":9.2,"width":8.05},{"id":"51ff599e-5058-40ef-a82d-05afced81d2a","height":8.82,"width":3.83},{"id":"d9fb5e69-7a39-4129-9c51-f14ae0914092","height":8.82,"width":4.6},{"id":"b40a4669-48fa-4839-a7c7-661fb7b5478b","height":8.82,"width":3.45},{"id":"22bc07f9-1ba6-45c9-bd43-4f030ac6dae6","height":9.2,"width":8.05},{"id":"89350c77-7486-4ea6-b672-8619619529b3","height":8.82,"width":7.28},{"id":"83608eeb-e1f0-4134-aca9-ccf7686daddc","height":9.58,"width":8.05},{"id":"239b7b4e-cf6a-41ac-96d0-ae4f2d790c06","height":23,"width":51.37},{"id":"eaf26298-e354-4a92-8558-0775a79c6c19","height":12.65,"width":13.42},{"id":"83edf431-ee8d-42bc-850c-6b7a403cccae","height":17.64,"width":17.25},{"id":"a11b9494-cc30-496a-8bcb-82439823e0ee","height":13.42,"width":15.72},{"id":"5c8c5218-ec0c-44a3-9335-11e44787b04e","height":9.58,"width":29.9},{"id":"cc2f2619-db2c-4352-a743-204fc9f0939a","height":18.79,"width":18.4},{"id":"7d2f95ce-187a-43f6-b027-45322c36dccf","height":18.79,"width":21.09}]},"timestamp":"2026-04-03 11:38:07"} 
[2026-04-03 11:38:07] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-03 11:38:07"} 
[2026-04-03 11:38:07] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Standard Face Lit Letters - Plastic Trim","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":49.84,"sign_width":"120","dimensions":[{"id":"e3e517e0-4e44-4508-ab32-f1e7ce24f030","height":6.52,"width":3.07},{"id":"e5107a1b-0f68-4f6b-8c75-7bac0a145fb8","height":6.9,"width":6.9},{"id":"48f30824-8f2c-42ae-a541-f132fa0730b0","height":6.52,"width":3.07},{"id":"1cf78f33-df15-470f-a3c4-76999f27c0ae","height":6.9,"width":6.52},{"id":"dd49d089-8d65-48ec-8d33-e4fdb8cbc4e1","height":6.9,"width":6.9},{"id":"5b915bb3-15ba-4a3c-a8de-43555969cb7c","height":7.28,"width":6.52},{"id":"5c890ff7-b9af-461b-b60e-f61705e82c42","height":7.28,"width":7.28},{"id":"a796d63f-d6fc-4148-808d-aefed172021b","height":8.82,"width":3.83},{"id":"44f47262-0b05-43ad-bdff-0424419e0a1d","height":9.2,"width":8.05},{"id":"51ff599e-5058-40ef-a82d-05afced81d2a","height":8.82,"width":3.83},{"id":"d9fb5e69-7a39-4129-9c51-f14ae0914092","height":8.82,"width":4.6},{"id":"b40a4669-48fa-4839-a7c7-661fb7b5478b","height":8.82,"width":3.45},{"id":"22bc07f9-1ba6-45c9-bd43-4f030ac6dae6","height":9.2,"width":8.05},{"id":"89350c77-7486-4ea6-b672-8619619529b3","height":8.82,"width":7.28},{"id":"83608eeb-e1f0-4134-aca9-ccf7686daddc","height":9.58,"width":8.05},{"id":"239b7b4e-cf6a-41ac-96d0-ae4f2d790c06","height":23,"width":51.37},{"id":"eaf26298-e354-4a92-8558-0775a79c6c19","height":12.65,"width":13.42},{"id":"83edf431-ee8d-42bc-850c-6b7a403cccae","height":17.64,"width":17.25},{"id":"a11b9494-cc30-496a-8bcb-82439823e0ee","height":13.42,"width":15.72},{"id":"5c8c5218-ec0c-44a3-9335-11e44787b04e","height":9.58,"width":29.9},{"id":"cc2f2619-db2c-4352-a743-204fc9f0939a","height":18.79,"width":18.4},{"id":"7d2f95ce-187a-43f6-b027-45322c36dccf","height":18.79,"width":21.09}]}},"timestamp":"2026-04-03 11:38:07"} 
[2026-04-03 11:38:07] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Standard Face Lit Letters - Plastic Trim"},"timestamp":"2026-04-03 11:38:07"} 
[2026-04-03 11:38:07] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":24},"timestamp":"2026-04-03 11:38:07"} 
[2026-04-03 11:38:07] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":24},"timestamp":"2026-04-03 11:38:07"} 
[2026-04-03 11:38:08] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":24},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[3,5]}},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"e3e517e0-4e44-4508-ab32-f1e7ce24f030","height":6.52,"width":3.07},{"id":"e5107a1b-0f68-4f6b-8c75-7bac0a145fb8","height":6.9,"width":6.9},{"id":"48f30824-8f2c-42ae-a541-f132fa0730b0","height":6.52,"width":3.07},{"id":"1cf78f33-df15-470f-a3c4-76999f27c0ae","height":6.9,"width":6.52},{"id":"dd49d089-8d65-48ec-8d33-e4fdb8cbc4e1","height":6.9,"width":6.9},{"id":"5b915bb3-15ba-4a3c-a8de-43555969cb7c","height":7.28,"width":6.52},{"id":"5c890ff7-b9af-461b-b60e-f61705e82c42","height":7.28,"width":7.28},{"id":"a796d63f-d6fc-4148-808d-aefed172021b","height":8.82,"width":3.83},{"id":"44f47262-0b05-43ad-bdff-0424419e0a1d","height":9.2,"width":8.05},{"id":"51ff599e-5058-40ef-a82d-05afced81d2a","height":8.82,"width":3.83},{"id":"d9fb5e69-7a39-4129-9c51-f14ae0914092","height":8.82,"width":4.6},{"id":"b40a4669-48fa-4839-a7c7-661fb7b5478b","height":8.82,"width":3.45},{"id":"22bc07f9-1ba6-45c9-bd43-4f030ac6dae6","height":9.2,"width":8.05},{"id":"89350c77-7486-4ea6-b672-8619619529b3","height":8.82,"width":7.28},{"id":"83608eeb-e1f0-4134-aca9-ccf7686daddc","height":9.58,"width":8.05},{"id":"239b7b4e-cf6a-41ac-96d0-ae4f2d790c06","height":23,"width":51.37},{"id":"eaf26298-e354-4a92-8558-0775a79c6c19","height":12.65,"width":13.42},{"id":"83edf431-ee8d-42bc-850c-6b7a403cccae","height":17.64,"width":17.25},{"id":"a11b9494-cc30-496a-8bcb-82439823e0ee","height":13.42,"width":15.72},{"id":"5c8c5218-ec0c-44a3-9335-11e44787b04e","height":9.58,"width":29.9},{"id":"cc2f2619-db2c-4352-a743-204fc9f0939a","height":18.79,"width":18.4},{"id":"7d2f95ce-187a-43f6-b027-45322c36dccf","height":18.79,"width":21.09}],"sign_height_raw":49.84,"sign_width_raw":"120"},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":50.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":24},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"45.00"},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"e3e517e0-4e44-4508-ab32-f1e7ce24f030","height":6.52,"width":3.07,"ceilHeight":7.0,"ceilWidth":4.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":223,"sign_type_id":24,"heightOrWidth":"7.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"e5107a1b-0f68-4f6b-8c75-7bac0a145fb8","height":6.9,"width":6.9,"ceilHeight":7.0,"ceilWidth":7.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":223,"sign_type_id":24,"heightOrWidth":"7.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"48f30824-8f2c-42ae-a541-f132fa0730b0","height":6.52,"width":3.07,"ceilHeight":7.0,"ceilWidth":4.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":223,"sign_type_id":24,"heightOrWidth":"7.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"1cf78f33-df15-470f-a3c4-76999f27c0ae","height":6.9,"width":6.52,"ceilHeight":7.0,"ceilWidth":7.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":223,"sign_type_id":24,"heightOrWidth":"7.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"dd49d089-8d65-48ec-8d33-e4fdb8cbc4e1","height":6.9,"width":6.9,"ceilHeight":7.0,"ceilWidth":7.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":223,"sign_type_id":24,"heightOrWidth":"7.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"5b915bb3-15ba-4a3c-a8de-43555969cb7c","height":7.28,"width":6.52,"ceilHeight":8.0,"ceilWidth":7.0,"biggerDimension":8.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":225,"sign_type_id":24,"heightOrWidth":"8.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"5c890ff7-b9af-461b-b60e-f61705e82c42","height":7.28,"width":7.28,"ceilHeight":8.0,"ceilWidth":8.0,"biggerDimension":8.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":225,"sign_type_id":24,"heightOrWidth":"8.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"a796d63f-d6fc-4148-808d-aefed172021b","height":8.82,"width":3.83,"ceilHeight":9.0,"ceilWidth":4.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":227,"sign_type_id":24,"heightOrWidth":"9.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"44f47262-0b05-43ad-bdff-0424419e0a1d","height":9.2,"width":8.05,"ceilHeight":10.0,"ceilWidth":9.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":229,"sign_type_id":24,"heightOrWidth":"10.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"51ff599e-5058-40ef-a82d-05afced81d2a","height":8.82,"width":3.83,"ceilHeight":9.0,"ceilWidth":4.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":227,"sign_type_id":24,"heightOrWidth":"9.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"d9fb5e69-7a39-4129-9c51-f14ae0914092","height":8.82,"width":4.6,"ceilHeight":9.0,"ceilWidth":5.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":227,"sign_type_id":24,"heightOrWidth":"9.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"b40a4669-48fa-4839-a7c7-661fb7b5478b","height":8.82,"width":3.45,"ceilHeight":9.0,"ceilWidth":4.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":227,"sign_type_id":24,"heightOrWidth":"9.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"22bc07f9-1ba6-45c9-bd43-4f030ac6dae6","height":9.2,"width":8.05,"ceilHeight":10.0,"ceilWidth":9.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":229,"sign_type_id":24,"heightOrWidth":"10.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"89350c77-7486-4ea6-b672-8619619529b3","height":8.82,"width":7.28,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":227,"sign_type_id":24,"heightOrWidth":"9.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"83608eeb-e1f0-4134-aca9-ccf7686daddc","height":9.58,"width":8.05,"ceilHeight":10.0,"ceilWidth":9.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":229,"sign_type_id":24,"heightOrWidth":"10.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"239b7b4e-cf6a-41ac-96d0-ae4f2d790c06","height":23,"width":51.37,"ceilHeight":23.0,"ceilWidth":52.0,"biggerDimension":52.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"eaf26298-e354-4a92-8558-0775a79c6c19","height":12.65,"width":13.42,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":237,"sign_type_id":24,"heightOrWidth":"14.00","return":3,"price":61,"created_at":null,"updated_at":null}},"defaultShippingRate":1800},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"83edf431-ee8d-42bc-850c-6b7a403cccae","height":17.64,"width":17.25,"ceilHeight":18.0,"ceilWidth":18.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":245,"sign_type_id":24,"heightOrWidth":"18.00","return":3,"price":79,"created_at":null,"updated_at":null}},"defaultShippingRate":1800},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"a11b9494-cc30-496a-8bcb-82439823e0ee","height":13.42,"width":15.72,"ceilHeight":14.0,"ceilWidth":16.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":241,"sign_type_id":24,"heightOrWidth":"16.00","return":3,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":1800},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"5c8c5218-ec0c-44a3-9335-11e44787b04e","height":9.58,"width":29.9,"ceilHeight":10.0,"ceilWidth":30.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":269,"sign_type_id":24,"heightOrWidth":"30.00","return":3,"price":132,"created_at":null,"updated_at":null}},"defaultShippingRate":1800},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"cc2f2619-db2c-4352-a743-204fc9f0939a","height":18.79,"width":18.4,"ceilHeight":19.0,"ceilWidth":19.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":247,"sign_type_id":24,"heightOrWidth":"19.00","return":3,"price":83,"created_at":null,"updated_at":null}},"defaultShippingRate":1800},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"7d2f95ce-187a-43f6-b027-45322c36dccf","height":18.79,"width":21.09,"ceilHeight":19.0,"ceilWidth":22.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":253,"sign_type_id":24,"heightOrWidth":"22.00","return":3,"price":97,"created_at":null,"updated_at":null}},"defaultShippingRate":1800},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":22,"baseProductionCost":2224,"result":[{"id":"e3e517e0-4e44-4508-ab32-f1e7ce24f030","height":6.52,"width":3.07,"depth":3,"price":80},{"id":"e5107a1b-0f68-4f6b-8c75-7bac0a145fb8","height":6.9,"width":6.9,"depth":3,"price":80},{"id":"48f30824-8f2c-42ae-a541-f132fa0730b0","height":6.52,"width":3.07,"depth":3,"price":80},{"id":"1cf78f33-df15-470f-a3c4-76999f27c0ae","height":6.9,"width":6.52,"depth":3,"price":80},{"id":"dd49d089-8d65-48ec-8d33-e4fdb8cbc4e1","height":6.9,"width":6.9,"depth":3,"price":80},{"id":"5b915bb3-15ba-4a3c-a8de-43555969cb7c","height":7.28,"width":6.52,"depth":3,"price":80},{"id":"5c890ff7-b9af-461b-b60e-f61705e82c42","height":7.28,"width":7.28,"depth":3,"price":80},{"id":"a796d63f-d6fc-4148-808d-aefed172021b","height":8.82,"width":3.83,"depth":3,"price":80},{"id":"44f47262-0b05-43ad-bdff-0424419e0a1d","height":9.2,"width":8.05,"depth":3,"price":80},{"id":"51ff599e-5058-40ef-a82d-05afced81d2a","height":8.82,"width":3.83,"depth":3,"price":80},{"id":"d9fb5e69-7a39-4129-9c51-f14ae0914092","height":8.82,"width":4.6,"depth":3,"price":80},{"id":"b40a4669-48fa-4839-a7c7-661fb7b5478b","height":8.82,"width":3.45,"depth":3,"price":80},{"id":"22bc07f9-1ba6-45c9-bd43-4f030ac6dae6","height":9.2,"width":8.05,"depth":3,"price":80},{"id":"89350c77-7486-4ea6-b672-8619619529b3","height":8.82,"width":7.28,"depth":3,"price":80},{"id":"83608eeb-e1f0-4134-aca9-ccf7686daddc","height":9.58,"width":8.05,"depth":3,"price":80},{"id":"239b7b4e-cf6a-41ac-96d0-ae4f2d790c06","height":23,"width":51.37,"depth":3,"price":502},{"id":"eaf26298-e354-4a92-8558-0775a79c6c19","height":12.65,"width":13.42,"depth":3,"price":61},{"id":"83edf431-ee8d-42bc-850c-6b7a403cccae","height":17.64,"width":17.25,"depth":3,"price":79},{"id":"a11b9494-cc30-496a-8bcb-82439823e0ee","height":13.42,"width":15.72,"depth":3,"price":70},{"id":"5c8c5218-ec0c-44a3-9335-11e44787b04e","height":9.58,"width":29.9,"depth":3,"price":132},{"id":"cc2f2619-db2c-4352-a743-204fc9f0939a","height":18.79,"width":18.4,"depth":3,"price":83},{"id":"7d2f95ce-187a-43f6-b027-45322c36dccf","height":18.79,"width":21.09,"depth":3,"price":97}]},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":50.0},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2372.47,"taxFactor":0.0887,"tax":210.438089},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Box Calculation Details {"data":{"breadth":56.0,"boxDepth":8,"oneBoxCapacity":31.0,"noOfBoxes":4.0,"noOfFullBoxes":3.0,"noOfHalfBoxes":1.0,"widthOfFullBox":31.0,"widthOfHalfBox":27.0},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":464.1151079136691,"shippingWeightInKG":210.4830421377184},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":210.4830421377184,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":10,"min":"206","max":"240","rate":"200","created_at":null,"updated_at":null}}},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2224,"PSUCost":148.47,"tax":210.438089,"shippingRate":1800,"miscellaenous":0,"signPrice":4382.908089},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Standard Face Lit Letters - Plastic Trim","TATdays":7},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Final dataResults entry added {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","sign_width":"120","sign_height":49.84,"sign_depth":3,"totalCost":4382.908089,"TATDays":7,"baseProductionCost":2224,"productionCost":2372.47,"PSUCost":148.47,"tax":210.438089,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":22},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Processing dimensions block {"data":{"return_value":5,"raw_dimensions":[{"id":"e3e517e0-4e44-4508-ab32-f1e7ce24f030","height":6.52,"width":3.07},{"id":"e5107a1b-0f68-4f6b-8c75-7bac0a145fb8","height":6.9,"width":6.9},{"id":"48f30824-8f2c-42ae-a541-f132fa0730b0","height":6.52,"width":3.07},{"id":"1cf78f33-df15-470f-a3c4-76999f27c0ae","height":6.9,"width":6.52},{"id":"dd49d089-8d65-48ec-8d33-e4fdb8cbc4e1","height":6.9,"width":6.9},{"id":"5b915bb3-15ba-4a3c-a8de-43555969cb7c","height":7.28,"width":6.52},{"id":"5c890ff7-b9af-461b-b60e-f61705e82c42","height":7.28,"width":7.28},{"id":"a796d63f-d6fc-4148-808d-aefed172021b","height":8.82,"width":3.83},{"id":"44f47262-0b05-43ad-bdff-0424419e0a1d","height":9.2,"width":8.05},{"id":"51ff599e-5058-40ef-a82d-05afced81d2a","height":8.82,"width":3.83},{"id":"d9fb5e69-7a39-4129-9c51-f14ae0914092","height":8.82,"width":4.6},{"id":"b40a4669-48fa-4839-a7c7-661fb7b5478b","height":8.82,"width":3.45},{"id":"22bc07f9-1ba6-45c9-bd43-4f030ac6dae6","height":9.2,"width":8.05},{"id":"89350c77-7486-4ea6-b672-8619619529b3","height":8.82,"width":7.28},{"id":"83608eeb-e1f0-4134-aca9-ccf7686daddc","height":9.58,"width":8.05},{"id":"239b7b4e-cf6a-41ac-96d0-ae4f2d790c06","height":23,"width":51.37},{"id":"eaf26298-e354-4a92-8558-0775a79c6c19","height":12.65,"width":13.42},{"id":"83edf431-ee8d-42bc-850c-6b7a403cccae","height":17.64,"width":17.25},{"id":"a11b9494-cc30-496a-8bcb-82439823e0ee","height":13.42,"width":15.72},{"id":"5c8c5218-ec0c-44a3-9335-11e44787b04e","height":9.58,"width":29.9},{"id":"cc2f2619-db2c-4352-a743-204fc9f0939a","height":18.79,"width":18.4},{"id":"7d2f95ce-187a-43f6-b027-45322c36dccf","height":18.79,"width":21.09}],"sign_height_raw":49.84,"sign_width_raw":"120"},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Calculated sign dimensions {"data":{"sign_depth":5,"sign_height":50.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":24},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"45.00"},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"e3e517e0-4e44-4508-ab32-f1e7ce24f030","height":6.52,"width":3.07,"ceilHeight":7.0,"ceilWidth":4.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":224,"sign_type_id":24,"heightOrWidth":"7.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"e5107a1b-0f68-4f6b-8c75-7bac0a145fb8","height":6.9,"width":6.9,"ceilHeight":7.0,"ceilWidth":7.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":224,"sign_type_id":24,"heightOrWidth":"7.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"48f30824-8f2c-42ae-a541-f132fa0730b0","height":6.52,"width":3.07,"ceilHeight":7.0,"ceilWidth":4.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":224,"sign_type_id":24,"heightOrWidth":"7.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"1cf78f33-df15-470f-a3c4-76999f27c0ae","height":6.9,"width":6.52,"ceilHeight":7.0,"ceilWidth":7.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":224,"sign_type_id":24,"heightOrWidth":"7.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"dd49d089-8d65-48ec-8d33-e4fdb8cbc4e1","height":6.9,"width":6.9,"ceilHeight":7.0,"ceilWidth":7.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":224,"sign_type_id":24,"heightOrWidth":"7.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"5b915bb3-15ba-4a3c-a8de-43555969cb7c","height":7.28,"width":6.52,"ceilHeight":8.0,"ceilWidth":7.0,"biggerDimension":8.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":226,"sign_type_id":24,"heightOrWidth":"8.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"5c890ff7-b9af-461b-b60e-f61705e82c42","height":7.28,"width":7.28,"ceilHeight":8.0,"ceilWidth":8.0,"biggerDimension":8.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":226,"sign_type_id":24,"heightOrWidth":"8.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"a796d63f-d6fc-4148-808d-aefed172021b","height":8.82,"width":3.83,"ceilHeight":9.0,"ceilWidth":4.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":228,"sign_type_id":24,"heightOrWidth":"9.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"44f47262-0b05-43ad-bdff-0424419e0a1d","height":9.2,"width":8.05,"ceilHeight":10.0,"ceilWidth":9.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":230,"sign_type_id":24,"heightOrWidth":"10.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"51ff599e-5058-40ef-a82d-05afced81d2a","height":8.82,"width":3.83,"ceilHeight":9.0,"ceilWidth":4.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":228,"sign_type_id":24,"heightOrWidth":"9.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"d9fb5e69-7a39-4129-9c51-f14ae0914092","height":8.82,"width":4.6,"ceilHeight":9.0,"ceilWidth":5.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":228,"sign_type_id":24,"heightOrWidth":"9.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"b40a4669-48fa-4839-a7c7-661fb7b5478b","height":8.82,"width":3.45,"ceilHeight":9.0,"ceilWidth":4.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":228,"sign_type_id":24,"heightOrWidth":"9.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"22bc07f9-1ba6-45c9-bd43-4f030ac6dae6","height":9.2,"width":8.05,"ceilHeight":10.0,"ceilWidth":9.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":230,"sign_type_id":24,"heightOrWidth":"10.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"89350c77-7486-4ea6-b672-8619619529b3","height":8.82,"width":7.28,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":228,"sign_type_id":24,"heightOrWidth":"9.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"83608eeb-e1f0-4134-aca9-ccf7686daddc","height":9.58,"width":8.05,"ceilHeight":10.0,"ceilWidth":9.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":230,"sign_type_id":24,"heightOrWidth":"10.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"239b7b4e-cf6a-41ac-96d0-ae4f2d790c06","height":23,"width":51.37,"ceilHeight":23.0,"ceilWidth":52.0,"biggerDimension":52.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"eaf26298-e354-4a92-8558-0775a79c6c19","height":12.65,"width":13.42,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":238,"sign_type_id":24,"heightOrWidth":"14.00","return":5,"price":61,"created_at":null,"updated_at":null}},"defaultShippingRate":1800},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"83edf431-ee8d-42bc-850c-6b7a403cccae","height":17.64,"width":17.25,"ceilHeight":18.0,"ceilWidth":18.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":246,"sign_type_id":24,"heightOrWidth":"18.00","return":5,"price":79,"created_at":null,"updated_at":null}},"defaultShippingRate":1800},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"a11b9494-cc30-496a-8bcb-82439823e0ee","height":13.42,"width":15.72,"ceilHeight":14.0,"ceilWidth":16.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":242,"sign_type_id":24,"heightOrWidth":"16.00","return":5,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":1800},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"5c8c5218-ec0c-44a3-9335-11e44787b04e","height":9.58,"width":29.9,"ceilHeight":10.0,"ceilWidth":30.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":270,"sign_type_id":24,"heightOrWidth":"30.00","return":5,"price":132,"created_at":null,"updated_at":null}},"defaultShippingRate":1800},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"cc2f2619-db2c-4352-a743-204fc9f0939a","height":18.79,"width":18.4,"ceilHeight":19.0,"ceilWidth":19.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":248,"sign_type_id":24,"heightOrWidth":"19.00","return":5,"price":83,"created_at":null,"updated_at":null}},"defaultShippingRate":1800},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Dimension Calculation {"data":{"dim_id":"7d2f95ce-187a-43f6-b027-45322c36dccf","height":18.79,"width":21.09,"ceilHeight":19.0,"ceilWidth":22.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":254,"sign_type_id":24,"heightOrWidth":"22.00","return":5,"price":97,"created_at":null,"updated_at":null}},"defaultShippingRate":1800},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":22,"baseProductionCost":2224,"result":[{"id":"e3e517e0-4e44-4508-ab32-f1e7ce24f030","height":6.52,"width":3.07,"depth":5,"price":80},{"id":"e5107a1b-0f68-4f6b-8c75-7bac0a145fb8","height":6.9,"width":6.9,"depth":5,"price":80},{"id":"48f30824-8f2c-42ae-a541-f132fa0730b0","height":6.52,"width":3.07,"depth":5,"price":80},{"id":"1cf78f33-df15-470f-a3c4-76999f27c0ae","height":6.9,"width":6.52,"depth":5,"price":80},{"id":"dd49d089-8d65-48ec-8d33-e4fdb8cbc4e1","height":6.9,"width":6.9,"depth":5,"price":80},{"id":"5b915bb3-15ba-4a3c-a8de-43555969cb7c","height":7.28,"width":6.52,"depth":5,"price":80},{"id":"5c890ff7-b9af-461b-b60e-f61705e82c42","height":7.28,"width":7.28,"depth":5,"price":80},{"id":"a796d63f-d6fc-4148-808d-aefed172021b","height":8.82,"width":3.83,"depth":5,"price":80},{"id":"44f47262-0b05-43ad-bdff-0424419e0a1d","height":9.2,"width":8.05,"depth":5,"price":80},{"id":"51ff599e-5058-40ef-a82d-05afced81d2a","height":8.82,"width":3.83,"depth":5,"price":80},{"id":"d9fb5e69-7a39-4129-9c51-f14ae0914092","height":8.82,"width":4.6,"depth":5,"price":80},{"id":"b40a4669-48fa-4839-a7c7-661fb7b5478b","height":8.82,"width":3.45,"depth":5,"price":80},{"id":"22bc07f9-1ba6-45c9-bd43-4f030ac6dae6","height":9.2,"width":8.05,"depth":5,"price":80},{"id":"89350c77-7486-4ea6-b672-8619619529b3","height":8.82,"width":7.28,"depth":5,"price":80},{"id":"83608eeb-e1f0-4134-aca9-ccf7686daddc","height":9.58,"width":8.05,"depth":5,"price":80},{"id":"239b7b4e-cf6a-41ac-96d0-ae4f2d790c06","height":23,"width":51.37,"depth":5,"price":502},{"id":"eaf26298-e354-4a92-8558-0775a79c6c19","height":12.65,"width":13.42,"depth":5,"price":61},{"id":"83edf431-ee8d-42bc-850c-6b7a403cccae","height":17.64,"width":17.25,"depth":5,"price":79},{"id":"a11b9494-cc30-496a-8bcb-82439823e0ee","height":13.42,"width":15.72,"depth":5,"price":70},{"id":"5c8c5218-ec0c-44a3-9335-11e44787b04e","height":9.58,"width":29.9,"depth":5,"price":132},{"id":"cc2f2619-db2c-4352-a743-204fc9f0939a","height":18.79,"width":18.4,"depth":5,"price":83},{"id":"7d2f95ce-187a-43f6-b027-45322c36dccf","height":18.79,"width":21.09,"depth":5,"price":97}]},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":50.0},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2372.47,"taxFactor":0.0887,"tax":210.438089},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Box Calculation Details {"data":{"breadth":56.0,"boxDepth":8,"oneBoxCapacity":31.0,"noOfBoxes":4.0,"noOfFullBoxes":3.0,"noOfHalfBoxes":1.0,"widthOfFullBox":31.0,"widthOfHalfBox":27.0},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":464.1151079136691,"shippingWeightInKG":210.4830421377184},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":210.4830421377184,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":10,"min":"206","max":"240","rate":"200","created_at":null,"updated_at":null}}},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2224,"PSUCost":148.47,"tax":210.438089,"shippingRate":1800,"miscellaenous":0,"signPrice":4382.908089},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Standard Face Lit Letters - Plastic Trim","TATdays":7},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: Final dataResults entry added {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","sign_width":"120","sign_height":49.84,"sign_depth":5,"totalCost":4382.908089,"TATDays":7,"baseProductionCost":2224,"productionCost":2372.47,"PSUCost":148.47,"tax":210.438089,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":22},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:08] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Standard Face Lit Letters - Plastic Trim","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":49.84,"sign_width":"120","shipping_weight":68.5,"shape":"rectangular","dimensions":[{"id":"e3e517e0-4e44-4508-ab32-f1e7ce24f030","height":6.52,"width":3.07},{"id":"e5107a1b-0f68-4f6b-8c75-7bac0a145fb8","height":6.9,"width":6.9},{"id":"48f30824-8f2c-42ae-a541-f132fa0730b0","height":6.52,"width":3.07},{"id":"1cf78f33-df15-470f-a3c4-76999f27c0ae","height":6.9,"width":6.52},{"id":"dd49d089-8d65-48ec-8d33-e4fdb8cbc4e1","height":6.9,"width":6.9},{"id":"5b915bb3-15ba-4a3c-a8de-43555969cb7c","height":7.28,"width":6.52},{"id":"5c890ff7-b9af-461b-b60e-f61705e82c42","height":7.28,"width":7.28},{"id":"a796d63f-d6fc-4148-808d-aefed172021b","height":8.82,"width":3.83},{"id":"44f47262-0b05-43ad-bdff-0424419e0a1d","height":9.2,"width":8.05},{"id":"51ff599e-5058-40ef-a82d-05afced81d2a","height":8.82,"width":3.83},{"id":"d9fb5e69-7a39-4129-9c51-f14ae0914092","height":8.82,"width":4.6},{"id":"b40a4669-48fa-4839-a7c7-661fb7b5478b","height":8.82,"width":3.45},{"id":"22bc07f9-1ba6-45c9-bd43-4f030ac6dae6","height":9.2,"width":8.05},{"id":"89350c77-7486-4ea6-b672-8619619529b3","height":8.82,"width":7.28},{"id":"83608eeb-e1f0-4134-aca9-ccf7686daddc","height":9.58,"width":8.05},{"id":"239b7b4e-cf6a-41ac-96d0-ae4f2d790c06","height":23,"width":51.37},{"id":"eaf26298-e354-4a92-8558-0775a79c6c19","height":12.65,"width":13.42},{"id":"83edf431-ee8d-42bc-850c-6b7a403cccae","height":17.64,"width":17.25},{"id":"a11b9494-cc30-496a-8bcb-82439823e0ee","height":13.42,"width":15.72},{"id":"5c8c5218-ec0c-44a3-9335-11e44787b04e","height":9.58,"width":29.9},{"id":"cc2f2619-db2c-4352-a743-204fc9f0939a","height":18.79,"width":18.4},{"id":"7d2f95ce-187a-43f6-b027-45322c36dccf","height":18.79,"width":21.09}]}},"timestamp":"2026-04-03 11:38:08"} 
[2026-04-03 11:38:09] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-03 11:38:09"} 
[2026-04-03 11:38:09] local.INFO: Input Parameters {"data":{"dimensions_count":22,"shape":"rectangular"},"timestamp":"2026-04-03 11:38:09"} 
[2026-04-03 11:38:09] 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":"2026-04-03 11:38:09"} 
[2026-04-03 11:38:09] local.INFO: Sign Type Lookup {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","found":true,"sign_type_id":24},"timestamp":"2026-04-03 11:38:09"} 
[2026-04-03 11:38:09] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":24,"has_module":true},"timestamp":"2026-04-03 11:38:09"} 
[2026-04-03 11:38:09] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-03 11:38:09"} 
[2026-04-03 11:38:09] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":5.0},"timestamp":"2026-04-03 11:38:09"} 
[2026-04-03 11:38:09] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-03 11:38:09"} 
[2026-04-03 11:38:09] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1171.2500000000002,"dimensions_count":22},"timestamp":"2026-04-03 11:38:09"} 
[2026-04-03 11:41:31] 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":"Fabricated Channel Letters - Non Illuminated","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":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php811A.tmp"}},"file_present":true},"timestamp":"2026-04-03 11:41:31"} 
[2026-04-03 11:41:31] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-03 11:41:31"} 
[2026-04-03 11:41:32] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":14},"timestamp":"2026-04-03 11:41:32"} 
[2026-04-03 11:41:32] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":0},"timestamp":"2026-04-03 11:41:32"} 
[2026-04-03 11:41:32] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":28},"timestamp":"2026-04-03 11:41:32"} 
[2026-04-03 11:41:32] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":28},"timestamp":"2026-04-03 11:41:32"} 
[2026-04-03 11:41:32] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-03 11:41:32"} 
[2026-04-03 11:41:32] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2026-01-05 100345.png","query_param":"width","query_value":"120","file_size":26333},"timestamp":"2026-04-03 11:41:32"} 
[2026-04-03 11:41:32] local.INFO: Detected Objects from Image-to-Text API 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8aGeayYuqX6fmA01LettOm5C5ydu8BMb4Fz87P81btAv1N+Y//3bahoMd4ZZmJ0hBVDQ4x3hvlF31pSXOL/Gfkfslj1ZMiNYeYAAAAASUVORK5CYII=","detection_approach":"extra_light_color_detection"},{"index":302,"position":{"x":78,"y":3,"width":10,"height":18},"scaled_width":3.17,"scaled_height":5.71,"actual_filled_area":3.22,"bounding_box_area":18,"exact_perimeter":16.4,"approximate_perimeter":15.9,"convex_hull_perimeter":14.46,"perimeter_pixels":51.65685424949238,"original_contour_points":11,"approximation_points":5,"shape_analysis":{"aspect_ratio":1.8,"compactness":0.1504,"perimeter_to_area_ratio":5.0932},"image_base64":"data:image/png;base64,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","detection_approach":"extra_light_color_detection"},{"index":303,"position":{"x":39,"y":3,"width":41,"height":53},"scaled_width":13.02,"scaled_height":16.83,"actual_filled_area":19.05,"bounding_box_area":219,"exact_perimeter":107.37,"approximate_perimeter":91.94,"convex_hull_perimeter":48.44,"perimeter_pixels":338.2253967444165,"original_contour_points":79,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.29,"compactness":0.0208,"perimeter_to_area_ratio":5.6362},"image_base64":"data:image/png;base64,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","detection_approach":"extra_light_color_detection"}]},"timestamp":"2026-04-03 11:41:32"} 
[2026-04-03 11:41:32] local.INFO: Nested area calculated {"data":{"nestedArea":2250.556},"timestamp":"2026-04-03 11:41:32"} 
[2026-04-03 11:41:32] local.INFO: Mapped objects from Image-to-Text API 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11:41:32"} 
[2026-04-03 11:41:32] local.INFO: Number of letters detected {"data":{"noOfLetters":28},"timestamp":"2026-04-03 11:41:32"} 
[2026-04-03 11:41:32] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1665.9200000000005,"perimeter_in_feet":138.83},"timestamp":"2026-04-03 11:41:32"} 
[2026-04-03 11:41:32] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[3.58,9.12,4.13,6.65,13.61,5.44,8.21,4.84,9.83,3.53,8.67,5.59,4.28,9.73,19.5,3.98,10.83,9.32,13.91,5.9,4.74,10.48,5.19,4.18,3.33,42.83,3.22,19.05],"actualFilledAreaSum":253.67000000000004},"timestamp":"2026-04-03 11:41:32"} 
[2026-04-03 11:41:32] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":1.76},"timestamp":"2026-04-03 11:41:32"} 
[2026-04-03 11:41:32] local.INFO: Average character height calculated {"data":{"avgCharHeight":10.611785714285714},"timestamp":"2026-04-03 11:41:32"} 
[2026-04-03 11:41:32] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":378.0,"originalHeight":259.0,"ratio":1.4594594594594594},"timestamp":"2026-04-03 11:41:32"} 
[2026-04-03 11:41:32] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":82.22},"timestamp":"2026-04-03 11:41:32"} 
[2026-04-03 11:41:32] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"7893.333333333333\" viewBox=\"0 0 378 259\">
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7YKDHlkqD/qkfE/4/HgQxkCwAAAABJRU5ErkJggg=="},{"id":"a89b2231-d122-4487-8e2f-60819a95a8c7","height":16.83,"width":13.02,"perimeter":107.37,"area":19.05,"image":"data:image/png;base64,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"}],"no_of_letters":28,"perimeter_of_sign":138.83,"nested_area":15.63,"occupied_area":1.76,"avg_char_height":10.611785714285714,"widthOfSign":"120","otherDimensionOfSign":82.22,"width_of_smaller_line":20},"timestamp":"2026-04-03 11:41:32"} 
[2026-04-03 11:41:33] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Fabricated Channel Letters - Non Illuminated","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1386,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":82.22,"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":28,"perimeter_of_sign":138.83,"nested_area":15.63,"occupied_area":1.76,"avg_char_height":"Less than 24 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ZCT6NjYmDLb39OoY3Qstjw8vPq6HPp6bVpfA56PvXuhWmFbpE12vHqppC1lCeSOclpr2S\\/0Pnp\\/2JKqKwkRvSkAAAAAElFTkSuQmCC\"}]","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":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Fabricated Channel Letters - Non Illuminated","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":82.22,"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":28,"perimeter_of_sign":138.83,"nested_area":15.63,"occupied_area":1.76,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":82.22,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1386}},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Looking up SignType {"data":{"sign_type":"Fabricated Channel Letters - Non Illuminated"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":14,"formulas_count":24},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Retrieved Variables List {"data":{"sign_type_id":14,"variables_count":9},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"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,"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":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable82":0,"variable83":0.75,"variable84":1.1,"variable85":1.2,"variable86":0,"variable87":0,"variable88":0,"variable89":0,"variable90":0}},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Merged material items {"data":{"formulas_count":24,"items_count_after_merge":24},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Merged variable items {"data":{"variables_count":9,"items_count_after_merge":33},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Sorted items collection {"data":{"items_count":33,"first_item":{"type":"material","id":298,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, variable85 * nested_area * material501803, 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":"0.098” Aluminium – Durable & Corrosion-Resistant.","sequence_no":1},"last_item":{"type":"variable","id":90,"expression":"totalCost * variable84","dense_weight_expression":"totalDenseWeight  * 1.1","name":"Total Cost","var_name":"variable90","price":null,"description":null,"sequence_no":33}},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Initializing MathExecutor {"data":{"variables_count":175},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: MathExecutor variables set {"data":{"variables_count":175},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, variable85 * nested_area * material501803, 0 )","result":"0"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0.88528"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, variable85 * nested_area * material501880, 0 )","result":"45.2150892"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"4.373145"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel, 0, material501060 * variable85 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","result":"30.7911057"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, occupied_area * weight_material500730 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel, variable85 * nested_area * material500730, 0 )","result":"0"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * weight_material500591 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel, variable85 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * material500591, 0 )","result":"0"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] 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":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.004416888091000001},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * material500611","result":4.416888091000001},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0003508036729166668},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * material500214","result":0.35080367291666675},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0033461273416666676},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * material501055","result":3.346127341666667},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * material502079, 0 )","result":"0"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * material502350, 0 )","result":"0"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * material501680, 0 )","result":"0"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0068771035666667"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098 )","result":"6.8771035666667"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00333767665"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * material502131 )","result":"3.33767665"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.004469003"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * material502350)","result":"4.469003"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00035658186666667"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * material501680 )","result":"0.35658186666667"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous cost","expression":"0.2 * ( formula304 + formula305 + formula306 + formula307 + formula308 + formula309 + formula310 + formula311 + formula312 + formula313 + formula314 )","result":4.630836837783341},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable83 * nested_area","result":11.7225},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"11.8788"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074 , 0 )","itemDenseWeight":"3.9534794801542"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  (  ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) * raceway_height * 2 ) + ( raceway_height * raceway_depth * 2 ) + (  ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) * raceway_depth * 2 )  ) / 144 ) * weight_material501803 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable85 * (  ( 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":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2.5 mm)","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":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2.5 mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable85 * (  ( 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":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( 2 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ) + ( 2 * (  ( width_of_sign + ( 2 * backer_offset )  ) * backboard_cabinet_depth )  ) + ( 2 * (  ( other_dimension_of_sign + ( 2 * backer_offset )  ) * backboard_cabinet_depth )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable85 * (  (  (  ( 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":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Total Cost formula detected {"data":{"item_id":90},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Formula calculations completed {"data":{"total_items":33,"successful_calculations":32,"errors_count":0},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":116.51371592670006,"totalDenseWeight_before_formula":21.113858664343116},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable84","computed_totalCost":128.16508751937008},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Fabricated Channel Letters - Non Illuminated","objects_count":28,"totalDenseWeight":0},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":28,"sign_depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":3.49,"height":5.71,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":10.16,"height":7.3,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":6.35,"height":5.71,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":9.84,"height":12.06,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":10.79,"height":10.16,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":1.27,"height":17.14,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":7.3,"height":8.57,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":9.21,"height":8.25,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":0.95,"height":18.41,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":9.52,"height":6.98,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":8.25,"height":18.73,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":1.27,"height":19.05,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":4.76,"height":3.81,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":8.57,"height":10.79,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-15","width":6.98,"height":13.02,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-16","width":10.79,"height":5.4,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-17","width":11.11,"height":2.54,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-18","width":13.02,"height":10.16,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-19","width":12.38,"height":11.43,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-20","width":8.25,"height":10.16,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-21","width":0.63,"height":15.24,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-22","width":13.02,"height":4.13,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-23","width":11.11,"height":4.44,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-24","width":4.13,"height":13.97,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-25","width":4.76,"height":12.38,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-26","width":18.73,"height":19.05,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-27","width":3.17,"height":5.71,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-28","width":13.02,"height":16.83,"depth":"1"},"timestamp":"2026-04-03 11:41:33"} 
[2026-04-03 11:41:34] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775216494_11a8e1171b55e2ff2c0c9ede6ee07e12","bins_packed":[{"bin_data":{"w":11.7,"h":19.35,"d":19.03,"id":"unique","used_space":72.6919,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":19.35,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/582f8d67cf1a8a58044971db37897ce3/1775216494-3909-5726847.svg","items":[{"id":"item-26","w":19.03,"h":19.35,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/582f8d67cf1a8a58044971db37897ce3/1775216494-3888-1415847.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-28","w":13.32,"h":17.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/582f8d67cf1a8a58044971db37897ce3/1775216494-389-9343713.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-25","w":5.06,"h":12.68,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/582f8d67cf1a8a58044971db37897ce3/1775216494-3891-5861223.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-18","w":13.32,"h":10.46,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/582f8d67cf1a8a58044971db37897ce3/1775216494-3891-6679787.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-22","w":13.32,"h":4.43,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/582f8d67cf1a8a58044971db37897ce3/1775216494-3892-7044156.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels 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deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-19","w":12.68,"h":11.73,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/582f8d67cf1a8a58044971db37897ce3/1775216494-3894-4708766.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-17","w":11.41,"h":2.84,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/582f8d67cf1a8a58044971db37897ce3/1775216494-3895-4223319.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels 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normalization"}},{"id":"item-8","w":9.51,"h":8.55,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/582f8d67cf1a8a58044971db37897ce3/1775216494-3905-6677331.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-15","w":7.28,"h":13.32,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/582f8d67cf1a8a58044971db37897ce3/1775216494-3906-2992258.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting 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[2026-04-03 11:41:34] local.INFO: Box added from packed bin {"data":{"length":19.03,"width":11.7,"height":19.35,"denseWeight":0},"timestamp":"2026-04-03 11:41:34"} 
[2026-04-03 11:41:34] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":21.03,"width":13.7,"height":21.6},"quantity":1,"denseWeight":1}],"cheapestShippingCost":214.8523,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":21.03,"width":13.7,"height":21.6},"denseWeight":1,"volumetricWeight":20.5,"higherWeight":20.5,"quantity":1}],"totalHigherWeight":20.5,"DS":0,"rate":"256.92","tariffAndDS":256.92,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":414.25780800000007,"totalShipmentCostFormula":"((tariffAndDS (256.92) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 414.26","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":21.03,"width":13.7,"height":21.6},"denseWeight":1,"volumetricWeight":20.5,"higherWeight":20.5,"quantity":1}],"totalHigherWeight":20.5,"DS":0,"rate":"150.36","tariffAndDS":150.36,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":242.44046400000002,"totalShipmentCostFormula":"((tariffAndDS (150.36) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 242.44","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":21.03,"width":13.7,"height":21.6},"denseWeight":1,"volumetricWeight":20.5,"higherWeight":20.5,"quantity":1}],"totalHigherWeight":20.5,"DS":0,"rate":"256.15","tariffAndDS":256.15,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":256.15,"totalShipmentCostFormula":"(((tariffAndDS (256.15) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 256.15","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":21.03,"width":13.7,"height":21.6},"denseWeight":1,"volumetricWeight":20.5,"higherWeight":20.5,"quantity":1}],"totalHigherWeight":20.5,"DS":0,"rate":133.25,"tariffAndDS":133.25,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":214.8523,"totalShipmentCostFormula":"((tariffAndDS (133.25) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 214.85","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":21.03,"width":13.7,"height":21.6},"denseWeight":1,"volumetricWeight":20.5,"higherWeight":20.5,"quantity":1}],"totalHigherWeight":20.5,"DS":0,"rate":222.22,"tariffAndDS":222.22,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":378.92954399999996,"totalShipmentCostFormula":"(( tariffAndDS (222.22) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 378.929544","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 Small (K0F569)","boxWeights":[{"size":{"length":21.03,"width":13.7,"height":21.6},"denseWeight":1,"volumetricWeight":20.5,"higherWeight":20.5,"quantity":1}],"totalHigherWeight":20.5,"DS":60.475,"rate":154.96,"tariffAndDS":215.435,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":368.97036999999995,"totalShipmentCostFormula":"(((tariffAndDS (215.435) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 368.97037","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":21.03,"width":13.7,"height":21.6},"denseWeight":1,"volumetricWeight":20.5,"higherWeight":20.5,"quantity":1}],"totalHigherWeight":20.5,"DS":0,"rate":655,"tariffAndDS":655,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":655,"totalShipmentCostFormula":"((tariffAndDS (655) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 655","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":"No rate available for weight less than 21"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":0,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":21.03,"width":13.7,"height":21.6},"denseWeight":1,"volumetricWeight":20.5,"higherWeight":20.5,"quantity":1}],"totalHigherWeight":20.5,"DS":60.475,"rate":155.68,"tariffAndDS":216.155,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":370.19581,"totalShipmentCostFormula":"(((tariffAndDS (216.155) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 370.19581","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":0,"career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":21.03,"width":13.7,"height":21.6},"denseWeight":1,"volumetricWeight":20.5,"higherWeight":20.5,"quantity":1}],"totalHigherWeight":20.5,"DS":60.475,"rate":154.96,"tariffAndDS":215.435,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":368.97036999999995,"totalShipmentCostFormula":"(((tariffAndDS (215.435) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 368.97037","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]}}}},"timestamp":"2026-04-03 11:41:34"} 
[2026-04-03 11:41:34] local.INFO: Yes Factor Founded {"data":{"sign_type":"Fabricated Channel Letters - Non Illuminated","productCostFactor":"1.66"},"timestamp":"2026-04-03 11:41:34"} 
[2026-04-03 11:41:34] local.INFO: Product cost factor determined {"data":{"sign_type":"Fabricated Channel Letters - Non Illuminated","productCostFactor":"1.66"},"timestamp":"2026-04-03 11:41:34"} 
[2026-04-03 11:41:34] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":82.22,"sign_depth":"1","sign_type":"Fabricated Channel Letters - Non Illuminated","processed_sign_type":"Fabricated Channel Letters - Non Illuminated","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-fabricated-channel-letters-non-illuminated.png","mounting_type":"Flush/Stud 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[2026-04-03 11:41:34] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 11:41:34"} 
[2026-04-03 11:41:36] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-03 11:41:36"} 
[2026-04-03 11:41:36] local.INFO: Incoming Request {"data":{"sign_type_name":"Fabricated Channel Letters - Non Illuminated","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":82.22,"sign_width":"120","dimensions":[{"id":"a5c203c6-dd0f-42fb-b973-2b0be2150ca3","height":5.71,"width":3.49},{"id":"0c4d72c4-473f-4780-a9e1-1fe73680f712","height":7.3,"width":10.16},{"id":"d40c3073-8966-410a-826f-d8574c0f5e2d","height":5.71,"width":6.35},{"id":"8b327d72-7362-4152-876a-1800b9a606c3","height":12.06,"width":9.84},{"id":"0f5c5845-1f27-4262-aa07-35f65b8baaf1","height":10.16,"width":10.79},{"id":"9a958c8d-571f-42d4-ad57-9661e34bbdea","height":17.14,"width":1.27},{"id":"6f455899-db8a-4440-a183-ddcf1bf1a817","height":8.57,"width":7.3},{"id":"194d95a2-0483-4dbc-bfa7-699481ab2209","height":8.25,"width":9.21},{"id":"78b396d8-1e85-46b2-b0c6-09acf6fd8d17","height":18.41,"width":0.95},{"id":"5a0d158d-29a8-423d-acae-e87b8d01c8e5","height":6.98,"width":9.52},{"id":"b2e040ac-74f2-4a72-b421-daf4ce7c06b4","height":18.73,"width":8.25},{"id":"3ff2f14a-0982-4d68-a5e7-031dcb8ef939","height":19.05,"width":1.27},{"id":"9de21c89-4508-4b38-8b7e-224a18d49c2f","height":3.81,"width":4.76},{"id":"c7f5a009-cbf3-44c7-b1f7-406acdac80b0","height":10.79,"width":8.57},{"id":"1275b63b-e591-415d-81f9-f64316bb1abc","height":13.02,"width":6.98},{"id":"1f4e6649-7032-4d1c-8530-70956270ddff","height":5.4,"width":10.79},{"id":"dd35e38b-1870-44a2-9cf8-107bf6af7f84","height":2.54,"width":11.11},{"id":"5f19dc2f-f6c3-408b-9d2d-9428659b03f3","height":10.16,"width":13.02},{"id":"4e8bda5b-583c-474b-bab1-4fa1ed77795a","height":11.43,"width":12.38},{"id":"f12c67df-2a9e-4fe2-bb71-ed4e9d56787c","height":10.16,"width":8.25},{"id":"e8be62d8-b501-4bef-86b0-6b78bb568b56","height":15.24,"width":0.63},{"id":"1aebfa17-00e2-4577-a8cf-1a2595067984","height":4.13,"width":13.02},{"id":"04eac52b-740b-4560-9767-4bd5a696424f","height":4.44,"width":11.11},{"id":"c7805b8a-e050-4963-af61-2039c12f20c8","height":13.97,"width":4.13},{"id":"beb20051-4648-4bfe-a825-6b96a4d870fe","height":12.38,"width":4.76},{"id":"4650d4d5-19f9-4148-929b-5679bd29a9a5","height":19.05,"width":18.73},{"id":"e7b9996c-7188-4d59-ac73-b812783fa53e","height":5.71,"width":3.17},{"id":"a89b2231-d122-4487-8e2f-60819a95a8c7","height":16.83,"width":13.02}]},"timestamp":"2026-04-03 11:41:36"} 
[2026-04-03 11:41:36] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-03 11:41:36"} 
[2026-04-03 11:41:36] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Fabricated Channel Letters - Non Illuminated","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":82.22,"sign_width":"120","dimensions":[{"id":"a5c203c6-dd0f-42fb-b973-2b0be2150ca3","height":5.71,"width":3.49},{"id":"0c4d72c4-473f-4780-a9e1-1fe73680f712","height":7.3,"width":10.16},{"id":"d40c3073-8966-410a-826f-d8574c0f5e2d","height":5.71,"width":6.35},{"id":"8b327d72-7362-4152-876a-1800b9a606c3","height":12.06,"width":9.84},{"id":"0f5c5845-1f27-4262-aa07-35f65b8baaf1","height":10.16,"width":10.79},{"id":"9a958c8d-571f-42d4-ad57-9661e34bbdea","height":17.14,"width":1.27},{"id":"6f455899-db8a-4440-a183-ddcf1bf1a817","height":8.57,"width":7.3},{"id":"194d95a2-0483-4dbc-bfa7-699481ab2209","height":8.25,"width":9.21},{"id":"78b396d8-1e85-46b2-b0c6-09acf6fd8d17","height":18.41,"width":0.95},{"id":"5a0d158d-29a8-423d-acae-e87b8d01c8e5","height":6.98,"width":9.52},{"id":"b2e040ac-74f2-4a72-b421-daf4ce7c06b4","height":18.73,"width":8.25},{"id":"3ff2f14a-0982-4d68-a5e7-031dcb8ef939","height":19.05,"width":1.27},{"id":"9de21c89-4508-4b38-8b7e-224a18d49c2f","height":3.81,"width":4.76},{"id":"c7f5a009-cbf3-44c7-b1f7-406acdac80b0","height":10.79,"width":8.57},{"id":"1275b63b-e591-415d-81f9-f64316bb1abc","height":13.02,"width":6.98},{"id":"1f4e6649-7032-4d1c-8530-70956270ddff","height":5.4,"width":10.79},{"id":"dd35e38b-1870-44a2-9cf8-107bf6af7f84","height":2.54,"width":11.11},{"id":"5f19dc2f-f6c3-408b-9d2d-9428659b03f3","height":10.16,"width":13.02},{"id":"4e8bda5b-583c-474b-bab1-4fa1ed77795a","height":11.43,"width":12.38},{"id":"f12c67df-2a9e-4fe2-bb71-ed4e9d56787c","height":10.16,"width":8.25},{"id":"e8be62d8-b501-4bef-86b0-6b78bb568b56","height":15.24,"width":0.63},{"id":"1aebfa17-00e2-4577-a8cf-1a2595067984","height":4.13,"width":13.02},{"id":"04eac52b-740b-4560-9767-4bd5a696424f","height":4.44,"width":11.11},{"id":"c7805b8a-e050-4963-af61-2039c12f20c8","height":13.97,"width":4.13},{"id":"beb20051-4648-4bfe-a825-6b96a4d870fe","height":12.38,"width":4.76},{"id":"4650d4d5-19f9-4148-929b-5679bd29a9a5","height":19.05,"width":18.73},{"id":"e7b9996c-7188-4d59-ac73-b812783fa53e","height":5.71,"width":3.17},{"id":"a89b2231-d122-4487-8e2f-60819a95a8c7","height":16.83,"width":13.02}]}},"timestamp":"2026-04-03 11:41:36"} 
[2026-04-03 11:41:36] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Fabricated Channel Letters - Non Illuminated"},"timestamp":"2026-04-03 11:41:36"} 
[2026-04-03 11:41:36] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":14},"timestamp":"2026-04-03 11:41:36"} 
[2026-04-03 11:41:36] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":14},"timestamp":"2026-04-03 11:41:36"} 
[2026-04-03 11:41:36] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-04-03 11:41:36"} 
[2026-04-03 11:41:36] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":14},"timestamp":"2026-04-03 11:41:36"} 
[2026-04-03 11:41:37] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Fabricated Channel Letters - Non Illuminated","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":82.22,"sign_width":"120","shipping_weight":20.5,"shape":"rectangular","dimensions":[{"id":"a5c203c6-dd0f-42fb-b973-2b0be2150ca3","height":5.71,"width":3.49},{"id":"0c4d72c4-473f-4780-a9e1-1fe73680f712","height":7.3,"width":10.16},{"id":"d40c3073-8966-410a-826f-d8574c0f5e2d","height":5.71,"width":6.35},{"id":"8b327d72-7362-4152-876a-1800b9a606c3","height":12.06,"width":9.84},{"id":"0f5c5845-1f27-4262-aa07-35f65b8baaf1","height":10.16,"width":10.79},{"id":"9a958c8d-571f-42d4-ad57-9661e34bbdea","height":17.14,"width":1.27},{"id":"6f455899-db8a-4440-a183-ddcf1bf1a817","height":8.57,"width":7.3},{"id":"194d95a2-0483-4dbc-bfa7-699481ab2209","height":8.25,"width":9.21},{"id":"78b396d8-1e85-46b2-b0c6-09acf6fd8d17","height":18.41,"width":0.95},{"id":"5a0d158d-29a8-423d-acae-e87b8d01c8e5","height":6.98,"width":9.52},{"id":"b2e040ac-74f2-4a72-b421-daf4ce7c06b4","height":18.73,"width":8.25},{"id":"3ff2f14a-0982-4d68-a5e7-031dcb8ef939","height":19.05,"width":1.27},{"id":"9de21c89-4508-4b38-8b7e-224a18d49c2f","height":3.81,"width":4.76},{"id":"c7f5a009-cbf3-44c7-b1f7-406acdac80b0","height":10.79,"width":8.57},{"id":"1275b63b-e591-415d-81f9-f64316bb1abc","height":13.02,"width":6.98},{"id":"1f4e6649-7032-4d1c-8530-70956270ddff","height":5.4,"width":10.79},{"id":"dd35e38b-1870-44a2-9cf8-107bf6af7f84","height":2.54,"width":11.11},{"id":"5f19dc2f-f6c3-408b-9d2d-9428659b03f3","height":10.16,"width":13.02},{"id":"4e8bda5b-583c-474b-bab1-4fa1ed77795a","height":11.43,"width":12.38},{"id":"f12c67df-2a9e-4fe2-bb71-ed4e9d56787c","height":10.16,"width":8.25},{"id":"e8be62d8-b501-4bef-86b0-6b78bb568b56","height":15.24,"width":0.63},{"id":"1aebfa17-00e2-4577-a8cf-1a2595067984","height":4.13,"width":13.02},{"id":"04eac52b-740b-4560-9767-4bd5a696424f","height":4.44,"width":11.11},{"id":"c7805b8a-e050-4963-af61-2039c12f20c8","height":13.97,"width":4.13},{"id":"beb20051-4648-4bfe-a825-6b96a4d870fe","height":12.38,"width":4.76},{"id":"4650d4d5-19f9-4148-929b-5679bd29a9a5","height":19.05,"width":18.73},{"id":"e7b9996c-7188-4d59-ac73-b812783fa53e","height":5.71,"width":3.17},{"id":"a89b2231-d122-4487-8e2f-60819a95a8c7","height":16.83,"width":13.02}]}},"timestamp":"2026-04-03 11:41:37"} 
[2026-04-03 11:41:37] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-03 11:41:37"} 
[2026-04-03 11:41:37] local.INFO: Input Parameters {"data":{"dimensions_count":28,"shape":"rectangular"},"timestamp":"2026-04-03 11:41:37"} 
[2026-04-03 11:41:37] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-03 11:41:37"} 
[2026-04-03 11:41:37] local.INFO: Sign Type Lookup {"data":{"sign_type":"Fabricated Channel Letters - Non Illuminated","found":true,"sign_type_id":14},"timestamp":"2026-04-03 11:41:37"} 
[2026-04-03 11:41:37] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":14,"has_module":true},"timestamp":"2026-04-03 11:41:37"} 
[2026-04-03 11:41:37] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-03 11:41:37"} 
[2026-04-03 11:41:37] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":5.0},"timestamp":"2026-04-03 11:41:37"} 
[2026-04-03 11:41:37] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-03 11:41:37"} 
[2026-04-03 11:41:37] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1485.6500000000003,"dimensions_count":28},"timestamp":"2026-04-03 11:41:37"} 
[2026-04-03 11:55:48] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"3","sign_width":"0","sign_height":"120","sign_type":"Standard Face Lit Letters - Plastic Trim","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":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php9141.tmp"}},"file_present":true},"timestamp":"2026-04-03 11:55:48"} 
[2026-04-03 11:55:48] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-03 11:55:48"} 
[2026-04-03 11:55:48] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":14},"timestamp":"2026-04-03 11:55:48"} 
[2026-04-03 11:55:48] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":0},"timestamp":"2026-04-03 11:55:48"} 
[2026-04-03 11:55:48] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":28},"timestamp":"2026-04-03 11:55:48"} 
[2026-04-03 11:55:48] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":28},"timestamp":"2026-04-03 11:55:48"} 
[2026-04-03 11:55:48] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-03 11:55:48"} 
[2026-04-03 11:55:48] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2026-01-05 100345.png","query_param":"width","query_value":"120","file_size":26333},"timestamp":"2026-04-03 11:55:48"} 
[2026-04-03 11:55:48] local.INFO: Detected Objects from Image-to-Text API 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8aGeayYuqX6fmA01LettOm5C5ydu8BMb4Fz87P81btAv1N+Y//3bahoMd4ZZmJ0hBVDQ4x3hvlF31pSXOL/Gfkfslj1ZMiNYeYAAAAASUVORK5CYII=","detection_approach":"extra_light_color_detection"},{"index":302,"position":{"x":78,"y":3,"width":10,"height":18},"scaled_width":3.17,"scaled_height":5.71,"actual_filled_area":3.22,"bounding_box_area":18,"exact_perimeter":16.4,"approximate_perimeter":15.9,"convex_hull_perimeter":14.46,"perimeter_pixels":51.65685424949238,"original_contour_points":11,"approximation_points":5,"shape_analysis":{"aspect_ratio":1.8,"compactness":0.1504,"perimeter_to_area_ratio":5.0932},"image_base64":"data:image/png;base64,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","detection_approach":"extra_light_color_detection"},{"index":303,"position":{"x":39,"y":3,"width":41,"height":53},"scaled_width":13.02,"scaled_height":16.83,"actual_filled_area":19.05,"bounding_box_area":219,"exact_perimeter":107.37,"approximate_perimeter":91.94,"convex_hull_perimeter":48.44,"perimeter_pixels":338.2253967444165,"original_contour_points":79,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.29,"compactness":0.0208,"perimeter_to_area_ratio":5.6362},"image_base64":"data:image/png;base64,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","detection_approach":"extra_light_color_detection"}]},"timestamp":"2026-04-03 11:55:48"} 
[2026-04-03 11:55:48] local.INFO: Nested area calculated {"data":{"nestedArea":2250.556},"timestamp":"2026-04-03 11:55:48"} 
[2026-04-03 11:55:48] local.INFO: Mapped objects from Image-to-Text API 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11:55:48"} 
[2026-04-03 11:55:48] local.INFO: Number of letters detected {"data":{"noOfLetters":28},"timestamp":"2026-04-03 11:55:48"} 
[2026-04-03 11:55:48] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1665.9200000000005,"perimeter_in_feet":138.83},"timestamp":"2026-04-03 11:55:48"} 
[2026-04-03 11:55:48] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[3.58,9.12,4.13,6.65,13.61,5.44,8.21,4.84,9.83,3.53,8.67,5.59,4.28,9.73,19.5,3.98,10.83,9.32,13.91,5.9,4.74,10.48,5.19,4.18,3.33,42.83,3.22,19.05],"actualFilledAreaSum":253.67000000000004},"timestamp":"2026-04-03 11:55:48"} 
[2026-04-03 11:55:48] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":1.76},"timestamp":"2026-04-03 11:55:48"} 
[2026-04-03 11:55:48] local.INFO: Average character height calculated {"data":{"avgCharHeight":10.611785714285714},"timestamp":"2026-04-03 11:55:48"} 
[2026-04-03 11:55:48] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":378.0,"originalHeight":259.0,"ratio":1.4594594594594594},"timestamp":"2026-04-03 11:55:48"} 
[2026-04-03 11:55:48] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":82.22},"timestamp":"2026-04-03 11:55:48"} 
[2026-04-03 11:55:48] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"7893.333333333333\" viewBox=\"0 0 378 259\">
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7YKDHlkqD/qkfE/4/HgQxkCwAAAABJRU5ErkJggg=="},{"id":"4c5c9794-46f9-4f6b-91ee-da212ca45fd3","height":16.83,"width":13.02,"perimeter":107.37,"area":19.05,"image":"data:image/png;base64,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"}],"no_of_letters":28,"perimeter_of_sign":138.83,"nested_area":15.63,"occupied_area":1.76,"avg_char_height":10.611785714285714,"widthOfSign":"120","otherDimensionOfSign":82.22,"width_of_smaller_line":20},"timestamp":"2026-04-03 11:55:48"} 
[2026-04-03 11:55:49] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"3","sign_width":"0","sign_height":"120","sign_type":"Standard Face Lit Letters - Plastic Trim","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1387,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":82.22,"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":28,"perimeter_of_sign":138.83,"nested_area":15.63,"occupied_area":1.76,"avg_char_height":"Less than 24 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ZCT6NjYmDLb39OoY3Qstjw8vPq6HPp6bVpfA56PvXuhWmFbpE12vHqppC1lCeSOclpr2S\\/0Pnp\\/2JKqKwkRvSkAAAAAElFTkSuQmCC\"}]","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":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Standard Face Lit Letters - Plastic Trim","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":82.22,"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":28,"perimeter_of_sign":138.83,"nested_area":15.63,"occupied_area":1.76,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":82.22,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1387}},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Looking up SignType {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":24,"formulas_count":37},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Retrieved Variables List {"data":{"sign_type_id":24,"variables_count":13},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Price Map Constructed {"data":{"price_map":{"material501913":1.45,"weight_material501913":0.553,"material501803":3.6821,"weight_material501803":0.629,"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,"material502428":1.7679,"weight_material502428":0.021,"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,"material502185":1.7679,"weight_material502185":0.047,"material501880":2.4107,"weight_material501880":0.503}},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable179":0,"variable180":0,"variable181":0,"variable182":0,"variable183":0,"variable184":0.75,"variable185":1.1,"variable186":1.2,"variable187":0,"variable188":0,"variable189":0,"variable190":0,"variable191":0}},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Merged material items {"data":{"formulas_count":37,"items_count_after_merge":37},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Merged variable items {"data":{"variables_count":13,"items_count_after_merge":50},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":640,"expression":"perimeter_of_sign * material502185 * variable186 / 3.2","dense_weight_expression":"weight_material502185 / 3.2 * nested_area","name":"Trimp Cap T401A UL Certified Red Italy","var_name":"material502185","price":"1.7679","description":"Precision-formed Jewelite Trim Cap  (T401A) - UL Ceritified.","sequence_no":1},"last_item":{"type":"variable","id":191,"expression":"totalCost * variable185","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable191","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Initializing MathExecutor {"data":{"variables_count":201},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: MathExecutor variables set {"data":{"variables_count":201},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Trimp Cap T401A UL Certified Red Italy","dense_weight_expression":"weight_material502185 / 3.2 * nested_area","itemDenseWeight":0.229565625},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Trimp Cap T401A UL Certified Red Italy","expression":"perimeter_of_sign * material502185 * variable186 / 3.2","result":92.039083875},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material501880 * (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign )","itemDenseWeight":17.4578725},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"material501880 * variable186 * (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign )","result":100.4032443},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","dense_weight_expression":"occupied_area * weight_material501913","itemDenseWeight":0.97328},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","expression":"nested_area * material501913 * variable186","result":27.196199999999997},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"occupied_area * weight_material501803","itemDenseWeight":1.10704},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"nested_area * material501803 * variable186","result":69.0614676},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] 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":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, occupied_area * 10 * weight_material502468 )","itemDenseWeight":"0.1408"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior, 0, nested_area * 10 * material502468 )","result":"59.72223"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","result":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, material502203 , 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 + weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, material502204  + material502203 , 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, material502204 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_exterior && nested_area * 10 <= 70, material502204 , 0 )","result":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, material502203 , 0 )","result":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502203 + weight_material502204 , 0 )","itemDenseWeight":"1.298"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, material502203 + material502204 , 0 )","result":"40.6093"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502204 * 2, 0 )","result":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"3.78"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, material502206 * 2.5 * no_of_letters )","result":"19.502"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0 )","result":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0 )","result":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0 )","result":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0 )","result":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, material171 * 2.5 * no_of_letters, 0 )","result":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 * weight_material500611","itemDenseWeight":0.0120842413098},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 * material500611","result":12.084241309800001},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0009597698987500003},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * material500214","result":0.9597698987500002},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.009154728265000002},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * material501055","result":9.154728265000001},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098 , 0 )","result":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * material502350 , 0 )","result":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.01881518782"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098 )","result":"18.81518782"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00913160787"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * material502131 )","result":"9.13160787"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0122268234"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * material502350 )","result":"12.2268234"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00097557856"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * material501680 )","result":"0.97557856"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscallaneous Cost","expression":"0.2 * ( 

formula621 + formula622 + formula623 + formula624 + formula625 + formula626 + formula627 + formula628 + formula629 + formula630 + formula631 

)","result":12.66958742471},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Vinyl 3630-26 3M Pakistan","dense_weight_expression":"weight_material502428 * occupied_area","itemDenseWeight":0.03696},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Vinyl 3630-26 3M Pakistan","expression":"nested_area * material502428","result":27.632277000000002},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable184 * nested_area","result":11.7225},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"11.8788"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074 , 0 )","itemDenseWeight":"6.5891324669236"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  (  ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) * raceway_height * 2 ) + ( raceway_height * raceway_depth * 2 ) + (  ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) * raceway_depth * 2 )  ) / 144 ) * weight_material501803 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, material501803 * ( variable186 / 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":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2.5 mm)","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":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2.5 mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable186 * ( 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":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( 2 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ) + ( 2 * (  ( width_of_sign + ( 2 * backer_offset )  ) * backboard_cabinet_depth )  ) + ( 2 * (  ( other_dimension_of_sign + ( 2 * backer_offset )  ) * backboard_cabinet_depth )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable186 * (  (  (  (  ( 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":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Total Cost formula detected {"data":{"item_id":191},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":524.90582732326,"totalDenseWeight_before_formula":43.55479852904715},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable185","computed_totalCost":577.3964100555861},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","objects_count":28,"totalDenseWeight":47.91027838195187},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":28,"sign_depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":3.49,"height":5.71,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":10.16,"height":7.3,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":6.35,"height":5.71,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":9.84,"height":12.06,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":10.79,"height":10.16,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":1.27,"height":17.14,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":7.3,"height":8.57,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":9.21,"height":8.25,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":0.95,"height":18.41,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":9.52,"height":6.98,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":8.25,"height":18.73,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":1.27,"height":19.05,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":4.76,"height":3.81,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":8.57,"height":10.79,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-15","width":6.98,"height":13.02,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-16","width":10.79,"height":5.4,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-17","width":11.11,"height":2.54,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-18","width":13.02,"height":10.16,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-19","width":12.38,"height":11.43,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-20","width":8.25,"height":10.16,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-21","width":0.63,"height":15.24,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-22","width":13.02,"height":4.13,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-23","width":11.11,"height":4.44,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-24","width":4.13,"height":13.97,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-25","width":4.76,"height":12.38,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-26","width":18.73,"height":19.05,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-27","width":3.17,"height":5.71,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-28","width":13.02,"height":16.83,"depth":"3"},"timestamp":"2026-04-03 11:55:49"} 
[2026-04-03 11:55:50] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775217350_a677b7aa03c7354ceb939aa0a14ba5e0","bins_packed":[{"bin_data":{"w":16.5,"h":24.06,"d":23.78,"id":null,"used_space":84.2114,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":24.06,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/ad9d80881fef71adb50b1333ad69d004/1775217350-8435-1272238.svg","items":[{"id":"item-26","w":19.03,"h":19.35,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/ad9d80881fef71adb50b1333ad69d004/1775217350-8415-3844358.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-28","w":13.32,"h":17.13,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/ad9d80881fef71adb50b1333ad69d004/1775217350-8417-4366643.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-18","w":13.32,"h":10.46,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/ad9d80881fef71adb50b1333ad69d004/1775217350-8417-5240223.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels 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[2026-04-03 11:55:50] local.INFO: Box added from packed bin {"data":{"length":23.78,"width":16.5,"height":24.06,"denseWeight":47.91027838195187},"timestamp":"2026-04-03 11:55:50"} 
[2026-04-03 11:55:51] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":25.78,"width":18.5,"height":26.31},"quantity":1,"denseWeight":47.91027838195187}],"cheapestShippingCost":481.43,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":25.78,"width":18.5,"height":26.31},"denseWeight":47.91027838195187,"volumetricWeight":41.5,"higherWeight":47.91027838195187,"quantity":1}],"totalHigherWeight":47.91027838195187,"DS":0,"rate":618.1765718579452,"tariffAndDS":618.1765718579452,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1037.057904463751,"totalShipmentCostFormula":"((tariffAndDS (618.17657185795) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 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USA","boxWeights":[{"size":{"length":25.78,"width":18.5,"height":26.31},"denseWeight":47.91027838195187,"volumetricWeight":41.5,"higherWeight":47.91027838195187,"quantity":1}],"totalHigherWeight":47.91027838195187,"DS":0,"rate":"451.43","tariffAndDS":451.43,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":481.43,"totalShipmentCostFormula":"(((tariffAndDS (451.43) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (30)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 481.43","careerDDPValue":0,"nonConveyableSurcharge":30,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy 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Standard","boxWeights":[{"size":{"length":25.78,"width":18.5,"height":26.31},"denseWeight":47.91027838195187,"volumetricWeight":41.5,"higherWeight":47.91027838195187,"quantity":1}],"totalHigherWeight":47.91027838195187,"DS":0,"rate":487.72663392827,"tariffAndDS":487.72663392827,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":831.671456174486,"totalShipmentCostFormula":"(( tariffAndDS (487.72663392827) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 831.67145617449","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":0,"career_name":"UPS Pakistan Heavy Expedited 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[2026-04-03 11:55:51] local.INFO: Yes Factor Founded {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","productCostFactor":"1.66"},"timestamp":"2026-04-03 11:55:51"} 
[2026-04-03 11:55:51] local.INFO: Product cost factor determined {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","productCostFactor":"1.66"},"timestamp":"2026-04-03 11:55:51"} 
[2026-04-03 11:55:51] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":82.22,"sign_depth":"3","sign_type":"Standard Face Lit Letters - Plastic Trim","processed_sign_type":"Standard Face Lit Letters - Plastic Trim","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-face-lit-channel-letters.png","mounting_type":"Flush/Stud 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Special","boxWeights":[{"size":{"length":25.78,"width":18.5,"height":26.31},"denseWeight":47.91027838195187,"volumetricWeight":41.5,"higherWeight":47.91027838195187,"quantity":1}],"totalHigherWeight":47.91027838195187,"DS":0,"rate":312,"tariffAndDS":312,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":543.3788000000001,"totalShipmentCostFormula":"((tariffAndDS (312) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 543.38","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":25.78,"width":18.5,"height":26.31},"denseWeight":47.91027838195187,"volumetricWeight":41.5,"higherWeight":47.91027838195187,"quantity":1}],"totalHigherWeight":47.91027838195187,"DS":0,"rate":487.72663392827,"tariffAndDS":487.72663392827,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":831.671456174486,"totalShipmentCostFormula":"(( tariffAndDS (487.72663392827) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 831.67145617449","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":0,"career_name":"UPS Pakistan Heavy Expedited 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Cargo","boxWeights":[{"size":{"length":25.78,"width":18.5,"height":26.31},"denseWeight":47.91027838195187,"volumetricWeight":41.5,"higherWeight":47.91027838195187,"quantity":1}],"totalHigherWeight":47.91027838195187,"DS":0,"rate":929.1027838195187,"tariffAndDS":929.1027838195187,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":929.1027838195187,"totalShipmentCostFormula":"((tariffAndDS (929.10278381952) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 929.10278381952","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":25.78,"width":18.5,"height":26.31},"denseWeight":47.91027838195187,"volumetricWeight":41.5,"higherWeight":47.91027838195187,"quantity":1}],"totalHigherWeight":47.91027838195187,"DS":141.33532122675803,"rate":309.51,"tariffAndDS":450.845321226758,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":769.638736727942,"totalShipmentCostFormula":"(((tariffAndDS (450.84532122676) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 769.63873672794","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 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4*8","description":null,"sequence_no":40},{"material_id":637,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":638,"dense_weight_expression":11.8788,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":639,"dense_weight_expression":6.5891324669236,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":185,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":186,"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":187,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud Mount","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":188,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":189,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2.5 mm)","description":null,"sequence_no":48},{"variable_id":190,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":191,"dense_weight_expression":47.91027838195187,"result":577.3964100555861,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Standard Face Lit Letters - Plastic Trim","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":82.22,"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":28,"perimeter_of_sign":138.83,"nested_area":15.63,"occupied_area":1.76,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":82.22,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1387},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1387},"timestamp":"2026-04-03 11:55:51"} 
[2026-04-03 11:55:51] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 11:55:51"} 
[2026-04-03 11:55:52] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Incoming Request {"data":{"sign_type_name":"Standard Face Lit Letters - Plastic Trim","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":82.22,"sign_width":"120","dimensions":[{"id":"cf30df76-b4e5-45e8-bfaf-7cf0171e6bcf","height":5.71,"width":3.49},{"id":"799add28-1d9b-48cf-8b97-2e582b9e3fc9","height":7.3,"width":10.16},{"id":"c1d440e5-dc43-4d27-91ad-d1496e12067e","height":5.71,"width":6.35},{"id":"009a9d9b-db78-426a-a517-15e71f0342f2","height":12.06,"width":9.84},{"id":"6fa49dd8-5335-4e67-9b21-491217cf0656","height":10.16,"width":10.79},{"id":"bb988007-4a97-4dad-b1aa-45641ef86000","height":17.14,"width":1.27},{"id":"0e65be21-6287-409f-ba5c-3d3d2218fc6f","height":8.57,"width":7.3},{"id":"c50c70d0-2e80-4ddd-ba71-fa4b9b38321d","height":8.25,"width":9.21},{"id":"ec0bbb51-c941-4d7f-a3aa-511618f9ca7b","height":18.41,"width":0.95},{"id":"6b5799bb-cfd9-469d-ada1-5f2dad2d6db0","height":6.98,"width":9.52},{"id":"ad4515ac-56eb-4e6f-9257-c007b34f99a6","height":18.73,"width":8.25},{"id":"acb06f56-dc59-4175-828b-436d253a0bdb","height":19.05,"width":1.27},{"id":"a63c8db1-d12f-4c07-87e0-b9b52db83355","height":3.81,"width":4.76},{"id":"21745b5a-7ae7-4dd3-8e08-5985d8c78fc0","height":10.79,"width":8.57},{"id":"29d7c9f6-ee57-4c1f-9825-2f83dfbee011","height":13.02,"width":6.98},{"id":"5445a660-cff5-4f48-ab61-7e9bbf12fb30","height":5.4,"width":10.79},{"id":"c05a5295-094e-4636-b120-a0c93475c69d","height":2.54,"width":11.11},{"id":"7588f536-9ccc-4c2a-a6ba-fe079c97459f","height":10.16,"width":13.02},{"id":"99d23892-93ce-490a-9313-dfbe417537d4","height":11.43,"width":12.38},{"id":"be76631b-bf8f-4009-812b-ad80ddcb7067","height":10.16,"width":8.25},{"id":"296a7c42-5879-4496-88ee-d4cfdb7f5f91","height":15.24,"width":0.63},{"id":"1345bc47-7ed1-4037-a141-6ccf6bb59a5f","height":4.13,"width":13.02},{"id":"b71728ce-65b0-429f-b8fc-0c257517f921","height":4.44,"width":11.11},{"id":"277714bf-a091-4c2e-a7e8-a972ec00ed94","height":13.97,"width":4.13},{"id":"bc85500a-7fd6-4e92-9256-0760051ff7c8","height":12.38,"width":4.76},{"id":"2893c9bf-645f-4884-9b2e-20eddcff943d","height":19.05,"width":18.73},{"id":"258ceb73-52e9-4ca5-b4f1-7bffc53f4b70","height":5.71,"width":3.17},{"id":"4c5c9794-46f9-4f6b-91ee-da212ca45fd3","height":16.83,"width":13.02}]},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Standard Face Lit Letters - Plastic Trim","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":82.22,"sign_width":"120","dimensions":[{"id":"cf30df76-b4e5-45e8-bfaf-7cf0171e6bcf","height":5.71,"width":3.49},{"id":"799add28-1d9b-48cf-8b97-2e582b9e3fc9","height":7.3,"width":10.16},{"id":"c1d440e5-dc43-4d27-91ad-d1496e12067e","height":5.71,"width":6.35},{"id":"009a9d9b-db78-426a-a517-15e71f0342f2","height":12.06,"width":9.84},{"id":"6fa49dd8-5335-4e67-9b21-491217cf0656","height":10.16,"width":10.79},{"id":"bb988007-4a97-4dad-b1aa-45641ef86000","height":17.14,"width":1.27},{"id":"0e65be21-6287-409f-ba5c-3d3d2218fc6f","height":8.57,"width":7.3},{"id":"c50c70d0-2e80-4ddd-ba71-fa4b9b38321d","height":8.25,"width":9.21},{"id":"ec0bbb51-c941-4d7f-a3aa-511618f9ca7b","height":18.41,"width":0.95},{"id":"6b5799bb-cfd9-469d-ada1-5f2dad2d6db0","height":6.98,"width":9.52},{"id":"ad4515ac-56eb-4e6f-9257-c007b34f99a6","height":18.73,"width":8.25},{"id":"acb06f56-dc59-4175-828b-436d253a0bdb","height":19.05,"width":1.27},{"id":"a63c8db1-d12f-4c07-87e0-b9b52db83355","height":3.81,"width":4.76},{"id":"21745b5a-7ae7-4dd3-8e08-5985d8c78fc0","height":10.79,"width":8.57},{"id":"29d7c9f6-ee57-4c1f-9825-2f83dfbee011","height":13.02,"width":6.98},{"id":"5445a660-cff5-4f48-ab61-7e9bbf12fb30","height":5.4,"width":10.79},{"id":"c05a5295-094e-4636-b120-a0c93475c69d","height":2.54,"width":11.11},{"id":"7588f536-9ccc-4c2a-a6ba-fe079c97459f","height":10.16,"width":13.02},{"id":"99d23892-93ce-490a-9313-dfbe417537d4","height":11.43,"width":12.38},{"id":"be76631b-bf8f-4009-812b-ad80ddcb7067","height":10.16,"width":8.25},{"id":"296a7c42-5879-4496-88ee-d4cfdb7f5f91","height":15.24,"width":0.63},{"id":"1345bc47-7ed1-4037-a141-6ccf6bb59a5f","height":4.13,"width":13.02},{"id":"b71728ce-65b0-429f-b8fc-0c257517f921","height":4.44,"width":11.11},{"id":"277714bf-a091-4c2e-a7e8-a972ec00ed94","height":13.97,"width":4.13},{"id":"bc85500a-7fd6-4e92-9256-0760051ff7c8","height":12.38,"width":4.76},{"id":"2893c9bf-645f-4884-9b2e-20eddcff943d","height":19.05,"width":18.73},{"id":"258ceb73-52e9-4ca5-b4f1-7bffc53f4b70","height":5.71,"width":3.17},{"id":"4c5c9794-46f9-4f6b-91ee-da212ca45fd3","height":16.83,"width":13.02}]}},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Standard Face Lit Letters - Plastic Trim"},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":24},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":24},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":24},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[3,5]}},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"cf30df76-b4e5-45e8-bfaf-7cf0171e6bcf","height":5.71,"width":3.49},{"id":"799add28-1d9b-48cf-8b97-2e582b9e3fc9","height":7.3,"width":10.16},{"id":"c1d440e5-dc43-4d27-91ad-d1496e12067e","height":5.71,"width":6.35},{"id":"009a9d9b-db78-426a-a517-15e71f0342f2","height":12.06,"width":9.84},{"id":"6fa49dd8-5335-4e67-9b21-491217cf0656","height":10.16,"width":10.79},{"id":"bb988007-4a97-4dad-b1aa-45641ef86000","height":17.14,"width":1.27},{"id":"0e65be21-6287-409f-ba5c-3d3d2218fc6f","height":8.57,"width":7.3},{"id":"c50c70d0-2e80-4ddd-ba71-fa4b9b38321d","height":8.25,"width":9.21},{"id":"ec0bbb51-c941-4d7f-a3aa-511618f9ca7b","height":18.41,"width":0.95},{"id":"6b5799bb-cfd9-469d-ada1-5f2dad2d6db0","height":6.98,"width":9.52},{"id":"ad4515ac-56eb-4e6f-9257-c007b34f99a6","height":18.73,"width":8.25},{"id":"acb06f56-dc59-4175-828b-436d253a0bdb","height":19.05,"width":1.27},{"id":"a63c8db1-d12f-4c07-87e0-b9b52db83355","height":3.81,"width":4.76},{"id":"21745b5a-7ae7-4dd3-8e08-5985d8c78fc0","height":10.79,"width":8.57},{"id":"29d7c9f6-ee57-4c1f-9825-2f83dfbee011","height":13.02,"width":6.98},{"id":"5445a660-cff5-4f48-ab61-7e9bbf12fb30","height":5.4,"width":10.79},{"id":"c05a5295-094e-4636-b120-a0c93475c69d","height":2.54,"width":11.11},{"id":"7588f536-9ccc-4c2a-a6ba-fe079c97459f","height":10.16,"width":13.02},{"id":"99d23892-93ce-490a-9313-dfbe417537d4","height":11.43,"width":12.38},{"id":"be76631b-bf8f-4009-812b-ad80ddcb7067","height":10.16,"width":8.25},{"id":"296a7c42-5879-4496-88ee-d4cfdb7f5f91","height":15.24,"width":0.63},{"id":"1345bc47-7ed1-4037-a141-6ccf6bb59a5f","height":4.13,"width":13.02},{"id":"b71728ce-65b0-429f-b8fc-0c257517f921","height":4.44,"width":11.11},{"id":"277714bf-a091-4c2e-a7e8-a972ec00ed94","height":13.97,"width":4.13},{"id":"bc85500a-7fd6-4e92-9256-0760051ff7c8","height":12.38,"width":4.76},{"id":"2893c9bf-645f-4884-9b2e-20eddcff943d","height":19.05,"width":18.73},{"id":"258ceb73-52e9-4ca5-b4f1-7bffc53f4b70","height":5.71,"width":3.17},{"id":"4c5c9794-46f9-4f6b-91ee-da212ca45fd3","height":16.83,"width":13.02}],"sign_height_raw":82.22,"sign_width_raw":"120"},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":83.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":24},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"45.00"},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Dimension Calculation {"data":{"dim_id":"cf30df76-b4e5-45e8-bfaf-7cf0171e6bcf","height":5.71,"width":3.49,"ceilHeight":6.0,"ceilWidth":4.0,"biggerDimension":6.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":221,"sign_type_id":24,"heightOrWidth":"6.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Dimension Calculation {"data":{"dim_id":"799add28-1d9b-48cf-8b97-2e582b9e3fc9","height":7.3,"width":10.16,"ceilHeight":8.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":231,"sign_type_id":24,"heightOrWidth":"11.00","return":3,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Dimension Calculation {"data":{"dim_id":"c1d440e5-dc43-4d27-91ad-d1496e12067e","height":5.71,"width":6.35,"ceilHeight":6.0,"ceilWidth":7.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":223,"sign_type_id":24,"heightOrWidth":"7.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Dimension Calculation {"data":{"dim_id":"009a9d9b-db78-426a-a517-15e71f0342f2","height":12.06,"width":9.84,"ceilHeight":13.0,"ceilWidth":10.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":235,"sign_type_id":24,"heightOrWidth":"13.00","return":3,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Dimension Calculation {"data":{"dim_id":"6fa49dd8-5335-4e67-9b21-491217cf0656","height":10.16,"width":10.79,"ceilHeight":11.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":231,"sign_type_id":24,"heightOrWidth":"11.00","return":3,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Dimension Calculation {"data":{"dim_id":"bb988007-4a97-4dad-b1aa-45641ef86000","height":17.14,"width":1.27,"ceilHeight":18.0,"ceilWidth":2.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":245,"sign_type_id":24,"heightOrWidth":"18.00","return":3,"price":79,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Dimension Calculation {"data":{"dim_id":"0e65be21-6287-409f-ba5c-3d3d2218fc6f","height":8.57,"width":7.3,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":227,"sign_type_id":24,"heightOrWidth":"9.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Dimension Calculation {"data":{"dim_id":"c50c70d0-2e80-4ddd-ba71-fa4b9b38321d","height":8.25,"width":9.21,"ceilHeight":9.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":229,"sign_type_id":24,"heightOrWidth":"10.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Dimension Calculation {"data":{"dim_id":"ec0bbb51-c941-4d7f-a3aa-511618f9ca7b","height":18.41,"width":0.95,"ceilHeight":19.0,"ceilWidth":1.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":247,"sign_type_id":24,"heightOrWidth":"19.00","return":3,"price":83,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Dimension Calculation {"data":{"dim_id":"6b5799bb-cfd9-469d-ada1-5f2dad2d6db0","height":6.98,"width":9.52,"ceilHeight":7.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":229,"sign_type_id":24,"heightOrWidth":"10.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Dimension Calculation {"data":{"dim_id":"ad4515ac-56eb-4e6f-9257-c007b34f99a6","height":18.73,"width":8.25,"ceilHeight":19.0,"ceilWidth":9.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":247,"sign_type_id":24,"heightOrWidth":"19.00","return":3,"price":83,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Dimension Calculation {"data":{"dim_id":"acb06f56-dc59-4175-828b-436d253a0bdb","height":19.05,"width":1.27,"ceilHeight":20.0,"ceilWidth":2.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":249,"sign_type_id":24,"heightOrWidth":"20.00","return":3,"price":88,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Dimension Calculation {"data":{"dim_id":"a63c8db1-d12f-4c07-87e0-b9b52db83355","height":3.81,"width":4.76,"ceilHeight":4.0,"ceilWidth":5.0,"biggerDimension":5.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":219,"sign_type_id":24,"heightOrWidth":"5.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Dimension Calculation {"data":{"dim_id":"21745b5a-7ae7-4dd3-8e08-5985d8c78fc0","height":10.79,"width":8.57,"ceilHeight":11.0,"ceilWidth":9.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":231,"sign_type_id":24,"heightOrWidth":"11.00","return":3,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Dimension Calculation {"data":{"dim_id":"29d7c9f6-ee57-4c1f-9825-2f83dfbee011","height":13.02,"width":6.98,"ceilHeight":14.0,"ceilWidth":7.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":237,"sign_type_id":24,"heightOrWidth":"14.00","return":3,"price":61,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Dimension Calculation {"data":{"dim_id":"5445a660-cff5-4f48-ab61-7e9bbf12fb30","height":5.4,"width":10.79,"ceilHeight":6.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":231,"sign_type_id":24,"heightOrWidth":"11.00","return":3,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Dimension Calculation {"data":{"dim_id":"c05a5295-094e-4636-b120-a0c93475c69d","height":2.54,"width":11.11,"ceilHeight":3.0,"ceilWidth":12.0,"biggerDimension":12.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":233,"sign_type_id":24,"heightOrWidth":"12.00","return":3,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Dimension Calculation {"data":{"dim_id":"7588f536-9ccc-4c2a-a6ba-fe079c97459f","height":10.16,"width":13.02,"ceilHeight":11.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":237,"sign_type_id":24,"heightOrWidth":"14.00","return":3,"price":61,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Dimension Calculation {"data":{"dim_id":"99d23892-93ce-490a-9313-dfbe417537d4","height":11.43,"width":12.38,"ceilHeight":12.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":235,"sign_type_id":24,"heightOrWidth":"13.00","return":3,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Dimension Calculation {"data":{"dim_id":"be76631b-bf8f-4009-812b-ad80ddcb7067","height":10.16,"width":8.25,"ceilHeight":11.0,"ceilWidth":9.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":231,"sign_type_id":24,"heightOrWidth":"11.00","return":3,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Dimension Calculation {"data":{"dim_id":"296a7c42-5879-4496-88ee-d4cfdb7f5f91","height":15.24,"width":0.63,"ceilHeight":16.0,"ceilWidth":1.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":241,"sign_type_id":24,"heightOrWidth":"16.00","return":3,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Dimension Calculation {"data":{"dim_id":"1345bc47-7ed1-4037-a141-6ccf6bb59a5f","height":4.13,"width":13.02,"ceilHeight":5.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":237,"sign_type_id":24,"heightOrWidth":"14.00","return":3,"price":61,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Dimension Calculation {"data":{"dim_id":"b71728ce-65b0-429f-b8fc-0c257517f921","height":4.44,"width":11.11,"ceilHeight":5.0,"ceilWidth":12.0,"biggerDimension":12.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":233,"sign_type_id":24,"heightOrWidth":"12.00","return":3,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Dimension Calculation {"data":{"dim_id":"277714bf-a091-4c2e-a7e8-a972ec00ed94","height":13.97,"width":4.13,"ceilHeight":14.0,"ceilWidth":5.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":237,"sign_type_id":24,"heightOrWidth":"14.00","return":3,"price":61,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:52] local.INFO: Dimension Calculation {"data":{"dim_id":"bc85500a-7fd6-4e92-9256-0760051ff7c8","height":12.38,"width":4.76,"ceilHeight":13.0,"ceilWidth":5.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":235,"sign_type_id":24,"heightOrWidth":"13.00","return":3,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:52"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"2893c9bf-645f-4884-9b2e-20eddcff943d","height":19.05,"width":18.73,"ceilHeight":20.0,"ceilWidth":19.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":249,"sign_type_id":24,"heightOrWidth":"20.00","return":3,"price":88,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"258ceb73-52e9-4ca5-b4f1-7bffc53f4b70","height":5.71,"width":3.17,"ceilHeight":6.0,"ceilWidth":4.0,"biggerDimension":6.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":221,"sign_type_id":24,"heightOrWidth":"6.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"4c5c9794-46f9-4f6b-91ee-da212ca45fd3","height":16.83,"width":13.02,"ceilHeight":17.0,"ceilWidth":14.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":243,"sign_type_id":24,"heightOrWidth":"17.00","return":3,"price":75,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":28,"baseProductionCost":2070,"result":[{"id":"cf30df76-b4e5-45e8-bfaf-7cf0171e6bcf","height":5.71,"width":3.49,"depth":3,"price":80},{"id":"799add28-1d9b-48cf-8b97-2e582b9e3fc9","height":7.3,"width":10.16,"depth":3,"price":70},{"id":"c1d440e5-dc43-4d27-91ad-d1496e12067e","height":5.71,"width":6.35,"depth":3,"price":80},{"id":"009a9d9b-db78-426a-a517-15e71f0342f2","height":12.06,"width":9.84,"depth":3,"price":70},{"id":"6fa49dd8-5335-4e67-9b21-491217cf0656","height":10.16,"width":10.79,"depth":3,"price":70},{"id":"bb988007-4a97-4dad-b1aa-45641ef86000","height":17.14,"width":1.27,"depth":3,"price":79},{"id":"0e65be21-6287-409f-ba5c-3d3d2218fc6f","height":8.57,"width":7.3,"depth":3,"price":80},{"id":"c50c70d0-2e80-4ddd-ba71-fa4b9b38321d","height":8.25,"width":9.21,"depth":3,"price":80},{"id":"ec0bbb51-c941-4d7f-a3aa-511618f9ca7b","height":18.41,"width":0.95,"depth":3,"price":83},{"id":"6b5799bb-cfd9-469d-ada1-5f2dad2d6db0","height":6.98,"width":9.52,"depth":3,"price":80},{"id":"ad4515ac-56eb-4e6f-9257-c007b34f99a6","height":18.73,"width":8.25,"depth":3,"price":83},{"id":"acb06f56-dc59-4175-828b-436d253a0bdb","height":19.05,"width":1.27,"depth":3,"price":88},{"id":"a63c8db1-d12f-4c07-87e0-b9b52db83355","height":3.81,"width":4.76,"depth":3,"price":80},{"id":"21745b5a-7ae7-4dd3-8e08-5985d8c78fc0","height":10.79,"width":8.57,"depth":3,"price":70},{"id":"29d7c9f6-ee57-4c1f-9825-2f83dfbee011","height":13.02,"width":6.98,"depth":3,"price":61},{"id":"5445a660-cff5-4f48-ab61-7e9bbf12fb30","height":5.4,"width":10.79,"depth":3,"price":70},{"id":"c05a5295-094e-4636-b120-a0c93475c69d","height":2.54,"width":11.11,"depth":3,"price":70},{"id":"7588f536-9ccc-4c2a-a6ba-fe079c97459f","height":10.16,"width":13.02,"depth":3,"price":61},{"id":"99d23892-93ce-490a-9313-dfbe417537d4","height":11.43,"width":12.38,"depth":3,"price":70},{"id":"be76631b-bf8f-4009-812b-ad80ddcb7067","height":10.16,"width":8.25,"depth":3,"price":70},{"id":"296a7c42-5879-4496-88ee-d4cfdb7f5f91","height":15.24,"width":0.63,"depth":3,"price":70},{"id":"1345bc47-7ed1-4037-a141-6ccf6bb59a5f","height":4.13,"width":13.02,"depth":3,"price":61},{"id":"b71728ce-65b0-429f-b8fc-0c257517f921","height":4.44,"width":11.11,"depth":3,"price":70},{"id":"277714bf-a091-4c2e-a7e8-a972ec00ed94","height":13.97,"width":4.13,"depth":3,"price":61},{"id":"bc85500a-7fd6-4e92-9256-0760051ff7c8","height":12.38,"width":4.76,"depth":3,"price":70},{"id":"2893c9bf-645f-4884-9b2e-20eddcff943d","height":19.05,"width":18.73,"depth":3,"price":88},{"id":"258ceb73-52e9-4ca5-b4f1-7bffc53f4b70","height":5.71,"width":3.17,"depth":3,"price":80},{"id":"4c5c9794-46f9-4f6b-91ee-da212ca45fd3","height":16.83,"width":13.02,"depth":3,"price":75}]},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":83.0},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2218.47,"taxFactor":0.0887,"tax":196.77828899999997},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Box Calculation Details {"data":{"breadth":89.0,"boxDepth":8,"oneBoxCapacity":-35.0,"noOfBoxes":-3.0,"noOfFullBoxes":-4.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-35.0,"widthOfHalfBox":-20.0},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":522.4748201438849,"shippingWeightInKG":236.95003181128567},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":236.95003181128567,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":10,"min":"206","max":"240","rate":"200","created_at":null,"updated_at":null}}},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":200,"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2070,"PSUCost":148.47,"tax":196.77828899999997,"shippingRate":200,"miscellaenous":0,"signPrice":2615.2482889999997},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Standard Face Lit Letters - Plastic Trim","TATdays":7},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Final dataResults entry added {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","sign_width":"120","sign_height":82.22,"sign_depth":3,"totalCost":2615.2482889999997,"TATDays":7,"baseProductionCost":2070,"productionCost":2218.47,"PSUCost":148.47,"tax":196.77828899999997,"shippingCost":200,"uniqueReturns_count":2,"objects_count":28},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Processing dimensions block {"data":{"return_value":5,"raw_dimensions":[{"id":"cf30df76-b4e5-45e8-bfaf-7cf0171e6bcf","height":5.71,"width":3.49},{"id":"799add28-1d9b-48cf-8b97-2e582b9e3fc9","height":7.3,"width":10.16},{"id":"c1d440e5-dc43-4d27-91ad-d1496e12067e","height":5.71,"width":6.35},{"id":"009a9d9b-db78-426a-a517-15e71f0342f2","height":12.06,"width":9.84},{"id":"6fa49dd8-5335-4e67-9b21-491217cf0656","height":10.16,"width":10.79},{"id":"bb988007-4a97-4dad-b1aa-45641ef86000","height":17.14,"width":1.27},{"id":"0e65be21-6287-409f-ba5c-3d3d2218fc6f","height":8.57,"width":7.3},{"id":"c50c70d0-2e80-4ddd-ba71-fa4b9b38321d","height":8.25,"width":9.21},{"id":"ec0bbb51-c941-4d7f-a3aa-511618f9ca7b","height":18.41,"width":0.95},{"id":"6b5799bb-cfd9-469d-ada1-5f2dad2d6db0","height":6.98,"width":9.52},{"id":"ad4515ac-56eb-4e6f-9257-c007b34f99a6","height":18.73,"width":8.25},{"id":"acb06f56-dc59-4175-828b-436d253a0bdb","height":19.05,"width":1.27},{"id":"a63c8db1-d12f-4c07-87e0-b9b52db83355","height":3.81,"width":4.76},{"id":"21745b5a-7ae7-4dd3-8e08-5985d8c78fc0","height":10.79,"width":8.57},{"id":"29d7c9f6-ee57-4c1f-9825-2f83dfbee011","height":13.02,"width":6.98},{"id":"5445a660-cff5-4f48-ab61-7e9bbf12fb30","height":5.4,"width":10.79},{"id":"c05a5295-094e-4636-b120-a0c93475c69d","height":2.54,"width":11.11},{"id":"7588f536-9ccc-4c2a-a6ba-fe079c97459f","height":10.16,"width":13.02},{"id":"99d23892-93ce-490a-9313-dfbe417537d4","height":11.43,"width":12.38},{"id":"be76631b-bf8f-4009-812b-ad80ddcb7067","height":10.16,"width":8.25},{"id":"296a7c42-5879-4496-88ee-d4cfdb7f5f91","height":15.24,"width":0.63},{"id":"1345bc47-7ed1-4037-a141-6ccf6bb59a5f","height":4.13,"width":13.02},{"id":"b71728ce-65b0-429f-b8fc-0c257517f921","height":4.44,"width":11.11},{"id":"277714bf-a091-4c2e-a7e8-a972ec00ed94","height":13.97,"width":4.13},{"id":"bc85500a-7fd6-4e92-9256-0760051ff7c8","height":12.38,"width":4.76},{"id":"2893c9bf-645f-4884-9b2e-20eddcff943d","height":19.05,"width":18.73},{"id":"258ceb73-52e9-4ca5-b4f1-7bffc53f4b70","height":5.71,"width":3.17},{"id":"4c5c9794-46f9-4f6b-91ee-da212ca45fd3","height":16.83,"width":13.02}],"sign_height_raw":82.22,"sign_width_raw":"120"},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Calculated sign dimensions {"data":{"sign_depth":5,"sign_height":83.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":24},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"45.00"},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"cf30df76-b4e5-45e8-bfaf-7cf0171e6bcf","height":5.71,"width":3.49,"ceilHeight":6.0,"ceilWidth":4.0,"biggerDimension":6.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":222,"sign_type_id":24,"heightOrWidth":"6.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"799add28-1d9b-48cf-8b97-2e582b9e3fc9","height":7.3,"width":10.16,"ceilHeight":8.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":232,"sign_type_id":24,"heightOrWidth":"11.00","return":5,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"c1d440e5-dc43-4d27-91ad-d1496e12067e","height":5.71,"width":6.35,"ceilHeight":6.0,"ceilWidth":7.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":224,"sign_type_id":24,"heightOrWidth":"7.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"009a9d9b-db78-426a-a517-15e71f0342f2","height":12.06,"width":9.84,"ceilHeight":13.0,"ceilWidth":10.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":236,"sign_type_id":24,"heightOrWidth":"13.00","return":5,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"6fa49dd8-5335-4e67-9b21-491217cf0656","height":10.16,"width":10.79,"ceilHeight":11.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":232,"sign_type_id":24,"heightOrWidth":"11.00","return":5,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"bb988007-4a97-4dad-b1aa-45641ef86000","height":17.14,"width":1.27,"ceilHeight":18.0,"ceilWidth":2.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":246,"sign_type_id":24,"heightOrWidth":"18.00","return":5,"price":79,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"0e65be21-6287-409f-ba5c-3d3d2218fc6f","height":8.57,"width":7.3,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":228,"sign_type_id":24,"heightOrWidth":"9.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"c50c70d0-2e80-4ddd-ba71-fa4b9b38321d","height":8.25,"width":9.21,"ceilHeight":9.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":230,"sign_type_id":24,"heightOrWidth":"10.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"ec0bbb51-c941-4d7f-a3aa-511618f9ca7b","height":18.41,"width":0.95,"ceilHeight":19.0,"ceilWidth":1.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":248,"sign_type_id":24,"heightOrWidth":"19.00","return":5,"price":83,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"6b5799bb-cfd9-469d-ada1-5f2dad2d6db0","height":6.98,"width":9.52,"ceilHeight":7.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":230,"sign_type_id":24,"heightOrWidth":"10.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"ad4515ac-56eb-4e6f-9257-c007b34f99a6","height":18.73,"width":8.25,"ceilHeight":19.0,"ceilWidth":9.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":248,"sign_type_id":24,"heightOrWidth":"19.00","return":5,"price":83,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"acb06f56-dc59-4175-828b-436d253a0bdb","height":19.05,"width":1.27,"ceilHeight":20.0,"ceilWidth":2.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":250,"sign_type_id":24,"heightOrWidth":"20.00","return":5,"price":88,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"a63c8db1-d12f-4c07-87e0-b9b52db83355","height":3.81,"width":4.76,"ceilHeight":4.0,"ceilWidth":5.0,"biggerDimension":5.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":220,"sign_type_id":24,"heightOrWidth":"5.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"21745b5a-7ae7-4dd3-8e08-5985d8c78fc0","height":10.79,"width":8.57,"ceilHeight":11.0,"ceilWidth":9.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":232,"sign_type_id":24,"heightOrWidth":"11.00","return":5,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"29d7c9f6-ee57-4c1f-9825-2f83dfbee011","height":13.02,"width":6.98,"ceilHeight":14.0,"ceilWidth":7.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":238,"sign_type_id":24,"heightOrWidth":"14.00","return":5,"price":61,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"5445a660-cff5-4f48-ab61-7e9bbf12fb30","height":5.4,"width":10.79,"ceilHeight":6.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":232,"sign_type_id":24,"heightOrWidth":"11.00","return":5,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"c05a5295-094e-4636-b120-a0c93475c69d","height":2.54,"width":11.11,"ceilHeight":3.0,"ceilWidth":12.0,"biggerDimension":12.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":234,"sign_type_id":24,"heightOrWidth":"12.00","return":5,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"7588f536-9ccc-4c2a-a6ba-fe079c97459f","height":10.16,"width":13.02,"ceilHeight":11.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":238,"sign_type_id":24,"heightOrWidth":"14.00","return":5,"price":61,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"99d23892-93ce-490a-9313-dfbe417537d4","height":11.43,"width":12.38,"ceilHeight":12.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":236,"sign_type_id":24,"heightOrWidth":"13.00","return":5,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"be76631b-bf8f-4009-812b-ad80ddcb7067","height":10.16,"width":8.25,"ceilHeight":11.0,"ceilWidth":9.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":232,"sign_type_id":24,"heightOrWidth":"11.00","return":5,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"296a7c42-5879-4496-88ee-d4cfdb7f5f91","height":15.24,"width":0.63,"ceilHeight":16.0,"ceilWidth":1.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":242,"sign_type_id":24,"heightOrWidth":"16.00","return":5,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"1345bc47-7ed1-4037-a141-6ccf6bb59a5f","height":4.13,"width":13.02,"ceilHeight":5.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":238,"sign_type_id":24,"heightOrWidth":"14.00","return":5,"price":61,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"b71728ce-65b0-429f-b8fc-0c257517f921","height":4.44,"width":11.11,"ceilHeight":5.0,"ceilWidth":12.0,"biggerDimension":12.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":234,"sign_type_id":24,"heightOrWidth":"12.00","return":5,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"277714bf-a091-4c2e-a7e8-a972ec00ed94","height":13.97,"width":4.13,"ceilHeight":14.0,"ceilWidth":5.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":238,"sign_type_id":24,"heightOrWidth":"14.00","return":5,"price":61,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"bc85500a-7fd6-4e92-9256-0760051ff7c8","height":12.38,"width":4.76,"ceilHeight":13.0,"ceilWidth":5.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":236,"sign_type_id":24,"heightOrWidth":"13.00","return":5,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"2893c9bf-645f-4884-9b2e-20eddcff943d","height":19.05,"width":18.73,"ceilHeight":20.0,"ceilWidth":19.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":250,"sign_type_id":24,"heightOrWidth":"20.00","return":5,"price":88,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"258ceb73-52e9-4ca5-b4f1-7bffc53f4b70","height":5.71,"width":3.17,"ceilHeight":6.0,"ceilWidth":4.0,"biggerDimension":6.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":222,"sign_type_id":24,"heightOrWidth":"6.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Dimension Calculation {"data":{"dim_id":"4c5c9794-46f9-4f6b-91ee-da212ca45fd3","height":16.83,"width":13.02,"ceilHeight":17.0,"ceilWidth":14.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":244,"sign_type_id":24,"heightOrWidth":"17.00","return":5,"price":75,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":28,"baseProductionCost":2070,"result":[{"id":"cf30df76-b4e5-45e8-bfaf-7cf0171e6bcf","height":5.71,"width":3.49,"depth":5,"price":80},{"id":"799add28-1d9b-48cf-8b97-2e582b9e3fc9","height":7.3,"width":10.16,"depth":5,"price":70},{"id":"c1d440e5-dc43-4d27-91ad-d1496e12067e","height":5.71,"width":6.35,"depth":5,"price":80},{"id":"009a9d9b-db78-426a-a517-15e71f0342f2","height":12.06,"width":9.84,"depth":5,"price":70},{"id":"6fa49dd8-5335-4e67-9b21-491217cf0656","height":10.16,"width":10.79,"depth":5,"price":70},{"id":"bb988007-4a97-4dad-b1aa-45641ef86000","height":17.14,"width":1.27,"depth":5,"price":79},{"id":"0e65be21-6287-409f-ba5c-3d3d2218fc6f","height":8.57,"width":7.3,"depth":5,"price":80},{"id":"c50c70d0-2e80-4ddd-ba71-fa4b9b38321d","height":8.25,"width":9.21,"depth":5,"price":80},{"id":"ec0bbb51-c941-4d7f-a3aa-511618f9ca7b","height":18.41,"width":0.95,"depth":5,"price":83},{"id":"6b5799bb-cfd9-469d-ada1-5f2dad2d6db0","height":6.98,"width":9.52,"depth":5,"price":80},{"id":"ad4515ac-56eb-4e6f-9257-c007b34f99a6","height":18.73,"width":8.25,"depth":5,"price":83},{"id":"acb06f56-dc59-4175-828b-436d253a0bdb","height":19.05,"width":1.27,"depth":5,"price":88},{"id":"a63c8db1-d12f-4c07-87e0-b9b52db83355","height":3.81,"width":4.76,"depth":5,"price":80},{"id":"21745b5a-7ae7-4dd3-8e08-5985d8c78fc0","height":10.79,"width":8.57,"depth":5,"price":70},{"id":"29d7c9f6-ee57-4c1f-9825-2f83dfbee011","height":13.02,"width":6.98,"depth":5,"price":61},{"id":"5445a660-cff5-4f48-ab61-7e9bbf12fb30","height":5.4,"width":10.79,"depth":5,"price":70},{"id":"c05a5295-094e-4636-b120-a0c93475c69d","height":2.54,"width":11.11,"depth":5,"price":70},{"id":"7588f536-9ccc-4c2a-a6ba-fe079c97459f","height":10.16,"width":13.02,"depth":5,"price":61},{"id":"99d23892-93ce-490a-9313-dfbe417537d4","height":11.43,"width":12.38,"depth":5,"price":70},{"id":"be76631b-bf8f-4009-812b-ad80ddcb7067","height":10.16,"width":8.25,"depth":5,"price":70},{"id":"296a7c42-5879-4496-88ee-d4cfdb7f5f91","height":15.24,"width":0.63,"depth":5,"price":70},{"id":"1345bc47-7ed1-4037-a141-6ccf6bb59a5f","height":4.13,"width":13.02,"depth":5,"price":61},{"id":"b71728ce-65b0-429f-b8fc-0c257517f921","height":4.44,"width":11.11,"depth":5,"price":70},{"id":"277714bf-a091-4c2e-a7e8-a972ec00ed94","height":13.97,"width":4.13,"depth":5,"price":61},{"id":"bc85500a-7fd6-4e92-9256-0760051ff7c8","height":12.38,"width":4.76,"depth":5,"price":70},{"id":"2893c9bf-645f-4884-9b2e-20eddcff943d","height":19.05,"width":18.73,"depth":5,"price":88},{"id":"258ceb73-52e9-4ca5-b4f1-7bffc53f4b70","height":5.71,"width":3.17,"depth":5,"price":80},{"id":"4c5c9794-46f9-4f6b-91ee-da212ca45fd3","height":16.83,"width":13.02,"depth":5,"price":75}]},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":83.0},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2218.47,"taxFactor":0.0887,"tax":196.77828899999997},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Box Calculation Details {"data":{"breadth":89.0,"boxDepth":8,"oneBoxCapacity":-35.0,"noOfBoxes":-3.0,"noOfFullBoxes":-4.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-35.0,"widthOfHalfBox":-20.0},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":522.4748201438849,"shippingWeightInKG":236.95003181128567},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":236.95003181128567,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":10,"min":"206","max":"240","rate":"200","created_at":null,"updated_at":null}}},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":200,"defaultShippingRate":null},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2070,"PSUCost":148.47,"tax":196.77828899999997,"shippingRate":200,"miscellaenous":0,"signPrice":2615.2482889999997},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Standard Face Lit Letters - Plastic Trim","TATdays":7},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Final dataResults entry added {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","sign_width":"120","sign_height":82.22,"sign_depth":5,"totalCost":2615.2482889999997,"TATDays":7,"baseProductionCost":2070,"productionCost":2218.47,"PSUCost":148.47,"tax":196.77828899999997,"shippingCost":200,"uniqueReturns_count":2,"objects_count":28},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Standard Face Lit Letters - Plastic Trim","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":82.22,"sign_width":"120","shipping_weight":47.91027838195187,"shape":"rectangular","dimensions":[{"id":"cf30df76-b4e5-45e8-bfaf-7cf0171e6bcf","height":5.71,"width":3.49},{"id":"799add28-1d9b-48cf-8b97-2e582b9e3fc9","height":7.3,"width":10.16},{"id":"c1d440e5-dc43-4d27-91ad-d1496e12067e","height":5.71,"width":6.35},{"id":"009a9d9b-db78-426a-a517-15e71f0342f2","height":12.06,"width":9.84},{"id":"6fa49dd8-5335-4e67-9b21-491217cf0656","height":10.16,"width":10.79},{"id":"bb988007-4a97-4dad-b1aa-45641ef86000","height":17.14,"width":1.27},{"id":"0e65be21-6287-409f-ba5c-3d3d2218fc6f","height":8.57,"width":7.3},{"id":"c50c70d0-2e80-4ddd-ba71-fa4b9b38321d","height":8.25,"width":9.21},{"id":"ec0bbb51-c941-4d7f-a3aa-511618f9ca7b","height":18.41,"width":0.95},{"id":"6b5799bb-cfd9-469d-ada1-5f2dad2d6db0","height":6.98,"width":9.52},{"id":"ad4515ac-56eb-4e6f-9257-c007b34f99a6","height":18.73,"width":8.25},{"id":"acb06f56-dc59-4175-828b-436d253a0bdb","height":19.05,"width":1.27},{"id":"a63c8db1-d12f-4c07-87e0-b9b52db83355","height":3.81,"width":4.76},{"id":"21745b5a-7ae7-4dd3-8e08-5985d8c78fc0","height":10.79,"width":8.57},{"id":"29d7c9f6-ee57-4c1f-9825-2f83dfbee011","height":13.02,"width":6.98},{"id":"5445a660-cff5-4f48-ab61-7e9bbf12fb30","height":5.4,"width":10.79},{"id":"c05a5295-094e-4636-b120-a0c93475c69d","height":2.54,"width":11.11},{"id":"7588f536-9ccc-4c2a-a6ba-fe079c97459f","height":10.16,"width":13.02},{"id":"99d23892-93ce-490a-9313-dfbe417537d4","height":11.43,"width":12.38},{"id":"be76631b-bf8f-4009-812b-ad80ddcb7067","height":10.16,"width":8.25},{"id":"296a7c42-5879-4496-88ee-d4cfdb7f5f91","height":15.24,"width":0.63},{"id":"1345bc47-7ed1-4037-a141-6ccf6bb59a5f","height":4.13,"width":13.02},{"id":"b71728ce-65b0-429f-b8fc-0c257517f921","height":4.44,"width":11.11},{"id":"277714bf-a091-4c2e-a7e8-a972ec00ed94","height":13.97,"width":4.13},{"id":"bc85500a-7fd6-4e92-9256-0760051ff7c8","height":12.38,"width":4.76},{"id":"2893c9bf-645f-4884-9b2e-20eddcff943d","height":19.05,"width":18.73},{"id":"258ceb73-52e9-4ca5-b4f1-7bffc53f4b70","height":5.71,"width":3.17},{"id":"4c5c9794-46f9-4f6b-91ee-da212ca45fd3","height":16.83,"width":13.02}]}},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Input Parameters {"data":{"dimensions_count":28,"shape":"rectangular"},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] 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":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Sign Type Lookup {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","found":true,"sign_type_id":24},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":24,"has_module":true},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":5.0},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:55:53] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1485.6500000000003,"dimensions_count":28},"timestamp":"2026-04-03 11:55:53"} 
[2026-04-03 11:56:06] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"3","sign_width":"0","sign_height":"120","sign_type":"Standard Face Lit Letters - Plastic Trim","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":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpD8AD.tmp"}},"file_present":true},"timestamp":"2026-04-03 11:56:06"} 
[2026-04-03 11:56:06] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-03 11:56:06"} 
[2026-04-03 11:56:07] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":14},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":0},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":28},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":28},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2026-01-05 100345.png","query_param":"width","query_value":"120","file_size":26333},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Detected Objects from Image-to-Text API 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8aGeayYuqX6fmA01LettOm5C5ydu8BMb4Fz87P81btAv1N+Y//3bahoMd4ZZmJ0hBVDQ4x3hvlF31pSXOL/Gfkfslj1ZMiNYeYAAAAASUVORK5CYII=","detection_approach":"extra_light_color_detection"},{"index":302,"position":{"x":78,"y":3,"width":10,"height":18},"scaled_width":3.17,"scaled_height":5.71,"actual_filled_area":3.22,"bounding_box_area":18,"exact_perimeter":16.4,"approximate_perimeter":15.9,"convex_hull_perimeter":14.46,"perimeter_pixels":51.65685424949238,"original_contour_points":11,"approximation_points":5,"shape_analysis":{"aspect_ratio":1.8,"compactness":0.1504,"perimeter_to_area_ratio":5.0932},"image_base64":"data:image/png;base64,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","detection_approach":"extra_light_color_detection"},{"index":303,"position":{"x":39,"y":3,"width":41,"height":53},"scaled_width":13.02,"scaled_height":16.83,"actual_filled_area":19.05,"bounding_box_area":219,"exact_perimeter":107.37,"approximate_perimeter":91.94,"convex_hull_perimeter":48.44,"perimeter_pixels":338.2253967444165,"original_contour_points":79,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.29,"compactness":0.0208,"perimeter_to_area_ratio":5.6362},"image_base64":"data:image/png;base64,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","detection_approach":"extra_light_color_detection"}]},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Nested area calculated {"data":{"nestedArea":2250.556},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Mapped objects from Image-to-Text API 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11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Number of letters detected {"data":{"noOfLetters":28},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1665.9200000000005,"perimeter_in_feet":138.83},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[3.58,9.12,4.13,6.65,13.61,5.44,8.21,4.84,9.83,3.53,8.67,5.59,4.28,9.73,19.5,3.98,10.83,9.32,13.91,5.9,4.74,10.48,5.19,4.18,3.33,42.83,3.22,19.05],"actualFilledAreaSum":253.67000000000004},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":1.76},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Average character height calculated {"data":{"avgCharHeight":10.611785714285714},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":378.0,"originalHeight":259.0,"ratio":1.4594594594594594},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":82.22},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"7893.333333333333\" viewBox=\"0 0 378 259\">
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7YKDHlkqD/qkfE/4/HgQxkCwAAAABJRU5ErkJggg=="},{"id":"eca09fb0-3f9a-4560-8dc7-168e64888862","height":16.83,"width":13.02,"perimeter":107.37,"area":19.05,"image":"data:image/png;base64,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"}],"no_of_letters":28,"perimeter_of_sign":138.83,"nested_area":15.63,"occupied_area":1.76,"avg_char_height":10.611785714285714,"widthOfSign":"120","otherDimensionOfSign":82.22,"width_of_smaller_line":20},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"3","sign_width":"0","sign_height":"120","sign_type":"Standard Face Lit Letters - Plastic Trim","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1388,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":82.22,"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":28,"perimeter_of_sign":138.83,"nested_area":15.63,"occupied_area":1.76,"avg_char_height":"Less than 24 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ZCT6NjYmDLb39OoY3Qstjw8vPq6HPp6bVpfA56PvXuhWmFbpE12vHqppC1lCeSOclpr2S\\/0Pnp\\/2JKqKwkRvSkAAAAAElFTkSuQmCC\"}]","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":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Standard Face Lit Letters - Plastic Trim","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":82.22,"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":28,"perimeter_of_sign":138.83,"nested_area":15.63,"occupied_area":1.76,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":82.22,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1388}},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Looking up SignType {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":24,"formulas_count":37},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Retrieved Variables List {"data":{"sign_type_id":24,"variables_count":13},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Price Map Constructed {"data":{"price_map":{"material501913":1.45,"weight_material501913":0.553,"material501803":3.6821,"weight_material501803":0.629,"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,"material502428":1.7679,"weight_material502428":0.021,"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,"material502185":1.7679,"weight_material502185":0.047,"material501880":2.4107,"weight_material501880":0.503}},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable179":0,"variable180":0,"variable181":0,"variable182":0,"variable183":0,"variable184":0.75,"variable185":1.1,"variable186":1.2,"variable187":0,"variable188":0,"variable189":0,"variable190":0,"variable191":0}},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Merged material items {"data":{"formulas_count":37,"items_count_after_merge":37},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Merged variable items {"data":{"variables_count":13,"items_count_after_merge":50},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":640,"expression":"perimeter_of_sign * material502185 * variable186 / 3.2","dense_weight_expression":"weight_material502185 / 3.2 * nested_area","name":"Trimp Cap T401A UL Certified Red Italy","var_name":"material502185","price":"1.7679","description":"Precision-formed Jewelite Trim Cap  (T401A) - UL Ceritified.","sequence_no":1},"last_item":{"type":"variable","id":191,"expression":"totalCost * variable185","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable191","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Initializing MathExecutor {"data":{"variables_count":201},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: MathExecutor variables set {"data":{"variables_count":201},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Trimp Cap T401A UL Certified Red Italy","dense_weight_expression":"weight_material502185 / 3.2 * nested_area","itemDenseWeight":0.229565625},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Trimp Cap T401A UL Certified Red Italy","expression":"perimeter_of_sign * material502185 * variable186 / 3.2","result":92.039083875},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material501880 * (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign )","itemDenseWeight":17.4578725},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"material501880 * variable186 * (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign )","result":100.4032443},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","dense_weight_expression":"occupied_area * weight_material501913","itemDenseWeight":0.97328},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","expression":"nested_area * material501913 * variable186","result":27.196199999999997},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"occupied_area * weight_material501803","itemDenseWeight":1.10704},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"nested_area * material501803 * variable186","result":69.0614676},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] 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":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, occupied_area * 10 * weight_material502468 )","itemDenseWeight":"0.1408"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior, 0, nested_area * 10 * material502468 )","result":"59.72223"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","result":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, material502203 , 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 + weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, material502204  + material502203 , 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, material502204 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_exterior && nested_area * 10 <= 70, material502204 , 0 )","result":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, material502203 , 0 )","result":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502203 + weight_material502204 , 0 )","itemDenseWeight":"1.298"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, material502203 + material502204 , 0 )","result":"40.6093"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502204 * 2, 0 )","result":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"3.78"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, material502206 * 2.5 * no_of_letters )","result":"19.502"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0 )","result":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0 )","result":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0 )","result":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0 )","result":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, material171 * 2.5 * no_of_letters, 0 )","result":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 * weight_material500611","itemDenseWeight":0.0120842413098},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 * material500611","result":12.084241309800001},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0009597698987500003},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * material500214","result":0.9597698987500002},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.009154728265000002},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * material501055","result":9.154728265000001},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098 , 0 )","result":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * material502350 , 0 )","result":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.01881518782"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098 )","result":"18.81518782"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00913160787"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * material502131 )","result":"9.13160787"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0122268234"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * material502350 )","result":"12.2268234"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00097557856"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * material501680 )","result":"0.97557856"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscallaneous Cost","expression":"0.2 * ( 

formula621 + formula622 + formula623 + formula624 + formula625 + formula626 + formula627 + formula628 + formula629 + formula630 + formula631 

)","result":12.66958742471},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Vinyl 3630-26 3M Pakistan","dense_weight_expression":"weight_material502428 * occupied_area","itemDenseWeight":0.03696},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Vinyl 3630-26 3M Pakistan","expression":"nested_area * material502428","result":27.632277000000002},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable184 * nested_area","result":11.7225},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"11.8788"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074 , 0 )","itemDenseWeight":"6.5891324669236"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  (  ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) * raceway_height * 2 ) + ( raceway_height * raceway_depth * 2 ) + (  ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) * raceway_depth * 2 )  ) / 144 ) * weight_material501803 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, material501803 * ( variable186 / 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":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2.5 mm)","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":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2.5 mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable186 * ( 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":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( 2 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ) + ( 2 * (  ( width_of_sign + ( 2 * backer_offset )  ) * backboard_cabinet_depth )  ) + ( 2 * (  ( other_dimension_of_sign + ( 2 * backer_offset )  ) * backboard_cabinet_depth )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable186 * (  (  (  (  ( 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":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Total Cost formula detected {"data":{"item_id":191},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":524.90582732326,"totalDenseWeight_before_formula":43.55479852904715},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable185","computed_totalCost":577.3964100555861},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","objects_count":28,"totalDenseWeight":47.91027838195187},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":28,"sign_depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":3.49,"height":5.71,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":10.16,"height":7.3,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":6.35,"height":5.71,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":9.84,"height":12.06,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":10.79,"height":10.16,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":1.27,"height":17.14,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":7.3,"height":8.57,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":9.21,"height":8.25,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":0.95,"height":18.41,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":9.52,"height":6.98,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":8.25,"height":18.73,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":1.27,"height":19.05,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":4.76,"height":3.81,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":8.57,"height":10.79,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-15","width":6.98,"height":13.02,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-16","width":10.79,"height":5.4,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-17","width":11.11,"height":2.54,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-18","width":13.02,"height":10.16,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-19","width":12.38,"height":11.43,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-20","width":8.25,"height":10.16,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-21","width":0.63,"height":15.24,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-22","width":13.02,"height":4.13,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-23","width":11.11,"height":4.44,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-24","width":4.13,"height":13.97,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-25","width":4.76,"height":12.38,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-26","width":18.73,"height":19.05,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-27","width":3.17,"height":5.71,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-28","width":13.02,"height":16.83,"depth":"3"},"timestamp":"2026-04-03 11:56:07"} 
[2026-04-03 11:56:08] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775217368_0084628ed5095377f49684854d586b4c","bins_packed":[{"bin_data":{"w":16.5,"h":24.06,"d":23.78,"id":null,"used_space":84.2114,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":24.06,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/fa9c9875d40c3d47891a4544c8cdf698/1775217368-6752-2607637.svg","items":[{"id":"item-26","w":19.03,"h":19.35,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/fa9c9875d40c3d47891a4544c8cdf698/1775217368-6731-6956980.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-28","w":13.32,"h":17.13,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/fa9c9875d40c3d47891a4544c8cdf698/1775217368-6733-9180757.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-18","w":13.32,"h":10.46,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/fa9c9875d40c3d47891a4544c8cdf698/1775217368-6734-9744613.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels 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[2026-04-03 11:56:08] local.INFO: Box added from packed bin {"data":{"length":23.78,"width":16.5,"height":24.06,"denseWeight":47.91027838195187},"timestamp":"2026-04-03 11:56:08"} 
[2026-04-03 11:56:08] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":25.78,"width":18.5,"height":26.31},"quantity":1,"denseWeight":47.91027838195187}],"cheapestShippingCost":481.43,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":25.78,"width":18.5,"height":26.31},"denseWeight":47.91027838195187,"volumetricWeight":41.5,"higherWeight":47.91027838195187,"quantity":1}],"totalHigherWeight":47.91027838195187,"DS":0,"rate":618.1765718579452,"tariffAndDS":618.1765718579452,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1037.057904463751,"totalShipmentCostFormula":"((tariffAndDS (618.17657185795) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 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Standard","boxWeights":[{"size":{"length":25.78,"width":18.5,"height":26.31},"denseWeight":47.91027838195187,"volumetricWeight":41.5,"higherWeight":47.91027838195187,"quantity":1}],"totalHigherWeight":47.91027838195187,"DS":0,"rate":487.72663392827,"tariffAndDS":487.72663392827,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":831.671456174486,"totalShipmentCostFormula":"(( tariffAndDS (487.72663392827) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 831.67145617449","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":0,"career_name":"UPS Pakistan Heavy Expedited 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[2026-04-03 11:56:08] local.INFO: Yes Factor Founded {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","productCostFactor":"1.66"},"timestamp":"2026-04-03 11:56:08"} 
[2026-04-03 11:56:08] local.INFO: Product cost factor determined {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","productCostFactor":"1.66"},"timestamp":"2026-04-03 11:56:08"} 
[2026-04-03 11:56:08] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":82.22,"sign_depth":"3","sign_type":"Standard Face Lit Letters - Plastic Trim","processed_sign_type":"Standard Face Lit Letters - Plastic Trim","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-face-lit-channel-letters.png","mounting_type":"Flush/Stud 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Special","boxWeights":[{"size":{"length":25.78,"width":18.5,"height":26.31},"denseWeight":47.91027838195187,"volumetricWeight":41.5,"higherWeight":47.91027838195187,"quantity":1}],"totalHigherWeight":47.91027838195187,"DS":0,"rate":312,"tariffAndDS":312,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":543.3788000000001,"totalShipmentCostFormula":"((tariffAndDS (312) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 543.38","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":25.78,"width":18.5,"height":26.31},"denseWeight":47.91027838195187,"volumetricWeight":41.5,"higherWeight":47.91027838195187,"quantity":1}],"totalHigherWeight":47.91027838195187,"DS":0,"rate":487.72663392827,"tariffAndDS":487.72663392827,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":831.671456174486,"totalShipmentCostFormula":"(( tariffAndDS (487.72663392827) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 831.67145617449","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":25.78,"width":18.5,"height":26.31},"denseWeight":47.91027838195187,"volumetricWeight":41.5,"higherWeight":47.91027838195187,"quantity":1}],"totalHigherWeight":47.91027838195187,"DS":141.33532122675803,"rate":309.51,"tariffAndDS":450.845321226758,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":769.638736727942,"totalShipmentCostFormula":"(((tariffAndDS (450.84532122676) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 769.63873672794","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":25.78,"width":18.5,"height":26.31},"denseWeight":47.91027838195187,"volumetricWeight":41.5,"higherWeight":47.91027838195187,"quantity":1}],"totalHigherWeight":47.91027838195187,"DS":0,"rate":929.1027838195187,"tariffAndDS":929.1027838195187,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":929.1027838195187,"totalShipmentCostFormula":"((tariffAndDS (929.10278381952) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 929.10278381952","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":25.78,"width":18.5,"height":26.31},"denseWeight":47.91027838195187,"volumetricWeight":41.5,"higherWeight":47.91027838195187,"quantity":1}],"totalHigherWeight":47.91027838195187,"DS":141.33532122675803,"rate":309.51,"tariffAndDS":450.845321226758,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":769.638736727942,"totalShipmentCostFormula":"(((tariffAndDS (450.84532122676) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 769.63873672794","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":0,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":25.78,"width":18.5,"height":26.31},"denseWeight":47.91027838195187,"volumetricWeight":41.5,"higherWeight":47.91027838195187,"quantity":1}],"totalHigherWeight":47.91027838195187,"DS":141.33532122675803,"rate":358,"tariffAndDS":499.335321226758,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":852.1687167279421,"totalShipmentCostFormula":"(((tariffAndDS (499.33532122676) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 852.16871672794","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":0,"career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":25.78,"width":18.5,"height":26.31},"denseWeight":47.91027838195187,"volumetricWeight":41.5,"higherWeight":47.91027838195187,"quantity":1}],"totalHigherWeight":47.91027838195187,"DS":141.33532122675803,"rate":410.69,"tariffAndDS":552.025321226758,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":941.8470967279421,"totalShipmentCostFormula":"(((tariffAndDS (552.02532122676) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 941.84709672794","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]}}},"cheapest_shipping_cost_usd":490.0,"totalCost":1450.0,"productionResults":[{"material_id":640,"dense_weight_expression":0.229565625,"result":92.039083875,"sign_material":"Trimp Cap T401A UL Certified 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Pakistan","description":null,"sequence_no":23},{"material_id":622,"dense_weight_expression":0.0009597698987500003,"result":0.9597698987500002,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":24},{"material_id":623,"dense_weight_expression":0.009154728265000002,"result":9.154728265000001,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":25},{"material_id":624,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":26},{"material_id":625,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":626,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":627,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa 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4*8","description":null,"sequence_no":40},{"material_id":637,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":638,"dense_weight_expression":11.8788,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":639,"dense_weight_expression":6.5891324669236,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":185,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":186,"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":187,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud Mount","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":188,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":189,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2.5 mm)","description":null,"sequence_no":48},{"variable_id":190,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":191,"dense_weight_expression":47.91027838195187,"result":577.3964100555861,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Standard Face Lit Letters - Plastic Trim","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":82.22,"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":28,"perimeter_of_sign":138.83,"nested_area":15.63,"occupied_area":1.76,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":82.22,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1388},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1388},"timestamp":"2026-04-03 11:56:08"} 
[2026-04-03 11:56:08] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 11:56:08"} 
[2026-04-03 11:56:10] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Incoming Request {"data":{"sign_type_name":"Standard Face Lit Letters - Plastic Trim","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":82.22,"sign_width":"120","dimensions":[{"id":"8be8c2c4-3787-4319-b1dc-d8203de901e7","height":5.71,"width":3.49},{"id":"860aa331-13fb-4626-8daa-a49b9e03b1bf","height":7.3,"width":10.16},{"id":"af0fec6c-ff6d-4351-a20e-33acf33a9394","height":5.71,"width":6.35},{"id":"7c4faad6-1536-44c9-83f6-92a8f5f73e3a","height":12.06,"width":9.84},{"id":"ba6a468d-9609-4029-939b-7c23afd2e0e7","height":10.16,"width":10.79},{"id":"fd57096d-a73f-4657-a258-52e3c979caeb","height":17.14,"width":1.27},{"id":"d783626e-a47e-4dd0-8e00-ef46fb3ba3d0","height":8.57,"width":7.3},{"id":"81ef99f5-09ac-41a8-8c35-600c39554fbd","height":8.25,"width":9.21},{"id":"39e80f39-17b5-4af8-b331-f48cf9f10ae5","height":18.41,"width":0.95},{"id":"032c4a5a-fba1-41ad-af18-4298b72d7bda","height":6.98,"width":9.52},{"id":"eab8a253-39e7-4c15-a18d-296e20c00064","height":18.73,"width":8.25},{"id":"249c31db-c651-4185-85dc-22705573da96","height":19.05,"width":1.27},{"id":"6feda8a9-47f0-49cd-94c6-1a5f22afe085","height":3.81,"width":4.76},{"id":"49ec4227-8439-4ddc-97b1-a488c30fa6f6","height":10.79,"width":8.57},{"id":"6ba7fbcd-5702-4edb-8845-960990b6c51d","height":13.02,"width":6.98},{"id":"420f75c8-17f8-4ade-ad75-184c98cb6030","height":5.4,"width":10.79},{"id":"b722b9a5-00f3-4c20-ab61-cc310cb33384","height":2.54,"width":11.11},{"id":"8efcbcf2-6785-45d8-9966-e098937bb492","height":10.16,"width":13.02},{"id":"c8628328-ca5e-4b99-8cd3-d282e30c0160","height":11.43,"width":12.38},{"id":"6458e824-b93f-41a8-be55-6ae15e00dbb0","height":10.16,"width":8.25},{"id":"e558b652-5d45-4a7e-b5fb-d0c415686d50","height":15.24,"width":0.63},{"id":"4108e9c8-9c95-4e9b-a216-5e7de834de9e","height":4.13,"width":13.02},{"id":"345de83d-e2b2-49b5-90d4-63738708d7f0","height":4.44,"width":11.11},{"id":"cf421f6a-0314-4251-9797-abc7a30f0f6b","height":13.97,"width":4.13},{"id":"fc05440f-c4d6-4f03-92a0-49397684cc47","height":12.38,"width":4.76},{"id":"65af9653-5b64-4958-bb1f-cc5435259755","height":19.05,"width":18.73},{"id":"b217c251-62b0-46d1-a2fc-84286cc42d4b","height":5.71,"width":3.17},{"id":"eca09fb0-3f9a-4560-8dc7-168e64888862","height":16.83,"width":13.02}]},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Standard Face Lit Letters - Plastic Trim","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":82.22,"sign_width":"120","dimensions":[{"id":"8be8c2c4-3787-4319-b1dc-d8203de901e7","height":5.71,"width":3.49},{"id":"860aa331-13fb-4626-8daa-a49b9e03b1bf","height":7.3,"width":10.16},{"id":"af0fec6c-ff6d-4351-a20e-33acf33a9394","height":5.71,"width":6.35},{"id":"7c4faad6-1536-44c9-83f6-92a8f5f73e3a","height":12.06,"width":9.84},{"id":"ba6a468d-9609-4029-939b-7c23afd2e0e7","height":10.16,"width":10.79},{"id":"fd57096d-a73f-4657-a258-52e3c979caeb","height":17.14,"width":1.27},{"id":"d783626e-a47e-4dd0-8e00-ef46fb3ba3d0","height":8.57,"width":7.3},{"id":"81ef99f5-09ac-41a8-8c35-600c39554fbd","height":8.25,"width":9.21},{"id":"39e80f39-17b5-4af8-b331-f48cf9f10ae5","height":18.41,"width":0.95},{"id":"032c4a5a-fba1-41ad-af18-4298b72d7bda","height":6.98,"width":9.52},{"id":"eab8a253-39e7-4c15-a18d-296e20c00064","height":18.73,"width":8.25},{"id":"249c31db-c651-4185-85dc-22705573da96","height":19.05,"width":1.27},{"id":"6feda8a9-47f0-49cd-94c6-1a5f22afe085","height":3.81,"width":4.76},{"id":"49ec4227-8439-4ddc-97b1-a488c30fa6f6","height":10.79,"width":8.57},{"id":"6ba7fbcd-5702-4edb-8845-960990b6c51d","height":13.02,"width":6.98},{"id":"420f75c8-17f8-4ade-ad75-184c98cb6030","height":5.4,"width":10.79},{"id":"b722b9a5-00f3-4c20-ab61-cc310cb33384","height":2.54,"width":11.11},{"id":"8efcbcf2-6785-45d8-9966-e098937bb492","height":10.16,"width":13.02},{"id":"c8628328-ca5e-4b99-8cd3-d282e30c0160","height":11.43,"width":12.38},{"id":"6458e824-b93f-41a8-be55-6ae15e00dbb0","height":10.16,"width":8.25},{"id":"e558b652-5d45-4a7e-b5fb-d0c415686d50","height":15.24,"width":0.63},{"id":"4108e9c8-9c95-4e9b-a216-5e7de834de9e","height":4.13,"width":13.02},{"id":"345de83d-e2b2-49b5-90d4-63738708d7f0","height":4.44,"width":11.11},{"id":"cf421f6a-0314-4251-9797-abc7a30f0f6b","height":13.97,"width":4.13},{"id":"fc05440f-c4d6-4f03-92a0-49397684cc47","height":12.38,"width":4.76},{"id":"65af9653-5b64-4958-bb1f-cc5435259755","height":19.05,"width":18.73},{"id":"b217c251-62b0-46d1-a2fc-84286cc42d4b","height":5.71,"width":3.17},{"id":"eca09fb0-3f9a-4560-8dc7-168e64888862","height":16.83,"width":13.02}]}},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Standard Face Lit Letters - Plastic Trim"},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":24},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":24},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":24},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[3,5]}},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"8be8c2c4-3787-4319-b1dc-d8203de901e7","height":5.71,"width":3.49},{"id":"860aa331-13fb-4626-8daa-a49b9e03b1bf","height":7.3,"width":10.16},{"id":"af0fec6c-ff6d-4351-a20e-33acf33a9394","height":5.71,"width":6.35},{"id":"7c4faad6-1536-44c9-83f6-92a8f5f73e3a","height":12.06,"width":9.84},{"id":"ba6a468d-9609-4029-939b-7c23afd2e0e7","height":10.16,"width":10.79},{"id":"fd57096d-a73f-4657-a258-52e3c979caeb","height":17.14,"width":1.27},{"id":"d783626e-a47e-4dd0-8e00-ef46fb3ba3d0","height":8.57,"width":7.3},{"id":"81ef99f5-09ac-41a8-8c35-600c39554fbd","height":8.25,"width":9.21},{"id":"39e80f39-17b5-4af8-b331-f48cf9f10ae5","height":18.41,"width":0.95},{"id":"032c4a5a-fba1-41ad-af18-4298b72d7bda","height":6.98,"width":9.52},{"id":"eab8a253-39e7-4c15-a18d-296e20c00064","height":18.73,"width":8.25},{"id":"249c31db-c651-4185-85dc-22705573da96","height":19.05,"width":1.27},{"id":"6feda8a9-47f0-49cd-94c6-1a5f22afe085","height":3.81,"width":4.76},{"id":"49ec4227-8439-4ddc-97b1-a488c30fa6f6","height":10.79,"width":8.57},{"id":"6ba7fbcd-5702-4edb-8845-960990b6c51d","height":13.02,"width":6.98},{"id":"420f75c8-17f8-4ade-ad75-184c98cb6030","height":5.4,"width":10.79},{"id":"b722b9a5-00f3-4c20-ab61-cc310cb33384","height":2.54,"width":11.11},{"id":"8efcbcf2-6785-45d8-9966-e098937bb492","height":10.16,"width":13.02},{"id":"c8628328-ca5e-4b99-8cd3-d282e30c0160","height":11.43,"width":12.38},{"id":"6458e824-b93f-41a8-be55-6ae15e00dbb0","height":10.16,"width":8.25},{"id":"e558b652-5d45-4a7e-b5fb-d0c415686d50","height":15.24,"width":0.63},{"id":"4108e9c8-9c95-4e9b-a216-5e7de834de9e","height":4.13,"width":13.02},{"id":"345de83d-e2b2-49b5-90d4-63738708d7f0","height":4.44,"width":11.11},{"id":"cf421f6a-0314-4251-9797-abc7a30f0f6b","height":13.97,"width":4.13},{"id":"fc05440f-c4d6-4f03-92a0-49397684cc47","height":12.38,"width":4.76},{"id":"65af9653-5b64-4958-bb1f-cc5435259755","height":19.05,"width":18.73},{"id":"b217c251-62b0-46d1-a2fc-84286cc42d4b","height":5.71,"width":3.17},{"id":"eca09fb0-3f9a-4560-8dc7-168e64888862","height":16.83,"width":13.02}],"sign_height_raw":82.22,"sign_width_raw":"120"},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":83.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":24},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"45.00"},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"8be8c2c4-3787-4319-b1dc-d8203de901e7","height":5.71,"width":3.49,"ceilHeight":6.0,"ceilWidth":4.0,"biggerDimension":6.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":221,"sign_type_id":24,"heightOrWidth":"6.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"860aa331-13fb-4626-8daa-a49b9e03b1bf","height":7.3,"width":10.16,"ceilHeight":8.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":231,"sign_type_id":24,"heightOrWidth":"11.00","return":3,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"af0fec6c-ff6d-4351-a20e-33acf33a9394","height":5.71,"width":6.35,"ceilHeight":6.0,"ceilWidth":7.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":223,"sign_type_id":24,"heightOrWidth":"7.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"7c4faad6-1536-44c9-83f6-92a8f5f73e3a","height":12.06,"width":9.84,"ceilHeight":13.0,"ceilWidth":10.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":235,"sign_type_id":24,"heightOrWidth":"13.00","return":3,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"ba6a468d-9609-4029-939b-7c23afd2e0e7","height":10.16,"width":10.79,"ceilHeight":11.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":231,"sign_type_id":24,"heightOrWidth":"11.00","return":3,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"fd57096d-a73f-4657-a258-52e3c979caeb","height":17.14,"width":1.27,"ceilHeight":18.0,"ceilWidth":2.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":245,"sign_type_id":24,"heightOrWidth":"18.00","return":3,"price":79,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"d783626e-a47e-4dd0-8e00-ef46fb3ba3d0","height":8.57,"width":7.3,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":227,"sign_type_id":24,"heightOrWidth":"9.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"81ef99f5-09ac-41a8-8c35-600c39554fbd","height":8.25,"width":9.21,"ceilHeight":9.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":229,"sign_type_id":24,"heightOrWidth":"10.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"39e80f39-17b5-4af8-b331-f48cf9f10ae5","height":18.41,"width":0.95,"ceilHeight":19.0,"ceilWidth":1.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":247,"sign_type_id":24,"heightOrWidth":"19.00","return":3,"price":83,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"032c4a5a-fba1-41ad-af18-4298b72d7bda","height":6.98,"width":9.52,"ceilHeight":7.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":229,"sign_type_id":24,"heightOrWidth":"10.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"eab8a253-39e7-4c15-a18d-296e20c00064","height":18.73,"width":8.25,"ceilHeight":19.0,"ceilWidth":9.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":247,"sign_type_id":24,"heightOrWidth":"19.00","return":3,"price":83,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"249c31db-c651-4185-85dc-22705573da96","height":19.05,"width":1.27,"ceilHeight":20.0,"ceilWidth":2.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":249,"sign_type_id":24,"heightOrWidth":"20.00","return":3,"price":88,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"6feda8a9-47f0-49cd-94c6-1a5f22afe085","height":3.81,"width":4.76,"ceilHeight":4.0,"ceilWidth":5.0,"biggerDimension":5.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":219,"sign_type_id":24,"heightOrWidth":"5.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"49ec4227-8439-4ddc-97b1-a488c30fa6f6","height":10.79,"width":8.57,"ceilHeight":11.0,"ceilWidth":9.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":231,"sign_type_id":24,"heightOrWidth":"11.00","return":3,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"6ba7fbcd-5702-4edb-8845-960990b6c51d","height":13.02,"width":6.98,"ceilHeight":14.0,"ceilWidth":7.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":237,"sign_type_id":24,"heightOrWidth":"14.00","return":3,"price":61,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"420f75c8-17f8-4ade-ad75-184c98cb6030","height":5.4,"width":10.79,"ceilHeight":6.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":231,"sign_type_id":24,"heightOrWidth":"11.00","return":3,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"b722b9a5-00f3-4c20-ab61-cc310cb33384","height":2.54,"width":11.11,"ceilHeight":3.0,"ceilWidth":12.0,"biggerDimension":12.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":233,"sign_type_id":24,"heightOrWidth":"12.00","return":3,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"8efcbcf2-6785-45d8-9966-e098937bb492","height":10.16,"width":13.02,"ceilHeight":11.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":237,"sign_type_id":24,"heightOrWidth":"14.00","return":3,"price":61,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"c8628328-ca5e-4b99-8cd3-d282e30c0160","height":11.43,"width":12.38,"ceilHeight":12.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":235,"sign_type_id":24,"heightOrWidth":"13.00","return":3,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"6458e824-b93f-41a8-be55-6ae15e00dbb0","height":10.16,"width":8.25,"ceilHeight":11.0,"ceilWidth":9.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":231,"sign_type_id":24,"heightOrWidth":"11.00","return":3,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"e558b652-5d45-4a7e-b5fb-d0c415686d50","height":15.24,"width":0.63,"ceilHeight":16.0,"ceilWidth":1.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":241,"sign_type_id":24,"heightOrWidth":"16.00","return":3,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"4108e9c8-9c95-4e9b-a216-5e7de834de9e","height":4.13,"width":13.02,"ceilHeight":5.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":237,"sign_type_id":24,"heightOrWidth":"14.00","return":3,"price":61,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"345de83d-e2b2-49b5-90d4-63738708d7f0","height":4.44,"width":11.11,"ceilHeight":5.0,"ceilWidth":12.0,"biggerDimension":12.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":233,"sign_type_id":24,"heightOrWidth":"12.00","return":3,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"cf421f6a-0314-4251-9797-abc7a30f0f6b","height":13.97,"width":4.13,"ceilHeight":14.0,"ceilWidth":5.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":237,"sign_type_id":24,"heightOrWidth":"14.00","return":3,"price":61,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"fc05440f-c4d6-4f03-92a0-49397684cc47","height":12.38,"width":4.76,"ceilHeight":13.0,"ceilWidth":5.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":235,"sign_type_id":24,"heightOrWidth":"13.00","return":3,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"65af9653-5b64-4958-bb1f-cc5435259755","height":19.05,"width":18.73,"ceilHeight":20.0,"ceilWidth":19.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":249,"sign_type_id":24,"heightOrWidth":"20.00","return":3,"price":88,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"b217c251-62b0-46d1-a2fc-84286cc42d4b","height":5.71,"width":3.17,"ceilHeight":6.0,"ceilWidth":4.0,"biggerDimension":6.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":221,"sign_type_id":24,"heightOrWidth":"6.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"eca09fb0-3f9a-4560-8dc7-168e64888862","height":16.83,"width":13.02,"ceilHeight":17.0,"ceilWidth":14.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":243,"sign_type_id":24,"heightOrWidth":"17.00","return":3,"price":75,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":28,"baseProductionCost":2070,"result":[{"id":"8be8c2c4-3787-4319-b1dc-d8203de901e7","height":5.71,"width":3.49,"depth":3,"price":80},{"id":"860aa331-13fb-4626-8daa-a49b9e03b1bf","height":7.3,"width":10.16,"depth":3,"price":70},{"id":"af0fec6c-ff6d-4351-a20e-33acf33a9394","height":5.71,"width":6.35,"depth":3,"price":80},{"id":"7c4faad6-1536-44c9-83f6-92a8f5f73e3a","height":12.06,"width":9.84,"depth":3,"price":70},{"id":"ba6a468d-9609-4029-939b-7c23afd2e0e7","height":10.16,"width":10.79,"depth":3,"price":70},{"id":"fd57096d-a73f-4657-a258-52e3c979caeb","height":17.14,"width":1.27,"depth":3,"price":79},{"id":"d783626e-a47e-4dd0-8e00-ef46fb3ba3d0","height":8.57,"width":7.3,"depth":3,"price":80},{"id":"81ef99f5-09ac-41a8-8c35-600c39554fbd","height":8.25,"width":9.21,"depth":3,"price":80},{"id":"39e80f39-17b5-4af8-b331-f48cf9f10ae5","height":18.41,"width":0.95,"depth":3,"price":83},{"id":"032c4a5a-fba1-41ad-af18-4298b72d7bda","height":6.98,"width":9.52,"depth":3,"price":80},{"id":"eab8a253-39e7-4c15-a18d-296e20c00064","height":18.73,"width":8.25,"depth":3,"price":83},{"id":"249c31db-c651-4185-85dc-22705573da96","height":19.05,"width":1.27,"depth":3,"price":88},{"id":"6feda8a9-47f0-49cd-94c6-1a5f22afe085","height":3.81,"width":4.76,"depth":3,"price":80},{"id":"49ec4227-8439-4ddc-97b1-a488c30fa6f6","height":10.79,"width":8.57,"depth":3,"price":70},{"id":"6ba7fbcd-5702-4edb-8845-960990b6c51d","height":13.02,"width":6.98,"depth":3,"price":61},{"id":"420f75c8-17f8-4ade-ad75-184c98cb6030","height":5.4,"width":10.79,"depth":3,"price":70},{"id":"b722b9a5-00f3-4c20-ab61-cc310cb33384","height":2.54,"width":11.11,"depth":3,"price":70},{"id":"8efcbcf2-6785-45d8-9966-e098937bb492","height":10.16,"width":13.02,"depth":3,"price":61},{"id":"c8628328-ca5e-4b99-8cd3-d282e30c0160","height":11.43,"width":12.38,"depth":3,"price":70},{"id":"6458e824-b93f-41a8-be55-6ae15e00dbb0","height":10.16,"width":8.25,"depth":3,"price":70},{"id":"e558b652-5d45-4a7e-b5fb-d0c415686d50","height":15.24,"width":0.63,"depth":3,"price":70},{"id":"4108e9c8-9c95-4e9b-a216-5e7de834de9e","height":4.13,"width":13.02,"depth":3,"price":61},{"id":"345de83d-e2b2-49b5-90d4-63738708d7f0","height":4.44,"width":11.11,"depth":3,"price":70},{"id":"cf421f6a-0314-4251-9797-abc7a30f0f6b","height":13.97,"width":4.13,"depth":3,"price":61},{"id":"fc05440f-c4d6-4f03-92a0-49397684cc47","height":12.38,"width":4.76,"depth":3,"price":70},{"id":"65af9653-5b64-4958-bb1f-cc5435259755","height":19.05,"width":18.73,"depth":3,"price":88},{"id":"b217c251-62b0-46d1-a2fc-84286cc42d4b","height":5.71,"width":3.17,"depth":3,"price":80},{"id":"eca09fb0-3f9a-4560-8dc7-168e64888862","height":16.83,"width":13.02,"depth":3,"price":75}]},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":83.0},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2218.47,"taxFactor":0.0887,"tax":196.77828899999997},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Box Calculation Details {"data":{"breadth":89.0,"boxDepth":8,"oneBoxCapacity":-35.0,"noOfBoxes":-3.0,"noOfFullBoxes":-4.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-35.0,"widthOfHalfBox":-20.0},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":522.4748201438849,"shippingWeightInKG":236.95003181128567},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":236.95003181128567,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":10,"min":"206","max":"240","rate":"200","created_at":null,"updated_at":null}}},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":200,"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2070,"PSUCost":148.47,"tax":196.77828899999997,"shippingRate":200,"miscellaenous":0,"signPrice":2615.2482889999997},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Standard Face Lit Letters - Plastic Trim","TATdays":7},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Final dataResults entry added {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","sign_width":"120","sign_height":82.22,"sign_depth":3,"totalCost":2615.2482889999997,"TATDays":7,"baseProductionCost":2070,"productionCost":2218.47,"PSUCost":148.47,"tax":196.77828899999997,"shippingCost":200,"uniqueReturns_count":2,"objects_count":28},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Processing dimensions block {"data":{"return_value":5,"raw_dimensions":[{"id":"8be8c2c4-3787-4319-b1dc-d8203de901e7","height":5.71,"width":3.49},{"id":"860aa331-13fb-4626-8daa-a49b9e03b1bf","height":7.3,"width":10.16},{"id":"af0fec6c-ff6d-4351-a20e-33acf33a9394","height":5.71,"width":6.35},{"id":"7c4faad6-1536-44c9-83f6-92a8f5f73e3a","height":12.06,"width":9.84},{"id":"ba6a468d-9609-4029-939b-7c23afd2e0e7","height":10.16,"width":10.79},{"id":"fd57096d-a73f-4657-a258-52e3c979caeb","height":17.14,"width":1.27},{"id":"d783626e-a47e-4dd0-8e00-ef46fb3ba3d0","height":8.57,"width":7.3},{"id":"81ef99f5-09ac-41a8-8c35-600c39554fbd","height":8.25,"width":9.21},{"id":"39e80f39-17b5-4af8-b331-f48cf9f10ae5","height":18.41,"width":0.95},{"id":"032c4a5a-fba1-41ad-af18-4298b72d7bda","height":6.98,"width":9.52},{"id":"eab8a253-39e7-4c15-a18d-296e20c00064","height":18.73,"width":8.25},{"id":"249c31db-c651-4185-85dc-22705573da96","height":19.05,"width":1.27},{"id":"6feda8a9-47f0-49cd-94c6-1a5f22afe085","height":3.81,"width":4.76},{"id":"49ec4227-8439-4ddc-97b1-a488c30fa6f6","height":10.79,"width":8.57},{"id":"6ba7fbcd-5702-4edb-8845-960990b6c51d","height":13.02,"width":6.98},{"id":"420f75c8-17f8-4ade-ad75-184c98cb6030","height":5.4,"width":10.79},{"id":"b722b9a5-00f3-4c20-ab61-cc310cb33384","height":2.54,"width":11.11},{"id":"8efcbcf2-6785-45d8-9966-e098937bb492","height":10.16,"width":13.02},{"id":"c8628328-ca5e-4b99-8cd3-d282e30c0160","height":11.43,"width":12.38},{"id":"6458e824-b93f-41a8-be55-6ae15e00dbb0","height":10.16,"width":8.25},{"id":"e558b652-5d45-4a7e-b5fb-d0c415686d50","height":15.24,"width":0.63},{"id":"4108e9c8-9c95-4e9b-a216-5e7de834de9e","height":4.13,"width":13.02},{"id":"345de83d-e2b2-49b5-90d4-63738708d7f0","height":4.44,"width":11.11},{"id":"cf421f6a-0314-4251-9797-abc7a30f0f6b","height":13.97,"width":4.13},{"id":"fc05440f-c4d6-4f03-92a0-49397684cc47","height":12.38,"width":4.76},{"id":"65af9653-5b64-4958-bb1f-cc5435259755","height":19.05,"width":18.73},{"id":"b217c251-62b0-46d1-a2fc-84286cc42d4b","height":5.71,"width":3.17},{"id":"eca09fb0-3f9a-4560-8dc7-168e64888862","height":16.83,"width":13.02}],"sign_height_raw":82.22,"sign_width_raw":"120"},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Calculated sign dimensions {"data":{"sign_depth":5,"sign_height":83.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":24},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"45.00"},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"8be8c2c4-3787-4319-b1dc-d8203de901e7","height":5.71,"width":3.49,"ceilHeight":6.0,"ceilWidth":4.0,"biggerDimension":6.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":222,"sign_type_id":24,"heightOrWidth":"6.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"860aa331-13fb-4626-8daa-a49b9e03b1bf","height":7.3,"width":10.16,"ceilHeight":8.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":232,"sign_type_id":24,"heightOrWidth":"11.00","return":5,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"af0fec6c-ff6d-4351-a20e-33acf33a9394","height":5.71,"width":6.35,"ceilHeight":6.0,"ceilWidth":7.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":224,"sign_type_id":24,"heightOrWidth":"7.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"7c4faad6-1536-44c9-83f6-92a8f5f73e3a","height":12.06,"width":9.84,"ceilHeight":13.0,"ceilWidth":10.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":236,"sign_type_id":24,"heightOrWidth":"13.00","return":5,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"ba6a468d-9609-4029-939b-7c23afd2e0e7","height":10.16,"width":10.79,"ceilHeight":11.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":232,"sign_type_id":24,"heightOrWidth":"11.00","return":5,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"fd57096d-a73f-4657-a258-52e3c979caeb","height":17.14,"width":1.27,"ceilHeight":18.0,"ceilWidth":2.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":246,"sign_type_id":24,"heightOrWidth":"18.00","return":5,"price":79,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"d783626e-a47e-4dd0-8e00-ef46fb3ba3d0","height":8.57,"width":7.3,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":228,"sign_type_id":24,"heightOrWidth":"9.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"81ef99f5-09ac-41a8-8c35-600c39554fbd","height":8.25,"width":9.21,"ceilHeight":9.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":230,"sign_type_id":24,"heightOrWidth":"10.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"39e80f39-17b5-4af8-b331-f48cf9f10ae5","height":18.41,"width":0.95,"ceilHeight":19.0,"ceilWidth":1.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":248,"sign_type_id":24,"heightOrWidth":"19.00","return":5,"price":83,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"032c4a5a-fba1-41ad-af18-4298b72d7bda","height":6.98,"width":9.52,"ceilHeight":7.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":230,"sign_type_id":24,"heightOrWidth":"10.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"eab8a253-39e7-4c15-a18d-296e20c00064","height":18.73,"width":8.25,"ceilHeight":19.0,"ceilWidth":9.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":248,"sign_type_id":24,"heightOrWidth":"19.00","return":5,"price":83,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"249c31db-c651-4185-85dc-22705573da96","height":19.05,"width":1.27,"ceilHeight":20.0,"ceilWidth":2.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":250,"sign_type_id":24,"heightOrWidth":"20.00","return":5,"price":88,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"6feda8a9-47f0-49cd-94c6-1a5f22afe085","height":3.81,"width":4.76,"ceilHeight":4.0,"ceilWidth":5.0,"biggerDimension":5.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":220,"sign_type_id":24,"heightOrWidth":"5.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"49ec4227-8439-4ddc-97b1-a488c30fa6f6","height":10.79,"width":8.57,"ceilHeight":11.0,"ceilWidth":9.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":232,"sign_type_id":24,"heightOrWidth":"11.00","return":5,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"6ba7fbcd-5702-4edb-8845-960990b6c51d","height":13.02,"width":6.98,"ceilHeight":14.0,"ceilWidth":7.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":238,"sign_type_id":24,"heightOrWidth":"14.00","return":5,"price":61,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"420f75c8-17f8-4ade-ad75-184c98cb6030","height":5.4,"width":10.79,"ceilHeight":6.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":232,"sign_type_id":24,"heightOrWidth":"11.00","return":5,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"b722b9a5-00f3-4c20-ab61-cc310cb33384","height":2.54,"width":11.11,"ceilHeight":3.0,"ceilWidth":12.0,"biggerDimension":12.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":234,"sign_type_id":24,"heightOrWidth":"12.00","return":5,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"8efcbcf2-6785-45d8-9966-e098937bb492","height":10.16,"width":13.02,"ceilHeight":11.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":238,"sign_type_id":24,"heightOrWidth":"14.00","return":5,"price":61,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"c8628328-ca5e-4b99-8cd3-d282e30c0160","height":11.43,"width":12.38,"ceilHeight":12.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":236,"sign_type_id":24,"heightOrWidth":"13.00","return":5,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"6458e824-b93f-41a8-be55-6ae15e00dbb0","height":10.16,"width":8.25,"ceilHeight":11.0,"ceilWidth":9.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":232,"sign_type_id":24,"heightOrWidth":"11.00","return":5,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"e558b652-5d45-4a7e-b5fb-d0c415686d50","height":15.24,"width":0.63,"ceilHeight":16.0,"ceilWidth":1.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":242,"sign_type_id":24,"heightOrWidth":"16.00","return":5,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"4108e9c8-9c95-4e9b-a216-5e7de834de9e","height":4.13,"width":13.02,"ceilHeight":5.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":238,"sign_type_id":24,"heightOrWidth":"14.00","return":5,"price":61,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"345de83d-e2b2-49b5-90d4-63738708d7f0","height":4.44,"width":11.11,"ceilHeight":5.0,"ceilWidth":12.0,"biggerDimension":12.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":234,"sign_type_id":24,"heightOrWidth":"12.00","return":5,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"cf421f6a-0314-4251-9797-abc7a30f0f6b","height":13.97,"width":4.13,"ceilHeight":14.0,"ceilWidth":5.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":238,"sign_type_id":24,"heightOrWidth":"14.00","return":5,"price":61,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"fc05440f-c4d6-4f03-92a0-49397684cc47","height":12.38,"width":4.76,"ceilHeight":13.0,"ceilWidth":5.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":236,"sign_type_id":24,"heightOrWidth":"13.00","return":5,"price":70,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"65af9653-5b64-4958-bb1f-cc5435259755","height":19.05,"width":18.73,"ceilHeight":20.0,"ceilWidth":19.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":250,"sign_type_id":24,"heightOrWidth":"20.00","return":5,"price":88,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"b217c251-62b0-46d1-a2fc-84286cc42d4b","height":5.71,"width":3.17,"ceilHeight":6.0,"ceilWidth":4.0,"biggerDimension":6.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":222,"sign_type_id":24,"heightOrWidth":"6.00","return":5,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Dimension Calculation {"data":{"dim_id":"eca09fb0-3f9a-4560-8dc7-168e64888862","height":16.83,"width":13.02,"ceilHeight":17.0,"ceilWidth":14.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":244,"sign_type_id":24,"heightOrWidth":"17.00","return":5,"price":75,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":28,"baseProductionCost":2070,"result":[{"id":"8be8c2c4-3787-4319-b1dc-d8203de901e7","height":5.71,"width":3.49,"depth":5,"price":80},{"id":"860aa331-13fb-4626-8daa-a49b9e03b1bf","height":7.3,"width":10.16,"depth":5,"price":70},{"id":"af0fec6c-ff6d-4351-a20e-33acf33a9394","height":5.71,"width":6.35,"depth":5,"price":80},{"id":"7c4faad6-1536-44c9-83f6-92a8f5f73e3a","height":12.06,"width":9.84,"depth":5,"price":70},{"id":"ba6a468d-9609-4029-939b-7c23afd2e0e7","height":10.16,"width":10.79,"depth":5,"price":70},{"id":"fd57096d-a73f-4657-a258-52e3c979caeb","height":17.14,"width":1.27,"depth":5,"price":79},{"id":"d783626e-a47e-4dd0-8e00-ef46fb3ba3d0","height":8.57,"width":7.3,"depth":5,"price":80},{"id":"81ef99f5-09ac-41a8-8c35-600c39554fbd","height":8.25,"width":9.21,"depth":5,"price":80},{"id":"39e80f39-17b5-4af8-b331-f48cf9f10ae5","height":18.41,"width":0.95,"depth":5,"price":83},{"id":"032c4a5a-fba1-41ad-af18-4298b72d7bda","height":6.98,"width":9.52,"depth":5,"price":80},{"id":"eab8a253-39e7-4c15-a18d-296e20c00064","height":18.73,"width":8.25,"depth":5,"price":83},{"id":"249c31db-c651-4185-85dc-22705573da96","height":19.05,"width":1.27,"depth":5,"price":88},{"id":"6feda8a9-47f0-49cd-94c6-1a5f22afe085","height":3.81,"width":4.76,"depth":5,"price":80},{"id":"49ec4227-8439-4ddc-97b1-a488c30fa6f6","height":10.79,"width":8.57,"depth":5,"price":70},{"id":"6ba7fbcd-5702-4edb-8845-960990b6c51d","height":13.02,"width":6.98,"depth":5,"price":61},{"id":"420f75c8-17f8-4ade-ad75-184c98cb6030","height":5.4,"width":10.79,"depth":5,"price":70},{"id":"b722b9a5-00f3-4c20-ab61-cc310cb33384","height":2.54,"width":11.11,"depth":5,"price":70},{"id":"8efcbcf2-6785-45d8-9966-e098937bb492","height":10.16,"width":13.02,"depth":5,"price":61},{"id":"c8628328-ca5e-4b99-8cd3-d282e30c0160","height":11.43,"width":12.38,"depth":5,"price":70},{"id":"6458e824-b93f-41a8-be55-6ae15e00dbb0","height":10.16,"width":8.25,"depth":5,"price":70},{"id":"e558b652-5d45-4a7e-b5fb-d0c415686d50","height":15.24,"width":0.63,"depth":5,"price":70},{"id":"4108e9c8-9c95-4e9b-a216-5e7de834de9e","height":4.13,"width":13.02,"depth":5,"price":61},{"id":"345de83d-e2b2-49b5-90d4-63738708d7f0","height":4.44,"width":11.11,"depth":5,"price":70},{"id":"cf421f6a-0314-4251-9797-abc7a30f0f6b","height":13.97,"width":4.13,"depth":5,"price":61},{"id":"fc05440f-c4d6-4f03-92a0-49397684cc47","height":12.38,"width":4.76,"depth":5,"price":70},{"id":"65af9653-5b64-4958-bb1f-cc5435259755","height":19.05,"width":18.73,"depth":5,"price":88},{"id":"b217c251-62b0-46d1-a2fc-84286cc42d4b","height":5.71,"width":3.17,"depth":5,"price":80},{"id":"eca09fb0-3f9a-4560-8dc7-168e64888862","height":16.83,"width":13.02,"depth":5,"price":75}]},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":83.0},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2218.47,"taxFactor":0.0887,"tax":196.77828899999997},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Box Calculation Details {"data":{"breadth":89.0,"boxDepth":8,"oneBoxCapacity":-35.0,"noOfBoxes":-3.0,"noOfFullBoxes":-4.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-35.0,"widthOfHalfBox":-20.0},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":522.4748201438849,"shippingWeightInKG":236.95003181128567},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":236.95003181128567,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":10,"min":"206","max":"240","rate":"200","created_at":null,"updated_at":null}}},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":200,"defaultShippingRate":null},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2070,"PSUCost":148.47,"tax":196.77828899999997,"shippingRate":200,"miscellaenous":0,"signPrice":2615.2482889999997},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Standard Face Lit Letters - Plastic Trim","TATdays":7},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: Final dataResults entry added {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","sign_width":"120","sign_height":82.22,"sign_depth":5,"totalCost":2615.2482889999997,"TATDays":7,"baseProductionCost":2070,"productionCost":2218.47,"PSUCost":148.47,"tax":196.77828899999997,"shippingCost":200,"uniqueReturns_count":2,"objects_count":28},"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:10] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 11:56:10"} 
[2026-04-03 11:56:11] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Standard Face Lit Letters - Plastic Trim","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":82.22,"sign_width":"120","shipping_weight":47.91027838195187,"shape":"rectangular","dimensions":[{"id":"8be8c2c4-3787-4319-b1dc-d8203de901e7","height":5.71,"width":3.49},{"id":"860aa331-13fb-4626-8daa-a49b9e03b1bf","height":7.3,"width":10.16},{"id":"af0fec6c-ff6d-4351-a20e-33acf33a9394","height":5.71,"width":6.35},{"id":"7c4faad6-1536-44c9-83f6-92a8f5f73e3a","height":12.06,"width":9.84},{"id":"ba6a468d-9609-4029-939b-7c23afd2e0e7","height":10.16,"width":10.79},{"id":"fd57096d-a73f-4657-a258-52e3c979caeb","height":17.14,"width":1.27},{"id":"d783626e-a47e-4dd0-8e00-ef46fb3ba3d0","height":8.57,"width":7.3},{"id":"81ef99f5-09ac-41a8-8c35-600c39554fbd","height":8.25,"width":9.21},{"id":"39e80f39-17b5-4af8-b331-f48cf9f10ae5","height":18.41,"width":0.95},{"id":"032c4a5a-fba1-41ad-af18-4298b72d7bda","height":6.98,"width":9.52},{"id":"eab8a253-39e7-4c15-a18d-296e20c00064","height":18.73,"width":8.25},{"id":"249c31db-c651-4185-85dc-22705573da96","height":19.05,"width":1.27},{"id":"6feda8a9-47f0-49cd-94c6-1a5f22afe085","height":3.81,"width":4.76},{"id":"49ec4227-8439-4ddc-97b1-a488c30fa6f6","height":10.79,"width":8.57},{"id":"6ba7fbcd-5702-4edb-8845-960990b6c51d","height":13.02,"width":6.98},{"id":"420f75c8-17f8-4ade-ad75-184c98cb6030","height":5.4,"width":10.79},{"id":"b722b9a5-00f3-4c20-ab61-cc310cb33384","height":2.54,"width":11.11},{"id":"8efcbcf2-6785-45d8-9966-e098937bb492","height":10.16,"width":13.02},{"id":"c8628328-ca5e-4b99-8cd3-d282e30c0160","height":11.43,"width":12.38},{"id":"6458e824-b93f-41a8-be55-6ae15e00dbb0","height":10.16,"width":8.25},{"id":"e558b652-5d45-4a7e-b5fb-d0c415686d50","height":15.24,"width":0.63},{"id":"4108e9c8-9c95-4e9b-a216-5e7de834de9e","height":4.13,"width":13.02},{"id":"345de83d-e2b2-49b5-90d4-63738708d7f0","height":4.44,"width":11.11},{"id":"cf421f6a-0314-4251-9797-abc7a30f0f6b","height":13.97,"width":4.13},{"id":"fc05440f-c4d6-4f03-92a0-49397684cc47","height":12.38,"width":4.76},{"id":"65af9653-5b64-4958-bb1f-cc5435259755","height":19.05,"width":18.73},{"id":"b217c251-62b0-46d1-a2fc-84286cc42d4b","height":5.71,"width":3.17},{"id":"eca09fb0-3f9a-4560-8dc7-168e64888862","height":16.83,"width":13.02}]}},"timestamp":"2026-04-03 11:56:11"} 
[2026-04-03 11:56:11] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-03 11:56:11"} 
[2026-04-03 11:56:11] local.INFO: Input Parameters {"data":{"dimensions_count":28,"shape":"rectangular"},"timestamp":"2026-04-03 11:56:11"} 
[2026-04-03 11:56:11] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-03 11:56:11"} 
[2026-04-03 11:56:11] local.INFO: Sign Type Lookup {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","found":true,"sign_type_id":24},"timestamp":"2026-04-03 11:56:11"} 
[2026-04-03 11:56:11] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":24,"has_module":true},"timestamp":"2026-04-03 11:56:11"} 
[2026-04-03 11:56:11] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-03 11:56:11"} 
[2026-04-03 11:56:11] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":5.0},"timestamp":"2026-04-03 11:56:11"} 
[2026-04-03 11:56:11] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-03 11:56:11"} 
[2026-04-03 11:56:11] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1485.6500000000003,"dimensions_count":28},"timestamp":"2026-04-03 11:56:11"} 
[2026-04-03 12:03:07] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"164","user_input_dimension":"width","sign_depth":"3","sign_width":"0","sign_height":"120","sign_type":"Standard Face Lit Letters - Plastic Trim","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":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php4677.tmp"}},"file_present":true},"timestamp":"2026-04-03 12:03:07"} 
[2026-04-03 12:03:07] local.INFO: Validation Passed {"data":{"sign_width_or_height":"164","user_input_dimension":"width"},"timestamp":"2026-04-03 12:03:07"} 
[2026-04-03 12:03:08] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":7},"timestamp":"2026-04-03 12:03:08"} 
[2026-04-03 12:03:08] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":7},"timestamp":"2026-04-03 12:03:08"} 
[2026-04-03 12:03:08] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":7},"timestamp":"2026-04-03 12:03:08"} 
[2026-04-03 12:03:08] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":7},"timestamp":"2026-04-03 12:03:08"} 
[2026-04-03 12:03:08] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"164"},"timestamp":"2026-04-03 12:03:08"} 
[2026-04-03 12:03:08] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"164","file_size":23416},"timestamp":"2026-04-03 12:03:08"} 
[2026-04-03 12:03:08] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":7,"objects":[{"index":0,"position":{"x":752,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.71,"bounding_box_area":441,"exact_perimeter":113.64,"approximate_perimeter":107.74,"convex_hull_perimeter":82.13,"perimeter_pixels":648.607214462437,"original_contour_points":275,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1632,"perimeter_to_area_ratio":0.6776},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area"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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.78,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.14,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3131,"perimeter_to_area_ratio":0.3466},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-03 12:03:08"} 
[2026-04-03 12:03:08] local.INFO: Nested area calculated {"data":{"nestedArea":3941.0911},"timestamp":"2026-04-03 12:03:08"} 
[2026-04-03 12:03:08] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"868388cc-6c5a-42be-90f5-a0e66754f1bd","height":22.78,"width":19.97,"perimeter":108,"area":283.57,"image":"data:image/png;base64,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"},{"id":"607fcb6d-89f5-4b14-b0fc-f3ecd88ee43f","height":30.66,"width":18.92,"perimeter":98.57,"area":397.78,"image":"data:image/png;base64,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"},{"id":"25b45ce8-6b7e-466f-8c94-0c76d0faa11f","height":30.14,"width":28.03,"perimeter":115.8,"area":334.14,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-03 12:03:08"} 
[2026-04-03 12:03:08] local.INFO: Number of letters detected {"data":{"noOfLetters":7},"timestamp":"2026-04-03 12:03:08"} 
[2026-04-03 12:03:08] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":725.03,"perimeter_in_feet":60.42},"timestamp":"2026-04-03 12:03:08"} 
[2026-04-03 12:03:08] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[167.71,283.57,127.01,177.37,399.34,397.78,334.14],"actualFilledAreaSum":1886.92},"timestamp":"2026-04-03 12:03:08"} 
[2026-04-03 12:03:08] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":13.1},"timestamp":"2026-04-03 12:03:08"} 
[2026-04-03 12:03:08] local.INFO: Average character height calculated {"data":{"avgCharHeight":27.98428571428571},"timestamp":"2026-04-03 12:03:08"} 
[2026-04-03 12:03:08] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":179.0,"ratio":5.229050279329609},"timestamp":"2026-04-03 12:03:08"} 
[2026-04-03 12:03:08] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"164","otherDimensionOfSign":31.36},"timestamp":"2026-04-03 12:03:08"} 
[2026-04-03 12:03:08] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"15744\" height=\"3010.871794871795\" viewBox=\"0 0 936 179\">
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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.78,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.14,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3131,"perimeter_to_area_ratio":0.3466},"image_base64":"data:image/png;base64,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hMyBjDD37wg6wXz4FAAD/96U8NwJL+JO6V5Vxx7uaNsmnTpoFZi3g8jvXr14N1n1nNuiVTzhV3bygUQmtra1YCDAC//OUvoSiKwe7Iy8vjG97tdvP5yOpc4nQSzd/85jcRDocHbg2CwSDmzJnDJ9RX36kZXLfbbbCep0+fjlAolHVhR13XcfbsWaiqyjnT4XAYgBSPM7Lu2by8PP55drsdkydPhqZpA2t/xGIx7N69G6NHjzbsWtLDLpfLII5kwfd4PIa/9Xg8qKmpyTrxrGkali1bxkHo65GQPFZm0ezz+eD3+/Hee+8Nztyj0Sg2bNjAd5x4nBG/vFmX9DbEBXK73dzarKiowAsvvJA1AEciETz//PNc9FLYTXaQCzGRKrPb7fxsu3nz5sGNlgWDQSxatIhzq6h/nU5nD+tPBmDRkCDAp0+fnhVhwWg0igMHDmDMmDEcqHRtDnJDJvo/mvusWbP6FhCwkgDgX//6F8aNGwfGGD/rkWgRXW8y+tdutxs2hKi3Nm7cOKjcG4lEAACXX365YTObf5aRTGawxZPCxIkTceDAgeyQVADw6KOP8vAdiRURNBmdK4o3h8NhWDCn04kLL7wQ9fX1gzZpTdOwatUqvtlYAmdOsiFKJPOGJ4PL7XZjx44d2QEskaZp+N73vgfGGAc3kRst2RAXShTPor91wYIF6OrqGvCJA8Arr7wCJrhfyTEha0yJoli0ssWxZs2a7AKWdU/+2LFjuPLKK/nEfT5fQu9TKtFldoqQX5WMjUceeWRAz30A0NTUhKuuuoqrCfHIkq5BxYSIEb32er2ora1Nmsk4qKTrOl577TWDh4YlcKklm7D4mo5YYlyUMYZRo0bh1KlTA3b2CwQChuA75ZWJzgtZmyLR730+H6qqqnD06NHsjohFIhFs2LDBEOISQ1nmIWYkyIq2/Px8zJs3L/NgtQQBwOOPP97nwEgicGmzi+qqsbER0Wg0e4ElikajuPbaa7n4EvVTMoBlF8nhcMDn8+HXv/51v3quYrEY3n77bWmbQWaQPaIoCnw+H7xeL77xjW9kxTFPioLBIBobGzFp0iQwxnDBBRdIu99SDdLHqqpi7NixOHjwYL8YIGfPnsX58+cxe/ZsLjozBVZVVX4CUFUVXq8XV199NQKBwNDgWqL29nYe3CduS5UCK7tIog6/4YYb+kVPxeNx3HXXXWDdHjcr8o4J2NLSUrBuz9s///nP7LOOZQgAbrjhBrBuo6i3HOd0F8lcxfDb3/7W0gUCgB07dnARmq6XLdkg16yiKNl3nk2HNE1Da2srpk2bBiZER0SA010c8oC53W6uC8ePH49Dhw5ZslCRSATHjh3DpEmTOLeSc98qzmWMoba2dugCSxQIBNDQ0JAwZzddcMlFR8ZXYWEh/3n58uWWxH3b29tRV1fHvxuBapVR5Xa7MXnyZLS2tg5sjLa/KBAI4Cc/+UnG4LIEqZ9er5eHCRsaGnDixIk+L5iu69i8ebNB/KuqalnFBc339ddfH/pcSxSJRBAIBDB16lRDnJeZUlNkFifZmDBhAjo6OvpUlgIA77zzDi655BIwwT2YLsfS34sZGExwPdbX12e3o6IvFA6H8frrr3O/rMPh4OfVdHZ+suH1erFy5co+HSsikQhmzJjBxT8duXqrkuhNqojeNJvNZnCl3nLLLRlJlqwmAFizZg0XpyIHyzgxZLMHn3766bTEnq7ruP/++/lzPB6PIe1HVrIwUyXGqFGjOMjTpk3D3//+9+EjjhNRNBrlwX0RXJnISipwiWM+//nP4/Tp01ILGY1GsXXrVni9Xl4QTuCYfeSyQ1VVvim8Xi8cDgd27tw5bKoYeyUA+Mc//oGioqKE6ZyZgEv63OPx4Pbbb08JbjAYREtLCy8KNz9HtMzF0tNkg4ww8e8feOCB4Q8sEZWmEKfJAiwrlmmR9+zZkxRgAPjOd74DJrgXxc+y2+1wuVzSIpni0KKKmT179vAWxYkIABYvXsz1lFXg5uXl8U1z88039xof1TSNB99FbjNzaDrFbjQPm80Gn8+HsWPH4vjx4wgEAiMLXF3XcfjwYXzqU5+yTOcmKsXYuXNnD84BgA8++AAXX3wx/1xmMpq8Xq+hDkqWe8m9mJ+fjxdeeGHI1xv3mQDgjTfe4BzCTAVQlK0gK7YJXFEsVldX46OPPuIAU/+IuXPnGoCU2TyihHE6nT0qBGgz5Ofn47777hu5wBK1tbXhoYceMuheqkM1L76saKTkAPrd8uXL+dk3Foth9erVhnxqiljJiH2Hw2E47qiqyvU1fc8ZM2aMPFHcG7W3t+PCCy80GDZm54aM455KUJiQHMC6E9rq6+vR2dmJI0eO8CpFqnOS4Voaok6mYLt5cx07dmz4eaH6SgDw4osvYty4cYbFE/26MqJZ1Ln0PhLz8+fPx913342vfvWrXD+LGSCyJZbEoebN5/f7Ybfb8cQTT4w86zgVUaMQZkpsFw0b2eFyuXpYvZT5kEjUy/asEMUvbR6n08njvj/60Y9ywPZGgUAAN998MweDFjWdIisR1ESOB5/PxzlWPBPLgGvuBCc2Sps5cyba2tpyRlRv1NXVhUOHDqGyspK77WghZaIzZsu6qKioR3RHzDGm7JB0SiwLCws5115wwQVg3dZx1pR/ZDNpmoY//OEPBhdgOiKZmY4p4iAOVVWV62IxRCfj3mSm83BxcTFuu+22HLCypGkali9fDpvNxkODZPiImfo2m83S/CaZIVrYdrsdixYtgq7rOXBliRqbVVdXG+qNfD6fAUwCP92850yG6FiZOHEiwuFwDth0KRQK4ZVXXuGloaKYJY4VjRsrE8d7G6KFXVpairfeeisHbF9JDO5Tri8z9Z4w68D+HGSceb1erFixIgdspnT8+HFcf/31YN2WrvlY5Ha7LUtgSzXo2LN06VKcOnVq5MRo+4tCoRD++te/GhwbYt9mK7MTZcbo0aPR2NiY41qrKB6P48UXXzTU6Ypg9zVNti86d9euXUOmbeGQoVgshtraWl4bKzaVHiide//99w9+E5LhSADw3nvv4bLLLuvhVlTSrN7vbZCTQtTjZETNmTMHHR0dOWD7iwDgySefBDOFBK3UudRqnl5Tm77GxsYc1/Y3tbe346677uKJa6L3yoohnpdJr+/atStnQA0Eofv6uU984hNggkPDyhtUxHTW6667bkgfeZLfMZZlpCiK0tXVxVavXs1KSkqYrutM0zQWDocz/myHw8Gi0Siz2+2M/b/EhCmKkvIathxZSABw9uxZzJ49GwUFBT1ypvo6xG6pFCVijOHDDz/MieWBos7OTtx5550JW8VbKZZZd0B+2rRpWdcSeFgSALz77ru8mQqBakXoT2ymYs7U6LeLI3L0fwKAcDiMSy+91BCQN9f89nUkcoaQRe7xePr/joGRTNFoFKtWrTL0ljR3l8sU3EQAU83QlVdeKV09mKM0iBwYopNBzMqw6qybKJVVbML5wx/+MKd/rSRN03DixAlMnTrVID7F1r9WpdsovXS0U7or9x0OB5566qkcwFYRACxdutRg9JAlK94p25/gMsH3PHnyZBw6dCgXHcqUAOCll17iYpiZLowQL2ayCuBkIUSPxwO73Y4lS5YMnX6N2UjhcBhHjhxBZWWloT2+WChGoFoZPOjNaqaSE/I5b926dUi7JgeVAOCiiy4yhPTMFQVWHIFkudncYslms+Hll1/OWc/pkqZpePDBB9NupS+2PDBX4JnbD5nrf2WLu8Urdq644ooB6fs8bAgAOjo64PF44HK5er2DJ9Ewp7wyU/BdTM8xZ1DKlJOYpYXL5cKDDz6Y414ZAoB///vfWLJkSQ+Ok+VacSOYu8CJ/mix/3G6t2SK1vS4ceOwa9eunP5NRQBwyy23cLFHOlZGLJsvm1JMV94QMCLAYsFZKnATXWtHn3XRRRehvb09l63RG+m6jqeeesqwiJROI1MQRtyUyHIm7qfuNASKaKylAle8wJk2nagGbrvtthz3JiK6WayqqspgvKQjlpmpexsz5Vp9+tOfxne/+13+2qzLZcWyuRmpeJvXAw88kNO/Zjpz5gyWL1+eVISmGuZUV4/Hw4EeP348nnnmGTQ1NeGaa64xcLFsZT1tOrGkUzxvO51OTJgwAUePHh1adxb0J3V0dPCWCYmuohEbmciAS03DxCvZ1q5di87OTgDAnj17UFJSYrhTXqb4WmxNRD8n6jo7a9asQbm1LOsIAA4ePAiv1yvFOanEJt1CJhpWc+bMMfiBAWDz5s0J7+EzG2HiRkv1fAoN+nw+rF+/PhdcaGtrw/z583mqaibDfLWLw+FAWVkZ3njjjR5ZFMFgELNnz+b5V6J4zQRcEveVlZV4+eWXR654BsAbjMnqvFT6ULSW7XY71q1bl9DBDwBvvvmmwQo2d4ITrWmZ54tWuMfjwaxZs9DW1jbyDCwA2L17N8aOHSt9zpQRy0zwP9fU1KCzs7PXhY1EIrw9A+slE0P8XarnU+MUMa9r1apVIys0GIlE0NzcjDlz5oCZrkCzQucyxjBhwgS8++67SbkmFovh3Llz+PKXv9zDZSmCJStZSLRTsRp9nz/96U8jh3upoQkzXWCR6RAt6rVr10otKAC89dZbKCkpMXAtidl0wFUELxb5sF0uF6ZMmZJyow0Lam1txXPPPWdoE88kfbuy4C5atAgtLS3SCxkMBnHHHXcYutWZOVdWcojvFx0x1113XVIVMeQJAA4fPowpU6ZwYMWbPKwQy2PGjEn76nMAaG5uRnFxscG7ZTaWZHRuotb51N5o+/btOH369PAEGAAWLlzI79xR0mwiJlq15pZF9PO2bdv61KJP13W8+eabPCBA0kR0jMh+z97GxIkT8cEHHww/8QwA69atQ3l5uWHCiRwJvQ2x55RoldIVL/PmzUNbW1ufFw4AHn744YRloWYruq9j8eLFCIVCw+OqN9bdtGT//v2oqKjowW2J4qPJwBU5Xfx5woQJaYvjRHT69GlMnTqVW91icN+qsXr16uHBvaFQCIFAAJ/97Gf55PLy8nokuMmAK9bviF4lxhh+8YtfWHKepOR3UZLIXjuTaohSalh4r3Rdxz333GOYJMVARee+jFgmo8Wsq7/yla9Ymsd0/vx5rFq1qocb0gqAyfd9ySWXgDa+Vd97QInOkD6fj99zpwjlH+lc68IEo0Y8z5aWlmL//v2Wijld1xEIBPDFL37RkuvMadBmoc9cuXLl0BTPANDe3o6JEyfyyxnFO/JE7pUFmI4j9PelpaX9pr9CoRDq6+vhdDoNFnQmg9aBCXHqv/zlLxkZgYNCXV1duPXWWw333IriVQRUNqGcuJ0iN/PmzeMx2v6YQzAYxMKFCy3lXlFauVwuVFZW4siRI0OHgwHg+eefT1iNl2woQizVbDCJOktVVYwaNarf62Up9aeoqIi7IsWgQLr3/Jlv0aZGLTfeeOPQABcA3n//fVxxxRUGgGSTyhPlHVNCmrhBNm3aNCDJ4ADw+OOPc7Ug/itKnHTaNpgrEseMGTM0cp91XceNN95o4D7FlN2QTOwm4mYzh3zuc58b0CIsXddRW1tr+A5mUS0rmcRNIb6nqqoKBw8ezF6AAeB3v/sd38nmu31SDbODItGGmDRpEl566aUBXQRN09DU1ITq6uoeIjYda5+4W7zYSuT+m266CR0dHdkHMADs3LkTlZWVnAsJVNkzomhJm99DnHL33XcPyuQB4NFHH4WiKDz+7HK5DPnQsuCKnEyBBgoXfv3rX88ucAHgxIkTPNpDV7ooCco70uVgUfwtWrQI//nPfwZt8oFAgFdDuFyutNsjmdN3xHUR/dk7duzIHoBbW1tx5513ggn39lDFe6Kgd6ohHhWIMyorKwe9iTUANDU1Yfz48Ya2/OleapXofE+Zk4wxfPKTn8SRI0cGP3tS13Xs3buXf3GR28zXtMgugPnc6/F4cO+992bFbtY0DY899hjfwKR6ZCv7xbmZwaXPUVUVK1as6PVi5wEhCnJfdtllaYknGb0kBu/nzp0LokGbrEDxeBx1dXU9Niz5yqmtQzqlp6K4JuZ48sknB2/OAHDTTTdxx0KmwBLnixLA7/fjb3/7W1Zl8KP75uxRo0YZOuqkAi2dtfD7/aioqMDJkycHvvcGAGzZsiUtkZRqiCE9WgzZRLeBJgD41a9+BSbYGckAlAGX1lE0KBcvXjywlYMA0NLSwrMq0qnCSzVEp8f06dOzEliicDiMhQsXcilDolhMYk9XJIsxX1JRv/nNbwZuHdra2rjHRrSKMwWWNonL5UJFRQUaGhqyGlxK+CsvL+9RTEb6Nx2pJnrjxO49FRUVePvtt/t/LSjPKJFIzRRc0ee6YcOGrAaWKBKJ4Omnn+5VzKZzDKTNQJs8Pz+fW9df+MIX0Nra2n/roes6nnnmGVx88cWG6I2VN2Hm5eWhpqZmSN0EAgBf+9rXerhMzbnPMoOOj/SevLw8bpWvW7cO586ds35ddF3H8ePHUVNTwx/u9XrTdlCkEksulwvNzc1DKjswEong5MmTKC4u5lkn4pxkVRYZUpQcICbaK929J+vr663v+xyPx3H77bdzy1CMYcomlBOH05244sQcDge8Xi/uu+++IQUsEQBs3bq1B/emq3dTjWuuuQZNTU3WqSyqRhcLtmiXeTweQ/MQmaoAj8dj2M20U6+99tohJY7N1NnZiS996UscVPGeQSsMTjLSVqxYYY1rMhaL4cCBA5g1axZ/CGUmmL+0DLBiU07xqtQxY8bg1VdfHRJGVG8EAPv27UN5eTnPlzIH+DMdTqcTdrsdTzzxRObOjVgsxs9ydAYVgRVb0adTKEXgknh/6KGHhjSwRAC475nWKZ2mLalsEqqv8vv9eOedd/ru4KBjDx3OzXrS5/NxsSOed3sb9H5zftT111/fp/qebCVd1zFjxgzDprcCXHOH2rq6Opw8eTL9daNGJEVFRbyMg/otiZGNRJZhKoOKRAvrTk/dvXv3sOBaovPnz2P//v2GlFirThR0BiZpsGnTpvSsZ03TEIlEUFNTww/V9OXMTbwIcJluNOYOrOXl5bjnnnuGFbBEALB27Vou4awSy+JRy2azoaysDHv37pUPrADAypUreRK4CCQTuqiZE99k6lfFEpKZM2ciEAgM254R//3vf3mDUqs7uYv2ytSpUxGLxVIzCaWm0oeYu7ukemiiFvIErnhztdfrxaFDh4Yl1xLpuo6WlpaEgRWxFDWdQjPxs8huKS4uxre//e3kawkAH3/8MaZMmdIn010EV0nQAYYJJZHr168f1sAStbW1Yc2aNdzSpcJz8/rKloqKjCYCXVZWhscee6z3NQWA73//+2CCRSamqGY6SKzPnTt36Fa39YGokZoZFLfbLR3sZya/AL1ffD1+/Hg0Nzf31L8AsG3bNjidzh4PzFRfiNxbUVEx4u4FoGpH6gAgclw6/aQTHanIW0jv/9a3vtWz7vfMmTMYPXo0f7BiqoHta/s+c1xz69atI7LhNABs3LiRryn5oMV2hjJOoGTSlI5HO3fu5M4NO2OMNTc3s9bWVlZYWMhCoRArKChgABgA5na7ma7raU9IURQ+GGNs6dKlbNmyZcztdiuWr16Wk6IoSjQaxb59+9irr77KNE1jXV1dzOl0svz8fBYOh5nNZkv6GU6nk4XDYWa325nb7WY2m41pmsbXNxgMMsYY279/P5s3b97/n8u69YLf72fnzp1j+fn5/I99Ph9TVZUFg0Hm9XpTToKkLT1QBLitrY2VlpYyhf5zhFF3zTIrKCjga2qz2ZjH42HBYJA5HI6k71dVlWmaxqLRKFNVld/QTbdzA2B2u50z50hd5xFD/wN2IQmQZK9tRgAAAABJRU5ErkJggg=="},{"id":"868388cc-6c5a-42be-90f5-a0e66754f1bd","height":22.78,"width":19.97,"perimeter":108,"area":283.57,"image":"data:image/png;base64,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"},{"id":"513336e5-2ff5-46b3-8c3b-77fed3073a07","height":29.61,"width":10.69,"perimeter":83.59,"area":127.01,"image":"data:image/png;base64,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"},{"id":"518ec108-ab51-40a8-a0b0-1f778a05486c","height":30.14,"width":24,"perimeter":106.86,"area":177.37,"image":"data:image/png;base64,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"},{"id":"acea5e00-fe8e-45df-9cb9-b891ebe2e78c","height":30.66,"width":18.92,"perimeter":98.57,"area":399.34,"image":"data:image/png;base64,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"},{"id":"607fcb6d-89f5-4b14-b0fc-f3ecd88ee43f","height":30.66,"width":18.92,"perimeter":98.57,"area":397.78,"image":"data:image/png;base64,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"},{"id":"25b45ce8-6b7e-466f-8c94-0c76d0faa11f","height":30.14,"width":28.03,"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"}],"no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":27.98428571428571,"widthOfSign":"164","otherDimensionOfSign":31.36,"width_of_smaller_line":20},"timestamp":"2026-04-03 12:03:08"} 
[2026-04-03 12:03:09] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth":"3","sign_width":"0","sign_height":"120","sign_type":"Standard Face Lit Letters - Plastic Trim","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1389,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"164","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.36,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 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7Lbb7+d79PcYBlA7du3p7Fjx5JhGJ6qEqZpkqZp9Oabb7bJgfCeAN+PFeZPuGjQZGPMUIbfUpIkDB06FDU1NZ46vnPlkAxffPGFwynuFZeMxWLo3Lkzqqurm\\/8JbAB5ySGTySQtXLiQN41i6f9Xm\\/TAXq+qKj366KMUDAZdz7JuKpimSQMHDqRx48Z5em+aplE8HqdTp07Rpk2bqKqqKu+JMu9w7NgxFBcXO5oysVgt43rZli8EAgEUFhbi4sWLQCPkPV4th0StP5Lps6+99pqn3FGUFFOnTgXyQU9pSQCAv\\/zlLzy3z4uDYAbQxIkTeY1LvoA9GOy+EokE2rdvzyeBMSf55XI\\/s\\/kuysrKsHnzZiQSibwlyrwT2ZWVlbRq1SrPFHA2xSsUCtGECRMoFAp5Vp7gBRjDCoVCZNs277xmWZYn34EkSTzfsqqqil599VWKRCI579smYBgGli1bBkVRPB1eSbVdwk6dOgUI2dviFK7mBLsPwzCg6zo++ugjfv+5ckhJkhxZ6IFAAJWVlT6HdANVVen999\\/3jDtQLQeSJImmTp1KHTt2JMuyeAQkX9wgjGOzDhr9+vWjQYMGebK3LMuUTCYpFAqRLMuUTqdp0aJFfuTGDS5duoT27dtfVV3JlVYkEsGRI0eQTqeh6zo3IPKFQ+q67sjFTKVSePHFFz3hkMw4YrHxcDiMwYMH+8m7DQHft9fjX6LbbBc3a\\/jw4YAgqi3Lcgxgb06whyKVSjmSPfbu3YtAIOCJyM5sJ62qKrZu3QrkIZfMG5F94cIFmjNnDlGt39CrliCKotDMmTOJhCIvyqI\\/Y2NDrLkRcyG7d+9Ot9xyS877iz0l2d6WZdGSJUsoHo\\/nvH+rhGVZ2Lp1KyRJ8iztiq1YLIbq6uo6qWbNlXpWH5i4Zn5J5gp6++23c+aQLJbNIl7sNT169MDu3bvzLlcyLzikLMv073\\/\\/m7tAWFmnyNEaAruWTVtlf7v77ru5scCyzZPJJCmKkjfRGvZ5MzPXH3jgAQoEApzDsbEibMSxm5i3aDCJn\\/fs2bM8GuYjA5cuXcLgwYMdxVjZuH4ys8eZHtquXTusWLECqNXVRH0t38G69952220OzsYMPreGX2aHYfE7HTBgQN7Ft5udQ5qmieXLl9POnTsdMepgMOjaLcM4haqqnHPIskx9+vShcePGEdXWOzMOnMkt8hkzZsxw1G2zz8rqaBoC08XFPADmGN+1axetX78+r1xAzU6QiqLQ22+\\/TVSbVBGLxUhVVaqpqcl6L1H86LpO48eP56I8EokQAO6HzIdscTe49dZbaejQobzrbnV1NW+U4EalYQTJfK+GYXDfrKIo9MYbb\\/DpZT6I6OLFi7j22msdoiizJPRKS3RpiD+zpkupVIq7eFgkBB7XXTcGmMgGgDlz5ji+i3bt2rnOJheNmsykZlVVEQqFsGXLFp9DEvHm9XThwgVKJpOkaRoXraxM1MUe\\/GdxLMjIkSNp4MCBPELBeokzAyJf3D5uMGbMGDJNk0KhEIVCIbp48aLrFDxxFHKmAWOaJtXU1NCGDRv8tiv0fSIFBg4c6HDR1OfMdbPE6wsKCrBgwQIHx9F1vdFapTQGRA6ZSqUwevRoRCIRtGvXro4x59YxztrKiAajoigYPXo0jh071rYJ8vz589i4cSMnQtHCvhpiFEcMs+xo27ZRVVXFD1hMYhAPPB\\/B7o+pGx988IFDHcnmoQ2Hw3XUn8zozapVq4A8Mm6aHPF4HA8\\/\\/LCrZlFu2qWII9t+9atfOVop5zPqK\\/jKTOBNp9M4f\\/48zxEtKSnJ6oG90mKx7vHjxwN5QJDNpkNWVlbS3r17c94HAAUCAd4eJZFI0MCBA0nXdT6juiWvyspKkmWZiouL6Z577iFFUej8+fOenAEJVvjXX39N27ZtyysXUJMBAP7xj38gGo3mzB3D4TDnjpFIBCNHjuT6Yb5k83gBXdexatUqdOvWjVvIXiSfKIrCueQTTzwBNDNBNhuHnDt3LiUSiZz3SaVSZFkWRSIRsiyLNx9NJBLcUZ7Pi2W0X24lk0kiIqqpqaHx48dT3759iWqTJLIJrV4OLPggyzItXbo059njuaLJCRIADh48SFu3bvWkZTJz+CaTSQJAU6dOpUAgwGParHIxX5csy1dcDMwxPnToUP65vJriYBgGqapKR44coRUrVjSr2G4WDjl37lwij2YJmqZJBQUFFIlEaNSoUdS1a1ei2n7bJNTU5Oti6WCXW5FIhBKJBPe3Tp48mcLhMEWjUc8SI1gmORHRsmXLmjWsmns3oyxx\\/PhxWrx4Mamq6lnOIwt9FRUV0b59++iGG26gqqqqrBzIzYWGmFEwGKRUKkWlpaVkmiYX4V6F+1RV5X0rQ6EQff3117Rx40YCAKm1pwIBwLJlyxz9tHM1aliuoOjsZT5NNx12m3u5NTwooxWhl3mjYoYUEeE3v\\/kN4vF467e2AeDhhx\\/2bCScv3Jf7CwYsSuKgpKSEqRSqWYhyCaVZwcOHKDt27eTaZqkqmrei9O2ALFVtizLZFkWpVIpeu+996hVt\\/CzbRt\\/\\/vOfHWLIq9prf+XOIUkQ2YqiYMSIETh58mTrJUgAGDJkCEjQf7yqKvRXbitTh2SpakuXLm1yR3mTyEzLsvDVV1\\/Rzp07HdNR22KUKh\\/BzkPM0Ldtm5YtW9ai0vRcAwBmzJgBEgrfvZzo6q\\/cVmYYUqrtUdm1a1f85z\\/\\/aVKu0SR+yKqqKlq2bBmfI8hS6H3kByzLcpwJk1zl5eX04YcfNqlPstFFNgDs3LmTLly4wAuwJEkiXdd9KztPwAiQFcdRbThRkiT69NNPXReUtQgAwMiRIx3OXcoY9OOv5ltuHPfbt2+HaZpNIroblUXF43Fs3LiRzpw5w8OE4rwZHy0DL7zwQuswbmzbxqxZsxzckP18NXUz\\/mp6Dsm45DfffNMkbVcalUNKkkRr16516ItMX\\/FdPi0DmqaRoii0aNGilm2IAsBnn33Gn0SxPri5uYK\\/3HNIqq1Tuu6665qkMrFROeT\\/\\/d\\/\\/EQktTojId\\/m0MKiqSolEgg4fPkyrV69uuTU3+\\/fv5\\/qiOOJCTDlrbu7gr4Y5JAvzqqqK2267rdH1yEbhkLqu44svvuCZxywkJWaIZ6bo+8hPpFIpolqvyJYtW+jkyZOUTqdbFpdMpVK46aabXA3\\/caPDsNbG4sAkP1Pof0tMTJYy2vbl+v3Lsuxo4tDYlYmeK3OmaeKjjz6iWbNm0blz5xq0phvSJ8XWecFgkHRdp549e1IoFCJJkjypvMtnNOT\\/69SpE+3fv5+othDsyJEjvCY9nU432NLQzfevqiqlUikqKCigoqIi2rNnDxUVFTWKIeB5LFtRFFq8eDEvcM\\/1YTIMg4LBIEmSRDU1NfTYY4\\/R888\\/T6WlpVRdXd06HLZXQEND3FOpFKXTaerSpQvV1NTQyy+\\/TLNnz6ZUKuVJER0AvlcymaTq6mpavnw5WZYFRVHy3zq9ePEievXq5VqsNiQyxGmwZWVlOHDgQLMXs+czLl68iNGjR6OwsNATkc2uY21cNE3DqFGjmq3EISsAwLx587jO4caSzqYIavr06T4xNgAA+OUvfwlyWQjmVodn\\/7Jxz++\\/\\/37eNcyvAwC4+eab+QdxExps6Athnb4ikQjefPNNf+BPAwCAPXv2uM43dSOhxOuDwSBkWW4ZzGHHjh1Zl2c29IUwX2bPnj1x7ty5\\/P4C8gQAcP\\/993sioTKztAoLCyHLMq677jocP37c8\\/PwzBF46dIlbNiwgfutxPEcuUDXdSorK6M77rjDsz1bO0zTpIceesiTfAHLsqikpITS6TQFg0Gqrq4m27bp4MGD9OWXX+ZvZeLhw4fRv39\\/h8\\/KbTRGHHtBGf2wmUGzb98+tDiHbDMilUqhT58+\\/HtkHI797jYfVey+K55RcXEx+vTp47nY9oRD6rqO3bt30549e8gwDN4YyW0khvkZ2fgLNuCIap\\/2Xr16UWFhIQUCgfx3M+QJQqEQ3XHHHbyozjAMkmXZUdDVkEspE+J5XrhwgY4dO0aff\\/45GYbhGVF6QpCaptHatWt58yTmbHUzZ6a+KVUkdC2TZZmmTJlCpaWlXtxqm8L06dOpsLCQ1zJJksQf\\/vqa4NeHzKQYMRCRSqVo4cKF+ecLLi8vxw9+8AOHQeM2tHe58CKz5jp27IgNGzbkv0WXhzAMA2PGjKkjotl36+Z8xHNkVjfzDYdCIXTu3Bk7d+5EIpHw5Hxy5pC2beOdd96hI0eOODgi43ANgRUTiVAUhSzLItu2adCgQTRo0CBq9Z24GgGqqtKkSZP47yyhxe3ZMIjViKZpkmmaZBgGGYZBJ06coIULF\\/LpYM0OXdcdynMkEnG05HDzFIpJE5lzsl988UWfO+aA3bt3o0ePHlwaiVIsm2Tp+lrfMEOne\\/fu+XFGAPDFF19AkiQeWopEIlk3ARDFiWil9+rVCzt37mz+D9qCkUgk8Oyzz3ICFFWkbDKmWMtDsf2hqqr87D7++OPmJ0oAePrpp\\/lNi09fNkQpvo79HAwGMXnyZOi67hNkDgCAb775BpqmOSbCsvlADa3LJVNnFulNnjy5+QnyxIkT6Ny5MwoKChw3mg13zPRBhsNh\\/hSvXbs2\\/+OlLQAA0KtXL8dwKS9rm4LBICKRCI4cOZLzWV21UWOaJpYuXUrV1dU8OkO1CjBTnt2kP7HppGLeXTQapdLSUho+fDjJsuwbMx5g0qRJZBgGn\\/XoFTNjBmgqlaKVK1c238xEy7IwduxYB9uWhBbL2ULkJlwAAAg3SURBVNRdi23g2O\\/33Xdf84uAVgJd17Fr1y60b9\\/e0U7bC+7I9EoiwvDhwz3hklkjkUjgwIEDKC0tbVDXcPOBWLo9m1lIRFixYgVqamp8gvQIAHDvvffy793LJg3irMmXX3656dUsAHjqqaccXFFRlDoE6YZARTcP63M9YMAA35jxGBAGeDIp5hVBitJtxIgRTZ9zAABlZWUO32Gm6HbbslksUGIW9nPPPeeL60bAuXPnMHDgQM\\/G0lGGccT6fu7cufOqzy9ro0bXdezZs4fOnj3L45qs5yPftDYI7yaWLTafMk2TSktLafz48a2rBVyeoKSkhKZOncpzBrwIfonnrigKpdNpmjdvXs77ZnMDeOaZZ+qI5sz5y26fsMys5EmTJuHixYs+d2wkbNu2jTuzvRLbzMfJIm7XXHNN04ntvXv38omkXiyx3CEYDOKVV17xxXUjQtd1DBgwgDOBhjLGG1rMCBUjQEVFRVi8ePFV9ZTMSmTXKsZ04cKFbN\\/niggGgyTLMum6TuPGjfMTKRoRAGjGjBmu1Ck3YGXKYu18VVUVLVy4sPE73Nm2jSFDhnjq7Wd7SZKEkSNHNlmn1raM06dPo0uXLtwzkssiIReBeVsYx\\/zss88aT9rVjvZAcXEx1z280EEYUSuKgnnz5iFvazRaEQDg0Ucf9WTWpOiyY\\/kLzFvSqMENAHjiiSc8919JkoSioiJ06NAB5eXlPjE2AQBg9erVPI8gV2KkjL5C0WgUwWAQsVgM+\\/bta5wzTafTPK+OMtLEvFjjxo3zEymaEOXl5bjhhhs8445i2JeEQr0\\/\\/vGPWUXcXBk1ALBixQoqLy\\/nf\\/OibwzV+iE1TaPJkyf7jUybEAUFBfTggw96sld9Pmg2YHXRokWezfbmSCQSmDZtmiNv0cvg\\/NixYxuPtfu4LI4fP54zh2ScMRgMcuMmEAg4fNEnTpyAZ5WJALBt2zZ06tSJF\\/iItbpurWjRMs\\/0Xf31r3\\/1Y9fNAAD46U9\\/ys\\/lcgSV6\\/rFL37h3flaloWnn36a64xiEoWbm66vhbNIpKqq4quvvvKJsRkAAHPnzuXnw84q25qohozW3r17Y\\/\\/+\\/d6c8aVLl9CvXz9HjxfRd+jmpuorZ2CsvlevXn5kphkRj8fRo0cPR5Gel35mtu8LL7zg6pyvaNQAwNatW2n\\/\\/v2O8slsDRp2vdj5gEUKpk6dmtVePrxFNBql8ePH87PRdZ03e\\/AimsNo8I033qAzZ87kvBnuu+++OtTOdA23TxAT95lNAdq3b4+DBw\\/6HLIZkUwmsX79esRiMYeI9rLmhhWUzZ8\\/P7ezrqiocNxoJivPVmSzrBD2ujvvvNMnxjxAPB7HqFGjHJWJYhjQK7F9++23N+hrvqzIZkVc8XicgsHg9xcLeY7Z9A8X+8PYtk2SJFEwGKQJEybkX1+YNohoNEqPPPIImabp6LXk1YBU27YpFArRpk2baNeuXVe3SXl5OSZMmOCwkEWLOZtIDau3EOuCi4uLsWPHDp875glq\\/YRQFMVTt48sy7yJBBFh7ty5V+cC2rp1qydp7iLhio3Yn3zySSSTSZ8g8wQAcNddd3FVzO2cm4YWC6Ywohw2bBji8Xh25w4Azz\\/\\/vCc3REKNjfi31atX+7HrPIJpmlixYgUPftAVOtNluxhxl5SUgIiwbNmy7M7+woULGDRokGeFQCwbnGot9NLSUly4cMEnxjyDaZro27cvPzevLG1m1DIuOWHCBPfGrGEYeOeddzy7oUwLOxAIYNq0aX7eYx7Csiw8+eSTDlHrhXQU9yssLISmadixY4c7LgkAY8eO9Uxci72tw+EwVFXFZ5995meG5yGqq6uxbds2dOjQwbP0QlE6kqAGTJs2zR2XPH78OMLhsKeJuKLo79Spk+97zGOk02ne4cIrHZJxRzHkHIvFUFVVVYcOHH5IXdexdOlSSqVSvGmUF2DN1WVZpgkTJniyp4\\/GgaZpNHPmTM9Ch1Tbi1zTNLIsizRNI0mSKB6P00cffXTlsSLnz5\\/HmDFjPG9IxPYpKSnBmjVrfOs6zwHAs1JnMeIjjqgjIkycOPHytgQArFu3js+yc8uyWRuVyy3Wr4dqZxX6TQDyH6lUCrNmzQLVzqOhjNlB2fQGYgERMamXpR1qmoZNmzY5VDguk23bphUrVpBpmpROp6m4uNgVy7Zt+4ornU6Tpmmkqirdf\\/\\/9VFRU1IhfpQ8vEAqFaMqUKVRSUsJr8FVVpWg0ykdFBwIB3mvySrBtm7faYUukj9WrV9Px48frvvDQoUPo0qULotGo69G2bjikpmm8w6o\\/q7DlIB6PY9iwYQiHw5xLUj0TwXJdffv2xalTp5wc8uuvv8bKlSupvLycDMPgRTnt2rVr8MYb4pCGYZCu6zR8+HAqKSlp1C\\/Rh3dgeZKpVIoSiQTJskyxWIw3GJNl2dUoEJZDm7lYl+Vvv\\/2Wli5dSg5V7ujRoygrK+M10pSRYuamLvdyKxKJIBQK4Z\\/\\/\\/KffgLQFgY057t27Nz\\/LzPmIrK3flRYzasQlSlCqdZYzPVIlIqqsrKRz585ROBym6upqKioq4mlhDWWHNzQvL5FI0JAhQ+iBBx6gUCjk17m2EEiSJNm2jcmTJ9O\\/\\/vUvqqioIACkaRoVFxeTruuUTqezqh5gI+6I\\/tfCMRAIUDwep4qKiu+vISL67rvv0KFDBwqFQlRdXU0FBQVUUVFB7du3p3Q6fcU3acjwiUQilEqlKBwO+02kWhhM04SiKBSPx4mIKBAIUDqddvSWFGcf1gdxdqX4N7YikQjF43FSFIUikYhPHz7yC\\/8PZc4h+so+Dp8AAAAASUVORK5CYII=\"}]","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":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth_or_thickness":"3","sign_type":"Standard Face Lit Letters - Plastic Trim","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":"164","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.36,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":20,"other_dimension_of_sign":31.36,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1389}},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Looking up SignType {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":24,"formulas_count":37},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Retrieved Variables List {"data":{"sign_type_id":24,"variables_count":13},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Price Map Constructed {"data":{"price_map":{"material501913":1.45,"weight_material501913":0.553,"material501803":3.6821,"weight_material501803":0.629,"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,"material502428":1.7679,"weight_material502428":0.021,"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,"material502185":1.7679,"weight_material502185":0.047,"material501880":2.4107,"weight_material501880":0.503}},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable179":0,"variable180":0,"variable181":0,"variable182":0,"variable183":0,"variable184":0.75,"variable185":1.1,"variable186":1.2,"variable187":0,"variable188":0,"variable189":0,"variable190":0,"variable191":0}},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Merged material items {"data":{"formulas_count":37,"items_count_after_merge":37},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Merged variable items {"data":{"variables_count":13,"items_count_after_merge":50},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":640,"expression":"perimeter_of_sign * material502185 * variable186 / 3.2","dense_weight_expression":"weight_material502185 / 3.2 * nested_area","name":"Trimp Cap T401A UL Certified Red Italy","var_name":"material502185","price":"1.7679","description":"Precision-formed Jewelite Trim Cap  (T401A) - UL Ceritified.","sequence_no":1},"last_item":{"type":"variable","id":191,"expression":"totalCost * variable185","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable191","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Initializing MathExecutor {"data":{"variables_count":201},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: MathExecutor variables set {"data":{"variables_count":201},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Trimp Cap T401A UL Certified Red Italy","dense_weight_expression":"weight_material502185 / 3.2 * nested_area","itemDenseWeight":0.401996875},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Trimp Cap T401A UL Certified Red Italy","expression":"perimeter_of_sign * material502185 * variable186 / 3.2","result":40.05619425},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material501880 * (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign )","itemDenseWeight":7.597815000000001},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"material501880 * variable186 * (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign )","result":43.696348199999996},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","dense_weight_expression":"occupied_area * weight_material501913","itemDenseWeight":7.244300000000001},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","expression":"nested_area * material501913 * variable186","result":47.6238},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"occupied_area * weight_material501803","itemDenseWeight":8.2399},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"nested_area * material501803 * variable186","result":120.9348924},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] 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":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, occupied_area * 10 * weight_material502468 )","itemDenseWeight":"1.048"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior, 0, nested_area * 10 * material502468 )","result":"104.58077"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","result":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, material502203 , 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 + weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, material502204  + material502203 , 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, material502204 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_exterior && nested_area * 10 <= 70, material502204 , 0 )","result":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, material502203 , 0 )","result":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502203 + weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, material502203 + material502204 , 0 )","result":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502204 * 2, 0 )","itemDenseWeight":"1.118"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502204 * 2, 0 )","result":"30.5786"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0.945"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, material502206 * 2.5 * no_of_letters )","result":"4.8755"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0 )","result":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0 )","result":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0 )","result":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0 )","result":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","result":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, material171 * 2.5 * no_of_letters, 0 )","result":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 * weight_material500611","itemDenseWeight":0.009346295362800001},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 * material500611","result":9.346295362800001},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0007423132925000001},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * material500214","result":0.7423132925},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0070805267900000005},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * material501055","result":7.0805267899999995},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098 , 0 )","result":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * material502350 , 0 )","result":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.01455220052"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098 )","result":"14.55220052"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00706264482"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * material502131 )","result":"7.06264482"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0094565724"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * material502350 )","result":"9.4565724"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00075454016"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * material501680 )","result":"0.75454016"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscallaneous Cost","expression":"0.2 * ( 

formula621 + formula622 + formula623 + formula624 + formula625 + formula626 + formula627 + formula628 + formula629 + formula630 + formula631 

)","result":9.79901866906},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Vinyl 3630-26 3M Pakistan","dense_weight_expression":"weight_material502428 * occupied_area","itemDenseWeight":0.2751},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Vinyl 3630-26 3M Pakistan","expression":"nested_area * material502428","result":48.387423000000005},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable184 * nested_area","result":20.5275},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"20.8012"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074 , 0 )","itemDenseWeight":"8.7193909063522"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  (  ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) * raceway_height * 2 ) + ( raceway_height * raceway_depth * 2 ) + (  ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) * raceway_depth * 2 )  ) / 144 ) * weight_material501803 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, material501803 * ( variable186 / 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":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2.5 mm)","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":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2.5 mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable186 * ( 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":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( 2 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ) + ( 2 * (  ( width_of_sign + ( 2 * backer_offset )  ) * backboard_cabinet_depth )  ) + ( 2 * (  ( other_dimension_of_sign + ( 2 * backer_offset )  ) * backboard_cabinet_depth )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable186 * (  (  (  (  ( 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":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Total Cost formula detected {"data":{"item_id":191},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":521.05513986436,"totalDenseWeight_before_formula":56.4396978746975},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable185","computed_totalCost":573.1606538507959},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","objects_count":7,"totalDenseWeight":62.08366766216726},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":7,"sign_depth":"3"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":20.15,"height":21.9,"depth":"3"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":19.97,"height":22.78,"depth":"3"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":10.69,"height":29.61,"depth":"3"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":24,"height":30.14,"depth":"3"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":18.92,"height":30.66,"depth":"3"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":18.92,"height":30.66,"depth":"3"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":28.03,"height":30.14,"depth":"3"},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775217790_24bfd17fcaf0cac168c72fd23a89ee45","bins_packed":[{"bin_data":{"w":28.33,"h":30.96,"d":20.89,"id":"unique","used_space":72.8113,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":30.96,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/ddd339c5a3b05c0673d14c8308da0dd8/1775217790-3027-6763920.svg","items":[{"id":"item-7","w":28.33,"h":30.44,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/ddd339c5a3b05c0673d14c8308da0dd8/1775217790-3022-2556422.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":24.3,"h":30.44,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/ddd339c5a3b05c0673d14c8308da0dd8/1775217790-3024-6731096.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":20.27,"h":23.08,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/ddd339c5a3b05c0673d14c8308da0dd8/1775217790-3024-8487997.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":20.45,"h":22.2,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/ddd339c5a3b05c0673d14c8308da0dd8/1775217790-3025-4378098.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.22,"h":30.96,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/ddd339c5a3b05c0673d14c8308da0dd8/1775217790-3026-8010447.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":19.22,"h":30.96,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/ddd339c5a3b05c0673d14c8308da0dd8/1775217790-3026-1044173.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":10.99,"h":29.91,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/ddd339c5a3b05c0673d14c8308da0dd8/1775217790-3027-1175835.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:09] local.INFO: Box added from packed bin {"data":{"length":20.89,"width":28.33,"height":30.96,"denseWeight":62.08366766216726},"timestamp":"2026-04-03 12:03:09"} 
[2026-04-03 12:03:10] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":22.89,"width":30.33,"height":33.21},"quantity":1,"denseWeight":62.08366766216726}],"cheapestShippingCost":830.16,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":22.89,"width":30.33,"height":33.21},"denseWeight":62.08366766216726,"volumetricWeight":76,"higherWeight":76,"quantity":1}],"totalHigherWeight":76,"DS":0,"rate":988.6800000000001,"tariffAndDS":988.6800000000001,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1779.573632,"totalShipmentCostFormula":"((tariffAndDS (988.68) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1779.57","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":22.89,"width":30.33,"height":33.21},"denseWeight":62.08366766216726,"volumetricWeight":76,"higherWeight":76,"quantity":1}],"totalHigherWeight":76,"DS":0,"rate":573.45,"tariffAndDS":573.45,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1110.0567800000001,"totalShipmentCostFormula":"((tariffAndDS (573.45) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1110.06","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":22.89,"width":30.33,"height":33.21},"denseWeight":62.08366766216726,"volumetricWeight":76,"higherWeight":76,"quantity":1}],"totalHigherWeight":76,"DS":0,"rate":"715.16","tariffAndDS":715.16,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":830.16,"totalShipmentCostFormula":"(((tariffAndDS (715.16) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 830.16","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":22.89,"width":30.33,"height":33.21},"denseWeight":62.08366766216726,"volumetricWeight":76,"higherWeight":76,"quantity":1}],"totalHigherWeight":76,"DS":0,"rate":494,"tariffAndDS":494,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":981.9516000000001,"totalShipmentCostFormula":"((tariffAndDS (494) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 981.95","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":22.89,"width":30.33,"height":33.21},"denseWeight":62.08366766216726,"volumetricWeight":76,"higherWeight":76,"quantity":1}],"totalHigherWeight":76,"DS":0,"rate":773.68,"tariffAndDS":773.68,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1319.2791359999997,"totalShipmentCostFormula":"(( tariffAndDS (773.68) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1319.279136","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":22.89,"width":30.33,"height":33.21},"denseWeight":62.08366766216726,"volumetricWeight":76,"higherWeight":76,"quantity":1}],"totalHigherWeight":76,"DS":0,"rate":1210,"tariffAndDS":1210,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1210,"totalShipmentCostFormula":"((tariffAndDS (1210) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1210","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":"2026-04-03 12:03:10"} 
[2026-04-03 12:03:10] local.INFO: Yes Factor Founded {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","productCostFactor":"1.66"},"timestamp":"2026-04-03 12:03:10"} 
[2026-04-03 12:03:10] local.INFO: Product cost factor determined {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","productCostFactor":"1.66"},"timestamp":"2026-04-03 12:03:10"} 
[2026-04-03 12:03:10] local.INFO: Final API Response {"data":{"sign_width":"164","sign_height":31.36,"sign_depth":"3","sign_type":"Standard Face Lit Letters - Plastic Trim","processed_sign_type":"Standard Face Lit Letters - Plastic Trim","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-face-lit-channel-letters.png","mounting_type":"Flush/Stud mounted","combined_production_cost_usd":580.0,"total_production_cost":960.0,"totalDenseWeight":62.08366766216726,"totalVolumetricWeight":76,"bin_packing_result":{"response":{"id":"1775217790_24bfd17fcaf0cac168c72fd23a89ee45","bins_packed":[{"bin_data":{"w":28.33,"h":30.96,"d":20.89,"id":"unique","used_space":72.8113,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":30.96,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/ddd339c5a3b05c0673d14c8308da0dd8/1775217790-3027-6763920.svg","items":[{"id":"item-7","w":28.33,"h":30.44,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260403/ddd339c5a3b05c0673d14c8308da0dd8/1775217790-3022-2556422.svg","coordinates":{"x1":"Over 9 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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+ Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1779.57","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":22.89,"width":30.33,"height":33.21},"denseWeight":62.08366766216726,"volumetricWeight":76,"higherWeight":76,"quantity":1}],"totalHigherWeight":76,"DS":0,"rate":573.45,"tariffAndDS":573.45,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1110.0567800000001,"totalShipmentCostFormula":"((tariffAndDS (573.45) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1110.06","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":22.89,"width":30.33,"height":33.21},"denseWeight":62.08366766216726,"volumetricWeight":76,"higherWeight":76,"quantity":1}],"totalHigherWeight":76,"DS":0,"rate":"715.16","tariffAndDS":715.16,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":830.16,"totalShipmentCostFormula":"(((tariffAndDS (715.16) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 830.16","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":22.89,"width":30.33,"height":33.21},"denseWeight":62.08366766216726,"volumetricWeight":76,"higherWeight":76,"quantity":1}],"totalHigherWeight":76,"DS":0,"rate":494,"tariffAndDS":494,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":981.9516000000001,"totalShipmentCostFormula":"((tariffAndDS (494) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 981.95","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx 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is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":22.89,"width":30.33,"height":33.21},"denseWeight":62.08366766216726,"volumetricWeight":76,"higherWeight":76,"quantity":1}],"totalHigherWeight":76,"DS":0,"rate":1210,"tariffAndDS":1210,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1210,"totalShipmentCostFormula":"((tariffAndDS (1210) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1210","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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(10%)","description":null,"sequence_no":44},{"variable_id":186,"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":187,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud Mount","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":188,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":189,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2.5 mm)","description":null,"sequence_no":48},{"variable_id":190,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":191,"dense_weight_expression":62.08366766216726,"result":573.1606538507959,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"164","sign_depth_or_thickness":"3","sign_type":"Standard Face Lit Letters - Plastic Trim","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":"164","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.36,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":20,"other_dimension_of_sign":31.36,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1389},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1389},"timestamp":"2026-04-03 12:03:10"} 
[2026-04-03 12:03:10] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 12:03:10"} 
[2026-04-03 12:03:11] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Incoming Request {"data":{"sign_type_name":"Standard Face Lit Letters - Plastic Trim","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","dimensions":[{"id":"6bf6c266-428b-4c86-b5af-0c809ec52615","height":21.9,"width":20.15},{"id":"868388cc-6c5a-42be-90f5-a0e66754f1bd","height":22.78,"width":19.97},{"id":"513336e5-2ff5-46b3-8c3b-77fed3073a07","height":29.61,"width":10.69},{"id":"518ec108-ab51-40a8-a0b0-1f778a05486c","height":30.14,"width":24},{"id":"acea5e00-fe8e-45df-9cb9-b891ebe2e78c","height":30.66,"width":18.92},{"id":"607fcb6d-89f5-4b14-b0fc-f3ecd88ee43f","height":30.66,"width":18.92},{"id":"25b45ce8-6b7e-466f-8c94-0c76d0faa11f","height":30.14,"width":28.03}]},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Standard Face Lit Letters - Plastic Trim","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","dimensions":[{"id":"6bf6c266-428b-4c86-b5af-0c809ec52615","height":21.9,"width":20.15},{"id":"868388cc-6c5a-42be-90f5-a0e66754f1bd","height":22.78,"width":19.97},{"id":"513336e5-2ff5-46b3-8c3b-77fed3073a07","height":29.61,"width":10.69},{"id":"518ec108-ab51-40a8-a0b0-1f778a05486c","height":30.14,"width":24},{"id":"acea5e00-fe8e-45df-9cb9-b891ebe2e78c","height":30.66,"width":18.92},{"id":"607fcb6d-89f5-4b14-b0fc-f3ecd88ee43f","height":30.66,"width":18.92},{"id":"25b45ce8-6b7e-466f-8c94-0c76d0faa11f","height":30.14,"width":28.03}]}},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Standard Face Lit Letters - Plastic Trim"},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":24},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":24},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":24},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[3,5]}},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"6bf6c266-428b-4c86-b5af-0c809ec52615","height":21.9,"width":20.15},{"id":"868388cc-6c5a-42be-90f5-a0e66754f1bd","height":22.78,"width":19.97},{"id":"513336e5-2ff5-46b3-8c3b-77fed3073a07","height":29.61,"width":10.69},{"id":"518ec108-ab51-40a8-a0b0-1f778a05486c","height":30.14,"width":24},{"id":"acea5e00-fe8e-45df-9cb9-b891ebe2e78c","height":30.66,"width":18.92},{"id":"607fcb6d-89f5-4b14-b0fc-f3ecd88ee43f","height":30.66,"width":18.92},{"id":"25b45ce8-6b7e-466f-8c94-0c76d0faa11f","height":30.14,"width":28.03}],"sign_height_raw":31.36,"sign_width_raw":"164"},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":32.0,"sign_width":164.0,"tax_factor":0.0887},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":24},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"45.00"},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Dimension Calculation {"data":{"dim_id":"6bf6c266-428b-4c86-b5af-0c809ec52615","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":253,"sign_type_id":24,"heightOrWidth":"22.00","return":3,"price":97,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Dimension Calculation {"data":{"dim_id":"868388cc-6c5a-42be-90f5-a0e66754f1bd","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":255,"sign_type_id":24,"heightOrWidth":"23.00","return":3,"price":101,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Dimension Calculation {"data":{"dim_id":"513336e5-2ff5-46b3-8c3b-77fed3073a07","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":269,"sign_type_id":24,"heightOrWidth":"30.00","return":3,"price":132,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Dimension Calculation {"data":{"dim_id":"518ec108-ab51-40a8-a0b0-1f778a05486c","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":271,"sign_type_id":24,"heightOrWidth":"31.00","return":3,"price":136,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Dimension Calculation {"data":{"dim_id":"acea5e00-fe8e-45df-9cb9-b891ebe2e78c","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":271,"sign_type_id":24,"heightOrWidth":"31.00","return":3,"price":136,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Dimension Calculation {"data":{"dim_id":"607fcb6d-89f5-4b14-b0fc-f3ecd88ee43f","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":271,"sign_type_id":24,"heightOrWidth":"31.00","return":3,"price":136,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Dimension Calculation {"data":{"dim_id":"25b45ce8-6b7e-466f-8c94-0c76d0faa11f","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":271,"sign_type_id":24,"heightOrWidth":"31.00","return":3,"price":136,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":7,"baseProductionCost":874,"result":[{"id":"6bf6c266-428b-4c86-b5af-0c809ec52615","height":21.9,"width":20.15,"depth":3,"price":97},{"id":"868388cc-6c5a-42be-90f5-a0e66754f1bd","height":22.78,"width":19.97,"depth":3,"price":101},{"id":"513336e5-2ff5-46b3-8c3b-77fed3073a07","height":29.61,"width":10.69,"depth":3,"price":132},{"id":"518ec108-ab51-40a8-a0b0-1f778a05486c","height":30.14,"width":24,"depth":3,"price":136},{"id":"acea5e00-fe8e-45df-9cb9-b891ebe2e78c","height":30.66,"width":18.92,"depth":3,"price":136},{"id":"607fcb6d-89f5-4b14-b0fc-f3ecd88ee43f","height":30.66,"width":18.92,"depth":3,"price":136},{"id":"25b45ce8-6b7e-466f-8c94-0c76d0faa11f","height":30.14,"width":28.03,"depth":3,"price":136}]},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1022.47,"taxFactor":0.0887,"tax":90.693089},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":30.0},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":398.04316546762584,"shippingWeightInKG":180.51844238894594},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":180.51844238894594,"shippingRateFound":false,"shippingRateRow":null},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":874,"PSUCost":148.47,"tax":90.693089,"shippingRate":null,"miscellaenous":0,"signPrice":1113.1630890000001},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Standard Face Lit Letters - Plastic Trim","TATdays":7},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Final dataResults entry added {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","sign_width":"164","sign_height":31.36,"sign_depth":3,"totalCost":1113.1630890000001,"TATDays":7,"baseProductionCost":874,"productionCost":1022.47,"PSUCost":148.47,"tax":90.693089,"shippingCost":null,"uniqueReturns_count":2,"objects_count":7},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Processing dimensions block {"data":{"return_value":5,"raw_dimensions":[{"id":"6bf6c266-428b-4c86-b5af-0c809ec52615","height":21.9,"width":20.15},{"id":"868388cc-6c5a-42be-90f5-a0e66754f1bd","height":22.78,"width":19.97},{"id":"513336e5-2ff5-46b3-8c3b-77fed3073a07","height":29.61,"width":10.69},{"id":"518ec108-ab51-40a8-a0b0-1f778a05486c","height":30.14,"width":24},{"id":"acea5e00-fe8e-45df-9cb9-b891ebe2e78c","height":30.66,"width":18.92},{"id":"607fcb6d-89f5-4b14-b0fc-f3ecd88ee43f","height":30.66,"width":18.92},{"id":"25b45ce8-6b7e-466f-8c94-0c76d0faa11f","height":30.14,"width":28.03}],"sign_height_raw":31.36,"sign_width_raw":"164"},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Calculated sign dimensions {"data":{"sign_depth":5,"sign_height":32.0,"sign_width":164.0,"tax_factor":0.0887},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":24},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"45.00"},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Dimension Calculation {"data":{"dim_id":"6bf6c266-428b-4c86-b5af-0c809ec52615","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":254,"sign_type_id":24,"heightOrWidth":"22.00","return":5,"price":97,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Dimension Calculation {"data":{"dim_id":"868388cc-6c5a-42be-90f5-a0e66754f1bd","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":256,"sign_type_id":24,"heightOrWidth":"23.00","return":5,"price":101,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Dimension Calculation {"data":{"dim_id":"513336e5-2ff5-46b3-8c3b-77fed3073a07","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":270,"sign_type_id":24,"heightOrWidth":"30.00","return":5,"price":132,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Dimension Calculation {"data":{"dim_id":"518ec108-ab51-40a8-a0b0-1f778a05486c","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":272,"sign_type_id":24,"heightOrWidth":"31.00","return":5,"price":136,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Dimension Calculation {"data":{"dim_id":"acea5e00-fe8e-45df-9cb9-b891ebe2e78c","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":272,"sign_type_id":24,"heightOrWidth":"31.00","return":5,"price":136,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Dimension Calculation {"data":{"dim_id":"607fcb6d-89f5-4b14-b0fc-f3ecd88ee43f","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":272,"sign_type_id":24,"heightOrWidth":"31.00","return":5,"price":136,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Dimension Calculation {"data":{"dim_id":"25b45ce8-6b7e-466f-8c94-0c76d0faa11f","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":272,"sign_type_id":24,"heightOrWidth":"31.00","return":5,"price":136,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":7,"baseProductionCost":874,"result":[{"id":"6bf6c266-428b-4c86-b5af-0c809ec52615","height":21.9,"width":20.15,"depth":5,"price":97},{"id":"868388cc-6c5a-42be-90f5-a0e66754f1bd","height":22.78,"width":19.97,"depth":5,"price":101},{"id":"513336e5-2ff5-46b3-8c3b-77fed3073a07","height":29.61,"width":10.69,"depth":5,"price":132},{"id":"518ec108-ab51-40a8-a0b0-1f778a05486c","height":30.14,"width":24,"depth":5,"price":136},{"id":"acea5e00-fe8e-45df-9cb9-b891ebe2e78c","height":30.66,"width":18.92,"depth":5,"price":136},{"id":"607fcb6d-89f5-4b14-b0fc-f3ecd88ee43f","height":30.66,"width":18.92,"depth":5,"price":136},{"id":"25b45ce8-6b7e-466f-8c94-0c76d0faa11f","height":30.14,"width":28.03,"depth":5,"price":136}]},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1022.47,"taxFactor":0.0887,"tax":90.693089},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":30.0},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":398.04316546762584,"shippingWeightInKG":180.51844238894594},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":180.51844238894594,"shippingRateFound":false,"shippingRateRow":null},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":874,"PSUCost":148.47,"tax":90.693089,"shippingRate":null,"miscellaenous":0,"signPrice":1113.1630890000001},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Standard Face Lit Letters - Plastic Trim","TATdays":7},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: Final dataResults entry added {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","sign_width":"164","sign_height":31.36,"sign_depth":5,"totalCost":1113.1630890000001,"TATDays":7,"baseProductionCost":874,"productionCost":1022.47,"PSUCost":148.47,"tax":90.693089,"shippingCost":null,"uniqueReturns_count":2,"objects_count":7},"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:11] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-03 12:03:11"} 
[2026-04-03 12:03:13] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Standard Face Lit Letters - Plastic Trim","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","shipping_weight":76,"shape":"rectangular","dimensions":[{"id":"6bf6c266-428b-4c86-b5af-0c809ec52615","height":21.9,"width":20.15},{"id":"868388cc-6c5a-42be-90f5-a0e66754f1bd","height":22.78,"width":19.97},{"id":"513336e5-2ff5-46b3-8c3b-77fed3073a07","height":29.61,"width":10.69},{"id":"518ec108-ab51-40a8-a0b0-1f778a05486c","height":30.14,"width":24},{"id":"acea5e00-fe8e-45df-9cb9-b891ebe2e78c","height":30.66,"width":18.92},{"id":"607fcb6d-89f5-4b14-b0fc-f3ecd88ee43f","height":30.66,"width":18.92},{"id":"25b45ce8-6b7e-466f-8c94-0c76d0faa11f","height":30.14,"width":28.03}]}},"timestamp":"2026-04-03 12:03:13"} 
[2026-04-03 12:03:13] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-03 12:03:13"} 
[2026-04-03 12:03:13] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-04-03 12:03:13"} 
[2026-04-03 12:03:13] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-03 12:03:13"} 
[2026-04-03 12:03:13] local.INFO: Sign Type Lookup {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","found":true,"sign_type_id":24},"timestamp":"2026-04-03 12:03:13"} 
[2026-04-03 12:03:13] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":24,"has_module":true},"timestamp":"2026-04-03 12:03:13"} 
[2026-04-03 12:03:13] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-03 12:03:13"} 
[2026-04-03 12:03:13] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":5.0},"timestamp":"2026-04-03 12:03:13"} 
[2026-04-03 12:03:13] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-03 12:03:13"} 
[2026-04-03 12:03:13] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":979.45,"dimensions_count":7},"timestamp":"2026-04-03 12:03:13"}