[2026-02-26 06:13:25] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php3C3B.tmp"}},"file_present":true},"timestamp":"2026-02-26 06:13:25"} 
[2026-02-26 06:13:25] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-02-26 06:13:25"} 
[2026-02-26 06:13:25] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-02-26 06:13:25"} 
[2026-02-26 06:13:25] local.INFO: Calling Image-to-Text API {"data":{"file_name":"input_image_698c6890d93928.17020760.jpg","query_param":"banner_width_ft","query_value":9.999996,"file_size":22508},"timestamp":"2026-02-26 06:13:25"} 
[2026-02-26 06:13:25] local.INFO: Trying Image-to-Text server {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=9.999996","file":"input_image_698c6890d93928.17020760.jpg"},"timestamp":"2026-02-26 06:13:25"} 
[2026-02-26 06:13:30] local.ERROR: Server FAILED {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=9.999996","error":"Server responded but data invalid"},"timestamp":"2026-02-26 06:13:30"} 
[2026-02-26 06:13:30] local.INFO: Trying Image-to-Text server {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=9.999996","file":"input_image_698c6890d93928.17020760.jpg"},"timestamp":"2026-02-26 06:13:30"} 
[2026-02-26 06:13:31] local.INFO: Server succeeded {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=9.999996"},"timestamp":"2026-02-26 06:13:31"} 
[2026-02-26 06:13:31] local.INFO: Image-to-Text API Response {"data":{"status":200,"body":"{\"objects\":[{\"index\":0,\"position\":{\"x\":750,\"y\":47,\"width\":116,\"height\":127},\"actual_filled_area\":104.81,\"bounding_box_area\":243,\"image_base64\":\"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\",\"scaled_width\":14.92,\"scaled_height\":16.33,\"exact_perimeter\":83.47,\"approximate_perimeter\":78.96,\"convex_hull_perimeter\":60.86,\"perimeter_pixels\":648.95,\"approximation_points\":12,\"original_contour_points\":274,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.7964,\"compactness\":0.189,\"aspect_ratio\":1.09}},{\"index\":1,\"position\":{\"x\":622,\"y\":44,\"width\":116,\"height\":133},\"actual_filled_area\":164.2,\"bounding_box_area\":255,\"image_base64\":\"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\",\"scaled_width\":14.92,\"scaled_height\":17.11,\"exact_perimeter\":80.27,\"approximate_perimeter\":73.96,\"convex_hull_perimeter\":51.59,\"perimeter_pixels\":624.07,\"approximation_points\":11,\"original_contour_points\":222,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.4889,\"compactness\":0.3202,\"aspect_ratio\":1.15}},{\"index\":2,\"position\":{\"x\":871,\"y\":6,\"width\":62,\"height\":171},\"actual_filled_area\":78.86,\"bounding_box_area\":175,\"image_base64\":\"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\",\"scaled_width\":7.97,\"scaled_height\":21.99,\"exact_perimeter\":61.57,\"approximate_perimeter\":56.09,\"convex_hull_perimeter\":51.02,\"perimeter_pixels\":478.71,\"approximation_points\":11,\"original_contour_points\":88,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.7808,\"compactness\":0.2614,\"aspect_ratio\":2.76}},{\"index\":3,\"position\":{\"x\":499,\"y\":0,\"width\":138,\"height\":174},\"actual_filled_area\":107.84,\"bounding_box_area\":397,\"image_base64\":\"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\",\"scaled_width\":17.75,\"scaled_height\":22.38,\"exact_perimeter\":79.1,\"approximate_perimeter\":78.01,\"convex_hull_perimeter\":67.5,\"perimeter_pixels\":614.97,\"approximation_points\":8,\"original_contour_points\":21,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.7335,\"compactness\":0.2166,\"aspect_ratio\":1.26}},{\"index\":4,\"position\":{\"x\":301,\"y\":0,\"width\":111,\"height\":177},\"actual_filled_area\":226.98,\"bounding_box_area\":325,\"image_base64\":\"iVBORw0KGgoAAAANSUhEUgAAAG8AAACxCAYAAADK8eM/AAAgAElEQVR4AezBDbCnZUH///fnuu/vOSsIRKEFdIHR+DSOXJmNSNqg5sMIlpIaKTEEBsF+NWmJkB7Bn5tPSVQqZT70XcCw6NIyTUU0Fs0nUhNRUTAhQ0DQhT177znne1/X5+898z8z32EQ9uweTZd9vWSbPXZerRVJSGJQSqFpGgbf+ta3+Md//Ed/7WtfQxIhBKbTKW3bUkohhMB9aduWxcVFSinMz8/zlKc8hac+9aniO2SbPdZO3/e0bct0OuWaa67x+vXr+fznP49t2rZlOp0yPz9PKQVJ1Fq5L03T0Pc927Zt4/jjj+flL385hx12mGSbPXadbVZIYnDJJZf41FNPpes6ZknCNqvVNA2HHnooOWce/ehHS7bZY23YZiCJwUUXXeTTTjuNruuYJQnbrJYkHvKQh5Bz5tGPfrRkmz3Wnm02bdrk9evX03UdsyRhm51x6KGHknPm8MMPR7bZY+3VWtm0aZPH4zFd1zFLErbZGYcccgg5Z1JKyDZ77DzbSOLuaq1s2rTJ4/GYruuYJQnb7IxDDjmEnDMpJWSbPXaebSRxd7bZtGmT169fT9d1zJKEbXbGIYccQs6ZlBKyzR47zzaSuDvbbNq0yevXr6frOmZJwjarIYlBjJGcMyklZJs91o5tJFFr5aKLLvL69evpuo5ZkrDNakhiEGMk50xKCdlmj7Vnm8lk4vF4TNd1zJKEbVZLEjFGcs6klJBt9lh7tplMJh6Px3RdxyxJ2Ga1JBFjJOdMSgnZZo+1Z5vJZOLxeEzXdcyShG1WSxIxRnLOpJSQbfZYe7aZTCYej8d0XccsSdhmtSQRYyTnTEoJ2WaPtWebyWTi8XhM13XMkoRtVksSMUZyzqSUkG32WHu2mUwmHo/HdF3HLEnYZrUkEWMk50xKCdlmj7Vnm8lk4vF4TNd1zJKEbVZLEjFGcs6klJBt9lh7tplMJh6Px3RdxyxJ2Ga1JBFjJOdMSgnZZo+1Z5vJZOLxeEzXdcyShG1WSxIxRnLOpJSQbfZYe7aZTCYej8d0XccsSdhmtSQRYyTnTEoJ2WaPtWebyWTi8XhM13XMkoRtVksSMUZyzqSUkG32WHu2mUwmHo/HdF3HLEnYZrUkEWMk50xKCdlmj7Vnm8lk4vF4TNd1zJKEbVZLEjFGcs6klJBt9lh7tplMJh6Px3RdxyxJ2Ga1JBFjJOdMSgnZZo+1Z5vJZOLxeEzXdcyShG1WSxIxRnLOpJSQbfZYe7aZTCYej8d0XccsSdhmtSQRYyTnTEoJ2WaPtWebyWTi8XhM13XMkoRtVksSMUZyzqSUkG32WHu2mUwmHo/HdF3HLEnYZrUkEWMk50xKCdlmj7Vnm8lk4vF4TNd1zJKEbVZLEjFGcs6klJBt9lh7tplMJh6Px3RdxyxJ2Ga1JBFjJOdMSgnZZo+1Z5vJZOLxeEzXdcyShG1WSxIxRnLOpJSQbfZYe7aZTCYej8d0XccsSdhmtSQRYyTnTEoJ2WaPtWebyWTi8XhM13XMkoRtVksSMUZyzqSUkG32WHu2mUwmHo/HdF3HLEnYZrUkEWMk50xKCdlmj7Vnm8lk4vF4TNd1zJKEbVZLEjFGcs6klJBt9lh7tplMJh6Px3RdxyxJ2Ga1JBFjJOdMSgnZZo+1Z5vJZOLxeEzXdcyShG1WSxIxRnLOpJSQbfZYe7aZTCYej8d0XccsSdhmtSQRYyTnTEoJ2WaPtWebyWTi8XhM13XMkoRtVksSMUZyzqSUkG32WHu2mUwmHo/HdF3HLEnYZrUkEWMk50xKCdlmj7Vnm8lk4vF4TNd1zJKEbVZLEjFGcs6klJBt9lh7tplMJh6Px3RdxyxJ2Ga1JBFjJOdMSgnZ5nvJNpJYUUohhIAkSilIYhBCYGCbWishBCQxsI0kBrVWbNM0DYNaKyEE7kmtlRACg1orIQQGtpGEbSQxsI1tQgjYxjYhBFbYRhIrbGObEAL3xDaTycTj8Ziu65glCdusliRijOScSSkh23yv1VqxTdM0fDe1VkII7IxaK7VWQgiEELDNQBLLy8s0TUPTNAxss0ISpRSapuG76fuepmmQhG1sIwlJ3BvbTCYTj8djuq5jliRss1qSiDGScyalhGzzvVRrZRBCYEWtlUEphbZtsU0IgYFtbCOJWitN0zAopVBKQRLbtm1jYWGBWit33XUXW7duZWlpibZtaZqG6XTq72A0GlFrZa+99tIBBxxA27bMzc2xzz770DQNbduyotaKbZqmYVBrpZTCaDTintRamU6nzM/Pc09sM5lMPB6P6bqOWZKwzWpJIsZIzpmUErLN91KtlRACA9uUUmjblhWlFJqmYUXf97Rty4paK13XcdNNN3HTTTf51ltv5YYbbuBrX/saXdexvLzMwsICS0tLtG1LCIHpdIpt2rZlOp0yGo044IADGI1G/PiP/ziPetSjOPjggzn44IN5yEMeogc+8IG0bcs9sY1tbGObEAIhBO6LbSaTicfjMV3XMUsStlktScQYyTmTUkK2+X6wzQpJDPq+p2kaBpKwjW0WFhb44he/yDXXXONrr72Wruv4+te/zi233MLCwgJ33HEH3/72t7FNCIFSCvdEEm3b0vc98/PzLC4uMj8/z6GHHsp+++3HAQccwAEHHMBP/uRP8ohHPIJHPepRHHbYYfqRH/kRbGObpmm4u1orgxAC341tJpOJx+MxXdcxSxK2WS1JxBjJOZNSQrb5Xuv7nrZtWVFrJYTArG3btnHdddfxn//5n7722mv50pe+xI033siNN95IrZWlpSUGTdNgm1oro9GI6XTKQBK2GUhiYJsVTdNQSmHQNA2lFAaj0Yh169ZxwAEH8PCHP5zHP/7xPO5xj+Pwww/n4IMPFt9Ra8U2gxACsyRxT2wzmUw8Ho/puo5ZkrDNakkixkjOmZQSss33i21sE0Jg0Pc9S0tLXH311b7iiiv4+Mc/zg033MCWLVvouo7FxUVmSWJgm1mSkEStlbsLIWCbgW0GkrDNLEmMRiP23XdfDj30UI444gge+9jHcuyxx7LPPvuobVsGtVZCCNwX20wmE4/HY7quY5YkbLNakogxknMmpYRs871USqFpGgalFJqmYXD99dfz6U9/2ps3b+aaa67h2muv5dvf/ja1VgaSGEii1ookBrYZSCKEQCmFu5PECtuskIQkaq1IYoVt7u6BD3wgP/ETP8HP//zP85SnPIWnPvWpHHjggfoOJDHo+562bbkntplMJh6Px3RdxyxJ2Ga1JBFjJOdMSgnZZleUUmiahkEpBUmEEBjYRhK2kcTgm9/8Jh/72Mecc+bqq6/muuuuo9aKbWwzSxK2+b80Pz/PQQcdxJOf/GSe+9zncuSRR7L//vuL7yil0DQNtVYkIYlSCk3TMHjTm97k3/md36HrOmZJwjarJYkYIzlnUkrINruq73vatmVgG9uEEBjYRhKLi4t89KMf9bvf/W6uuuoqvvzlL7Nt2zZCCNjGNraZJQnb/F9qmobB/Pw8D3vYwzj22GN5/vOfzyMf+Ui+Q9PplNFoxCzbSOKSSy7xqaeeStd1zJKEbVZLEjFGcs6klJBtdlWtFdsMQghIYlBrJYTAJz7xCb///e/n8ssv53Of+xx33XUXKyQxsM0PKknYZnDwwQdz1FFH8fznP5+nPvWpPPCBDxTfUWvFNoOmaRj87d/+rc844wy6rmOWJGyzWpKIMZJzJqWEbLOrbCOJQa2VEAK2WVhY4H3ve5/f+c53csUVV3DbbbcxaJqGQSmFH3QhBCQhiRACy8vLDB73uMfxK7/yK5xyyinsv//++g5W2MY2F198sU8//XS6rmOWJGyzWpKIMZJzJqWEbLNWbDOQxPXXX++cM29/+9v5yle+Qtd1hBCotXJvJGGbHxQhBGqtrGiahlIKg4MOOogXvehFnHDCCTz0oQ/lO1RKoWkabHPxxRf7tNNOo+s6ZknCNqsliRgjOWdSSsg2u6KUQtM01FqRhCQ++9nP+sILL+Sf//mfuf322ymlMKtpGlaUUvhBF0LANrZpmoZBKYXB/vvvz/HHH88pp5zC4YcfzneI/9/f/u3f+owzzqDrOmZJwjarJYkYIzlnUkrINmtlOp3yyU9+0q997Wv553/+Z+bm5lheXmYwGo2YTqcMJGGbHxaSWGGbWZJYt24dz3nOc3jZy17G4YcfTt/3atuWyy67zCeeeCJd1zFLErZZLUnEGMk5k1JCtlkrV1xxhV/5yleyefNmaq2UUpCEbVZIIoRAKYUQAraxzQ+qEAK1VgYhBGqtrAghUGslhEAIgeOOO44//uM/5mEPexilFL373e/28ccfT9d1zJKEbVZLEjFGcs6klJBt7k0phaZpqLUiCUnYxjYhBFa8613v8vnnn8/HPvYx+r5nbm6O5eVldlUIgVorgxACtVYkMbCNJGbZ5r6EEAgh0Pc9gxACtrHNihACtVbuSwiBWitN09A0Dc997nP5oz/6Ix75yEfqX//1X33cccexvLxM3/cMJGGbgSRss6MkEWMk50xKCdnmvthmIIm+72nbllorIQQG73nPe3z++edz5ZVXUmvFNoMQArVW1kLbtvR9z4q2bbFNKYVZkhjYZlbTNEiilIIkJFFKYSAJ2wxCCAwkUUrhvoxGI6bTKU3TUEph//3355hjjuHP/uzPeO9738v69euZTqeUUhhIwjYDSdhmR0kixkjOmZQSss2OKKXQNA2DWishBAaXX365zz//fN73vvcxCCFgmxW22RWj0YjpdMqKEAK1VlY0TUOtFduskMTANk3TUErhnoQQqLUiCUkMaq2sRggB20ii1srggQ98IK94xSu45ppr2LRpE33fY5uBJGyzMyQRYyTnTEoJ2ebe1FoJITDo+562bSml0DQNmzdv9rnnnsvmzZsppfCABzyA7du3MwghUGtlLUliYJtB27b0fc9AEiEEQggMaq3Ypm1bSimssM1AEqUUQgjUWlkhCUnUWgkhUGvlvoQQqLUymJ+fZzqdcthhh7F9+3a+8Y1vUGtlhSRsszMkEWMk50xKCdnm3tjGNiEE+r7HNqPRiGuvvdZnn302733ve7GNJGwzCCFQa6VtW/q+Z1eNRiNs0/c9A0nMzc2xbt06Hvawh7Hffvvx4Ac/mAc96EHsu+++zM3NEUJAEn3fU0pheXmZhYUF7rzzTr71rW/x9a9/nf/93//lzjvvZHl5maZpsM3ANrbZEXNzcywvLzMrhECtFUnYZpYkbLMzJBFjJOdMSgnZ5r7UWgkhYBtJ3HrrrT7vvPN4y1veQt/3DGqtDNq2xTalFNq2pe97dkXTNJRSWLHvvvty0EEH8djHPpYjjjiCRz7ykeyzzz7sv//+7LPPPszNzTGwjW2apkESttm+fTtd17F161a+/vWvc+ONN/Lxj3+c66+/nq997WvcdtttDObm5lheXqZpGkop3Ju2ben7ntFoRN/32GZF27b0fc9akUSMkZwzKSVkmx0xnU5p25bFxUVe//rX+7WvfS233347A9sMRqMRfd9jm7XUNA0HHnggT3ziE/nFX/xFDjvsMB70oAfxEz/xE+y33340TUPTNKywzUAStVYkIYlZ0+mUO++8ky1btnDLLbfwla98hQ984ANs3ryZm2++mcFoNGI6nXJfJGGbwdzcHMvLy0jCNiskYZtdIYkYIzlnUkrINvfGNrYJIdD3PR/72Md88skn89WvfpVBrZW99tqLrusYhBCotdI0DYNSCrviwAMP5BnPeAZPf/rTefSjH81P/dRPsffee/Pd2GYgiRW2kYRtaq00TcPANrVWBk3TcN111/Hxj3+cj3zkI3zgAx/gpptu4r5IIoRAKYWmaSilIIm2bZlOpwwkMbDNrpBEjJGcMyklZJtZthlIYtZ0OmU6nfpXfuVX+PCHP8zy8jI7omkaSincE0mEECilIAnbDEajEaUUjjzySI4//nie9KQn8dCHPpQQAiEEBqUUmqZhLdRaCSFgm23btnHHHXfwgQ98gE2bNvGpT32Kvu8ppTCrbVv6vuf7SRIxRnLOpJRQrZWBJO6JbWqtDN74xjf6T/7kT7jrrrsopbBaIQQGthlIotZK27b0fU/TNJRS2H///TnhhBN43vOexyMe8Qge9KAHMSil0DQNg1IKg6Zp2FWlFJqmYdbtt9/O5z//ed7//vczmUz4xje+wWg0wja1VmqtfL9JIsZIzpmUEqq1MpDE3dlGEoOPfvSjfvGLX8xnP/tZ2ral73skYZsdIQnb3F3btvR9z4pHP/rRnHzyyTznOc/hkEMOIYTAoNZKKYXRaMTANpJYa6UUmqZhYJubb76ZK6+8kte97nV8+tOfZsVoNGI6nfL9JIkYIzlnUkrINvfENgNJbN++nRe/+MW++OKLmU6nSGJQa2VHSMI2303btvR9z+Me9zjOOeccnvSkJ/EjP/Ij9H1P0zTYJoTACttI4nullMKgaRoGpRTe+9738upXv5r/+I//YGCb7zdJxBjJOZNSQrZZYRtJzKq18u///u8+6aST+J//+R9sM2iahlIKqyWJEAKDWitt2zKdTnnCE57AmWeeybOf/WwGtmmahruzjSQGtpHEWrDNQBID20hisLi4yPz8PFdddRWvfOUrufzyyymlMBqNmE6nfL9IIsZIzpmUErKNbWwjCUnM6vuek08+2X//93+PJKbTKSskYZsdJQlJ1FpZIYnDDz+cV77ylTztaU9j0LYtK0opDEIIDGwTQmBgG0nsilorIQQGtVYkMai1EkJAEoNaKyEENm/ezMaNG7nqqqvYvn0730+SiDGScyalhGxjm4EkVtim1spHP/pRH3fccdxyyy20bUutFUmUUmjblr7vuTeSsM0ghECtlRWj0YiHPOQh/PVf/zVPetKTCCFgm1IKbdvy3dRaGYQQ2FWlFEIISOKeTKdTRqMRg77vaduWq666ij/6oz/iqquuotbK94skYozknEkpIdvcnW36vqeUwu/8zu/47/7u71hcXGRW0zSUUrgvkrDNIISAbWzzgAc8gH322YcLLriAZz/72ey11170fU/btgym0ymj0YiBbUophBAIIWAb24QQWCu2mSWJFX3f07Ytg1IKTdPwoQ99iHPOOYdPfvKTfL9IIsZIzpmUErKNbSRhG0nYRhLve9/7fNJJJ7FlyxYWFxcZhBCotTKQhG12RNM0lFIYzM/PU0rh9a9/PSeeeCJt29I0DZIY2GYgiR8UtVYkMZDE9u3b+ehHP8ppp53GV7/6VWyzQhK2aduWvu9ZK5KIMZJzJqWEbNP3PW3bMiil0DQNthmPx55MJiwuLlJrZRBCoNbKaoQQqLUyGo0YTKdTTjjhBDZu3MiBBx5ICIEQAitsI4kfFLaRxGB5eZmmaWiahq1bt/LGN76Rv/iLv+C2226jlELTNJRSaNuWvu9ZS5KIMZJzJqWEbGMbScz68pe/7F/6pV/iy1/+MrMkYZudFULgwAMP5NJLL+WJT3wid2ebgSR+UNRaGYQQsE2tlaZpGNx88838/u//PhdddBG1VlZIwjZrSRIxRnLOpJRQ3/c0TcOglELTNJRSePWrX+1XvepVbN26lXsiiYFtdsRoNGI6nTI/P89ZZ53F2WefzV577UUIgVm2GUjiB0GtlRACthlIYsXS0hLz8/NcfvnlvPSlL+W6666j1spoNGI6nbLWJBFjJOdMSgnVWpHEYDqdMhqNuPPOO3nyk5/s//qv/8I2A9uskMTANjsihMBAEk95ylN4/etfz0//9E/TNA0/6Pq+p21bBn3fE0IghIBtJFFrZXFxkTe84Q2ce+65TKdTptMpIQRsY5u1IokYIzlnUkrINtPplNFoxIovfOELfsITnsCWLVu4O0kMbLNabdvy9re/nWOPPZa2bRnYZiCJu7ONJP6v2UYStVYkMai10jQNpRSapuF//ud/+I3f+A2uvPJKSimEEKi1spYkEWMk50xKCdmmlELTNAym0yl//dd/7d///d9nYWGBWZIY2Ga12rbliCOO4F3vehc/+qM/SgiBpaUl5ufn+W5sI4n/a33f0zQNklgxnU5p2xZJrNi0aRNnnXUWt912G98LkogxknMmpYT6vqdpGvq+p2katmzZwgtf+EJffvnl1FoZ2GYQQqDWyoqmaSilcG9CCNRamZ+f58ILL+S4445jr732Ynl5mbm5OWbZRhI/aEopNE3DoJRC0zTYRhKD6XTKaDTi1ltv5fnPfz5XXXUVIQRqrawlScQYyTmTUkK2qbUSQmDwwQ9+0CeccAK33HILayWEwEMe8hAuv/xyDjvsMHYnpRSapsE2pRT+5m/+hjPPPJO+7ymlsJYkEWMk50xKCdnGNoNaKy9/+cv96le/mqWlJdq2pe97dlXbtrzoRS/i1a9+Nfvttx+lFJqmwTaS+GFXSqFpGgaf+tSneNGLXsQXv/hF+r5nLUkixkjOmZQSss2K6XTKs571LH/wgx+k1krTNJRS2BWSOOCAA5hMJjzjGc8ghEAphaZp2F1Mp1NGoxGDpaUlXvayl/GGN7yB6XTKWpJEjJGcMyklVGtFEoP//u//9jOe8QxuvPFGptMpttlVknjmM5/JW9/6Vh784AcjCdtIYndQayWEQK2VWitt23LFFVdw7LHHsnXrVtaSJGKM5JxJKSHbDGqtbNq0yRs2bODb3/42IQRqrayFCy64gPF4TNM0SGJgm4Ekdge26fuetm256667OPLII/nSl76EbdaKJGKM5JxJKaFaK5KwzSmnnOJLL72Ubdu2IQnb7KoQAldeeSWPf/zjaduWFbVWQgjsDmwjiVorIQQGJ510Em9/+9tZXl5mrUgixkjOmZQSqrUiieXlZZ74xCf685//PNu3b0cSttlVj3jEI3j/+9/PwQcfjCRCCOxu+r6nbVtsIwnbXHbZZaxfv57bb7+dtSKJGCM5Z1JKyDa2uf322/2oRz2Kb37zm0jCNmvh+OOP52/+5m/Ye++9KaUgiRACg1orIQR2F7VWJDG4+eabOeqoo7jhhhtYK5KIMZJzJqWEbDPYvHmzn/WsZ7F161ZWSMI2OyqEQK0VSdhmbm6OCy64gJNOOon5+XkkYRtJ7C5qrYQQqLUSQmBQSiGEwNFHH82HPvQhlpeXmdU0DbVWJFFrZUdJIsZIzpmUEqq1Mp1Oueiii/zbv/3bbN++HdsMQgjUWrk3krDNIIRArZUQAoP999+fd7zjHfziL/4iK2wjiVIKTdOwO7GNJGqthBB4yUtewlve8hYWFxcJITAopRBCoNbKakkixkjOmZQSss3CwgK/93u/57e+9a1Mp1NqrQwkYZt7IwnbhBAY1FqRRAiBQw45hM2bN/OTP/mT2EYSK6bTKaPRiN1JrZUQArVWQgi86U1v4qUvfSmLi4sMJGGbQQiBWiurIYkYIzlnUkrINrfccgvPfe5z/YlPfIJaK7ZZrRACIQT6vkcStvmZn/kZrrrqKvbee28GkljR9z1t27I7qLUSQsA2kqi1EkLgwx/+MMcddxzf/OY3ubumaSilsBqSiDGScyalhKbTKddee62PPvpobr75ZgaSGNhmNZqmoZSCJGxzzDHH8I53vIO5uTlGoxGDWishBGqthBDYHZRSaJoG20jCNra54YYbOOmkk/jUpz7F8vIykrDNIIRArZXVkESMkZwzKSVkm/e///3+tV/7NbZs2cJAEgPb3BdJ2GaWJAYvfelL+dM//VPm5uZomgbblFJo25bdiW0kYRtJrNiyZQtnn302F110EYuLi0ii1spAEgPb7ChJxBjJOZNSQrZ5y1ve4g0bNnDXXXchCdusRtM0lFIYSMI2IQQuuOACTj31VObn5xnYxjaSkIRtJLE7sI0kbCOJQd/3nH/++fzJn/wJi4uLSMI2krBNCIFaKztKEjFGcs6klFCtlf/3//6fX/nKV7K4uEgIgVorgxACtVbuS9u29H3PoGkaSilIYtOmTTz/+c9nfn6eWishBAa2kYRtJPHDzDaSsI0kbCOJQa2Viy++mNNOO43t27fTNA2lFEII1FqRhG12lCRijOScSSkh27zsZS/zX/7lX7J9+3YkYZsQArVWVqNpGkophBAIIfBv//ZvPPnJT0YSIQTujz7zmc9w1FFHsXXrVgaSsM3OkESMkZwzKSVUSuElL3mJ3/zmN7O8vMwKSdhmNUII1FqRxI//+I/zT//0TxxxxBGEEJDE/dGNN97IYx/7WO644w4GIQRqrewMScQYyTmTUkLLy8v8+q//uv/pn/6JUgqzJGGbHSUJ20jiiCOO4M1vfjOPfOQjkYQk7o9uvfVWHvWoR3HHHXcgCUnUWhmEEKi1sqMkEWMk50xKCU2nU37pl37Jl19+ObVWbBNCoNbKrnjBC17Aa17zGg466CAkIYn7o9tuu43DDz+cW2+9laZpqLViG0nYZjUkEWMk50xKCdnmqU99qjdv3kwphVorTdNQSmFXnHnmmfzhH/4h++23H5K4v7rzzjt53OMex/XXX08Igb7vGYQQqLWyGpKIMZJzJqWEtm/fztOf/nR/8pOfZGlpiUEIgVorkrDNzjjvvPP43d/9XR7wgAcgiVm2kcT9wbZt2zjqqKP43Oc+R9/32GYQQqDWympIIsZIzpmUEvrSl77kX/3VX+ULX/gCfd+zQhK2uS+SsM1AEraRxCte8Qo2bNjAunXrmGWbgSTuD7Zu3crTnvY0rr76akopDCRhG0nYZkdJIsZIzpmUEnrf+97nU089lZtuuglJDGwjCdvcF0nYZiAJ20jiFa94BRs2bGDdunXMss1AEvcHCwsLPOMZz+ATn/gEtpGEbWqtrJYkYozknEkpoXe84x0+/fTTufPOO7GNbWwjCdvsrI0bN7JhwwbWrVvH/dm2bdv45V/+Za688kpKKQwkIYlaK6shiRgjOWdSSuiSSy7x6aefztatW7HNCknYZmdt3LiRDRs2sG7dOlI2HgcAABv1SURBVO7PptMpJ5xwAu9617tYWlpiIImBbVZDEjFGcs6klNCmTZu8fv16FhYWmCUJ2+ysjRs3smHDBtatW8f9mW3OPvts3vCGN9B1HQNJ2Ga1JBFjJOdMSglddNFFPv3001lYWGAtbdy4kQ0bNrBu3Truz2zz53/+5/zxH/8x27ZtYyAJ26yWJGKM5JxJKaFNmzZ5/fr1LCwsMEsSttlZGzduZMOGDaxbt477s+l0ytve9jbOOOMMtm/fziCEQK0VSdhmR0kixkjOmZQSmkwmXr9+Pdu2bWOWJGyzszZu3MiGDRtYt24d92eLi4ts2rSJ3/7t32ZpaYmBJGyzWpKIMZJzJqWELr74Yp9++uls3bqVWZKwzc7auHEjGzZsYN26ddyfTadT3vzmN3PGGWcwnU6xzUAStlkNScQYyTmTUkKXXnqpTzvtNO666y5sY5uBJGyzszZu3MiGDRtYt24d92e1Vt74xjdy5plnUkqhlMJAErZZDUnEGMk5k1JC73znO33mmWfy1a9+lUHTNJRSCCFQa2VHNE1DKYUVIQTOO+88fu/3fo+5uTlm2WYgifuDUgp/9Vd/xVlnncWg73sGIQQGtVZ2lCRijOScSSmhq6++2ieffDLXXHMNtpGEbSRhmx0RQqDWyqzzzjuPs88+m/n5eWbZZiCJ+4O+7znrrLO48MILKaXQ9z0DSdhmNSQRYyTnTEoJfetb3/Kzn/1sPvaxj9H3PTtDErYZNE1DKYVzzz2Xc845h9FohCRm2UYS9weLi4s873nP44Mf/CDLy8vYZiAJ26yGJGKM5JxJKSHbPO1pT/OVV15J3/fYJoRArRVJ2ObeSMI2K5qmoZTCmWeeybnnnsvee++NJO6vFhYWeNrTnsbVV19N3/fsCknEGMk5k1JCpRSOOeYYf/CDH6TWSq2VEAK1VkII1Fq5N03TUEpBEraRhG1e8IIX8JrXvIaDDjoISUji/mjr1q0885nP5D/+4z+wza6QRIyRnDMpJbS4uMgLXvACv/vd76aUgm1CCNRakYRt7o0kbNM0DaUUQgjUWjnqqKO48MILefjDH44kJHF/tLCwwDOf+Uw+8pGPIIkVtlktScQYyTmTUkJ933PKKaf4kksuYXl5mRWSsM2OatuWvu8JISCJww47jEsuuYSf/dmfJYSAJO6P7rzzTn7hF36Ba665hhACtrHNzpBEjJGcMyklZJszzjjDb3rTm9i+fTsrQgjUWrkvkrBN27b0fc+Kfffdl8suu4ynPOUpSCKEwP3R7bffzuGHH843vvENJGGbnSWJGCM5Z1JKaDqdct555/k1r3kNy8vLhBCotbIzQgjUWhmMRiP+6q/+ihNPPJF169ZRayWEwKCUQtM0lFJomobdQd/3tG1L3/eEEAghMLjlllt4+MMfztatW7HNIIRArZXVkkSMkZwzKSVkmze84Q0+66yz2L59O5KwjSRssxqSsM2Kl7/85Zx55pnstddeDGqthBCotRJCYHdgG0nUWgkh0Pc9bdsysM3111/Pz/3cz3HXXXexQhK2WS1JxBjJOZNSQrZ5z3ve4xe+8IUsLCxQa2UgCdvsDEnY5pRTTuF1r3sd++yzD4O+72nblsF0OmU0GvHDzjaSWFFKoWkaaq2EELjqqqs4+uijWVhYYCAJ2wwkYZsdJYkYIzlnUkrINp/+9Kd9zDHHcOutt2KbgSRss1qSaJqGvu85+uijufTSS9lnn32wzUASg+l0ymg0YndgG0nYZiCJWishBDZt2sT69evZtm0bA0nYZhBCoNbKjpJEjJGcMyklVGvlpptu8vOe9zw+85nPUEphhSRsc18kYZsVbdvS9z0/+7M/y4c+9CH2228/bCMJ20jCNpLYHdRaCSEwyza2+YM/+AMuuOACFhcXGUjCNjtDEjFGcs6klJBttmzZwtlnn+3JZMLy8jK2GUjCNvdFEgPbDCRhm4MPPpgrrriChz/84azo+562bdmd2EYSK2wjidtuu41TTjmF9773vdRaqbUiCdtIwjarIYkYIzlnUkrINtPplIsuusgveclL6LqOgSRssyMkYRtJ2GbF3nvvzYUXXsiv/dqvMRqNGNRaCSEwsI0kfpjZRhK2GUhixdVXX82JJ57IF77wBZqmoZSCJGzTNA2lFFZDEjFGcs6klFCtFUls3rzZxxxzDAsLC0gihEAphdUIIWCbgW3atmU8HvPyl7+cffbZB9uEEBjYZiCJH2Z939O2LbaxjSQkMXjPe97DySefzG233UbTNJRSkIRtRqMR0+mU1ZBEjJGcMyklZJvBzTff7Mc85jHcfvvt1FoZhBCotbIrHvOYx3DFFVew//77s7y8zNzcHIOlpSXm5+fZHdim1krTNKyotfKqV72K8847j1IKpRRWSMI2qyWJGCM5Z1JKyDa2mU6nHHHEEf7Sl77E4uIigxACtVZ2xd57781//dd/cdhhhzGotdI0DYNaKyEEfpjZRhKzbDN43vOex7/8y79Qa6XWygpJ2Ga1JBFjJOdMSgnVWrFNCIFTTz3Vl1xyCV3XsZYuvfRSjj32WObm5hiUUmiaht1BrZUQAitsY5tvfetbPOEJT+D666/HNrZZIQnbrJYkYozknEkpIdvYRhKXXXaZTzvtNLZs2UIphbXQNA3HHXccF1xwAT/2Yz9GCAHb9H3PaDRid1BKIYSAJGqthBB45zvfySmnnMIdd9zB3UnCNqsliRgjOWdSSsg2g1IK3/zmN3300Ufzmc98hrZt6fuetRBj5OKLL+aII46gaRratqWUQggBSfywm06njEYjbDOQxK//+q9z2WWXsbS0xFqRRIyRnDMpJWQb20hi8Fu/9Vt+05vexGg0Yjqdshbm5+d52ctexrnnnssK20hid1BKoWkaaq2EELjtttv4+Z//eW644QbWkiRijOScSSmhUgohBFZccsklPv300+m6jlIKu6ppGgZHHnkk73znOznggAOwjSR2B7VWQgissM1ll13Gi170IrZu3cpakkSMkZwzKSVkm0EphaZp+OxnP+sXvvCFXHfdddRaWSs/9mM/xjve8Q4e//jHs/feezPo+562bdkd9H1P27Zs3bqVs846i7e85S30fc9AEgPbzJKEbXaUJGKM5JxJKaHpdErbtgyWlpYopfDiF7/Yb3/721laWmJW0zTYptZKCIFaK/elbVv6vmdubo5nPetZvO1tb2Pfffel1koIgRW2kUStlRACg77vaduWHwalFEIIXHPNNTz3uc/l+uuvZzQaMZ1OWSuSiDGScyalhGqt2CaEwKDve97znvf4+OOPZ2lpCdvYptaKJGyzomkaSincF0nY5sADD+Qf/uEfOOKIIxiNRtRaCSFwd7VWBiEEftDVWpGEJGxzzjnn8PrXv55t27ax1iQRYyTnTEoJ2abWSgiBFVu3bvWRRx7JF77wBWwzK4RArZWBJGxzX0II1FoZnHjiiZx33nkceuihrKi1UmvFNqPRiEHf97Rtyw+DpaUl5ufn+c///E9e8IIX8JWvfIW2bam1UmtlrUgixkjOmZQSss2KWishBGxzzjnn+Pzzz2c6nTKraRok0fc9qzE3N0ff9+y999686lWv4jd/8zcZjUZIYkWtFUlIotaK/r/q4D/Uz7r+//j98Xxd1/t9nMo26YeaVyB8lNH+uEodTsIwSztSWP9YSGlBGEhWIqYmieA/adZ/YVkgmuYk4SoLI6uRP1biMTdxheks07VkuE3Pfnne7/fr9Xx+dvH9HjgMP5t2jv243SQk8d9g9+7dXHvttdx6663knHkrSKJpGrquo21b5O5IoldKIaVEzpmnnnoqPv3pT7NlyxYiAkmUUuillCilIImI4FDMDHenZ2a4O6eddhq33nor73vf+yilEBHUdU2vlIIkzIz/BpPJhLqu6bqOL3/5y2zbto2qqsg5s9Qk0TQNXdfRti2KCHLOVFVFLyKQxHg8ji996Uvcdttt5JypqoqcMz1JRARmhrtzKJLoRQS9qqqoqorPfOYz3HzzzaxYsQJ3p5RCXddEBKUUqqriv8XGjRu54oor2LBhA+6OJNydqqrIObNUJNE0DV3X0bYtighyzlRVRW8ymVDXNb2f/exncdlll7F161Z6VVWRc0YSEcGbUdc1k8mEXl3XLFu2jJtvvpkLL7yQo446ioVKKaSUKKWQUuI/2Z49e/j617/OLbfcQi/nzFtFEk3T0HUdbdsid6cniZ67Y2a4Ozt37ozPfe5zPPTQQ+zbtw9JRASSiAgkEREcipnh7kgiIpgniVWrVnH99ddz/vnnMzU1RSmFqqrIOVNVFf8NbrvtNq688kr27t3LZDKhV9c1EUHOmaUkiaZp6LqOtm1RRHAo9957b1xyySXMzs5iZkQEEUFPEhHBYqxevZq77rqLtm0ZjUZMTU3RK6WQUqIXEUQEZsZSc3fMjHmlFFJK9EopSMLM6I1GI4bDIaUUUkr85je/4Ytf/CJ///vf2b9/P5JIKZFzpieJiGCpSKJpGrquo21bFBEcyvbt2+Oaa67hrrvuIudMVVXknDEzIoKIYDEGgwFnn302N954I23bMplMqOuaXs4ZM8PM6EUEpRQigpQSZsZSiAhKKaSUkMTB9u3bx7Jly5CEu2NmbNq0iauvvpoNGzbw2muv0ZNERNCThJlRSmGpSKJpGrquo21bFBEczuOPPx6f/OQneeGFF4gIenVdM5lMWApmxic+8Qkuv/xyzjzzTHLOVFXF4UQEkliMUgopJRYqpZBzJqWEmWFm9CKC3szMDN/5zne45557yDnTSykREbg7PTPD3VlKkmiahq7raNsWRQSHEhG4e3z1q1/lu9/9LnNzc/TMDHdnscwMd2dqaoqPfexjXHXVVZx66qmYGQu5O+6OJMyMXkRgZiyGu2Nm9NwdM+Ngo9GI4XBIRLB582ZuuOEGHnjgAfbv308vIpCEu9OThCTcnaUkiaZp6LqOtm1RRHA44/GYLVu2xCWXXMKjjz7KYDBgPB6zVCQhiSOPPJIzzjiDK664gg9/+MOklJhMJpgZKSXeSqUUJGFmzHN33J2qqhiNRjzyyCPcfvvt3HPPPZRSMDN67s7BzAx3ZylJomkauq6jbVsUEbwROedYt24dl19+Obt27aJnZrg7iyEJSbg7884880wuuugiLrjgAlasWMG8iGBeRBARpJRYrJwzVVUxr5RCSoleRDAajfjRj37E7bffzszMDOPxmJQSpRTmScLMKKUwTxIRwVKRRNM0dF1H27YoIjgUd8fMGI/HTCaT+MpXvsKdd95JKYVSCotVVRU5ZwaDAePxmKqqkMTKlSu56qqruOiii1i5ciV1XdPLOVNVFUvJ3TEzeqPRiOFwSG88HrN161buvPNO7rjjDl588UXcneFwSM6ZUgrzUkpIIudMTxIRwVKSRNM0dF1H27YoIjicubk5pqam6P3hD3+Iz3/+8/z5z39mPB6zWJIwM0op9CQRESxbtoyjjz6a8847j3PPPZdzzjmHt73tbUQEPUnknKmqisVwdyQhiV7Omaqq2L59Ow8//DB33303jz76KLOzs4xGIyKCeWZGRBARLFRVFb2cM0tJEk3T0HUdbduiiODNyDnHD3/4Q6677jpeeuklIoJ5kogIeoPBgPF4zGKllDjppJM466yzOPfcc1mzZg3HHXccKSVKKaSUiAh6kjhYRCCJee6Ou2NmmBkLlVJ46aWX+N3vfsf999/Pk08+yebNmzmUqqrIOdOrqoqcMz1JRAQ9M6Pn7kiirmvG4zFvliSapqHrOtq2RRHBoUQE7k5KiV5E8I9//CN+8IMf8M1vfpPJZELOmaqqyDnTSylRSqGuayaTCYuRUqKUwnA45OSTT+bMM8/k7LPP5tRTT+WEE07AzDAzehGBJOaNx2MGgwE9dyciSCkxbzKZUNc1+/fv56WXXmLz5s38+te/5re//S3PPfcck8mENyKlhLsTEZgZ7k5d10wmEyQRERxMEiklcs68UZJomoau62jbFkUEh1NKwcyQhLtjZjz//PNxww03cOedd9IrpZBSopRCbzgcMhqNWEqSOProo3n3u9/N6tWrOfHEE1m7di0nn3wy//M//0Nd15RSMDMk0XN3zIxeKYWUEr29e/eyY8cOnnrqKTZt2sSmTZt4/vnneeGFF5idnaVnZrg7h2NmuDsLpZQopTAvpYQkSilEBP8MSTRNQ9d1tG2LIoI3wt0xM3LOVFXFAfHHP/6R6667jvXr17Nnzx5SSpRSMDN67s5SSClhZrg7pRR6ZsZwOGT16tWccMIJnHDCCSxfvpyjjz6aY445hmXLliGJlBJ1XTOZTNi1axevvPIKs7OzvPzyy+zYsYMdO3bwzDPPsGvXLuallEgpkXPG3TkUSUQEPUlEBJKICMyM4XDIa6+9Rs/MiAgigqqqyDnzZkiiaRq6rqNtWxQRHErOmaqq6JVSSCmxQGzcuJGbbrqJn/zkJ0wmE6qqopRCRJBSopTCYpgZ7s48SZgZEUFEMM/MGA6HrFixguXLl1PXNe6Ou5NSwt3Zv38/e/fuZW5ujpwzOWfcnVIKveFwyGg04s1KKVFKwcyY5+6sXbuWU045hfvvv58XX3yRiGBeXddMJhPeDEk0TUPXdbRtiyKCw3F3zIxSCikleqUUUkocEDMzM3zjG9/g5z//OaUUeoPBgPF4zFKQhCQkUUrh9ZgZPXdnniQWiggOJomIYCFJ1HVNzhl353CqqiLnjJnh7vSapuHb3/42p5xyCl/4whd4+OGHKaWQUiLnzD9DEk3T0HUdbduiiOBwcs5UVUUvIpCEu2NmRASllHjiiSe46aabeOCBB3B35ubmeCtIohcR9Kqqwt1xdxaShCTcnXlmhpkREbg7EUFPEikl3B13580wM9ydniQigne+851ceumlfO1rXyOlxFlnncWGDRvoSSIi+GdIomkauq6jbVsUERxKRCCJXkQgif9DPP7449x4443cd999lFJYCpKICF6PmeHuLCQJSbg7PUn0IoKFJBERHIokIoJDkUREUNc1k8mEI444gk996lPcfPPNrFixgqqq9P73vz+eeOIJRqMRPTNDEqUU3gxJNE1D13W0bYsigsVyd8yMA2Ljxo1cc801PPLII4xGIyKCqakp5ubm6FVVRc6Z3mAwYDweM08SEcE8M8Pd+XczM9ydXkqJUgq9wWDAeDxmXkqJj3/841x99dWsWbMGHbBnzx6mp6djZmaGUgoRwT9LEk3T0HUdbduiiGAplFIwMyTF73//e9atW8ctt9yCuzMvpUQpBUlIwt0xMyKCniR67s5/iqqqyDljZpgZOWfMjLquGY1G9Oq6JufMRz/6Ua699lrWrl2LJA7Qnj17mJ6ejsceewx3JyL4Z0miaRq6rqNtWxQRLJXJZEJd18QBTz/9NHfccQff//73efXVV6mqCnfH3Zk3NTXF3NwcB5NELyL4d5NERNCrqoqUEqPRiN7U1BSTyYRSCtPT01x//fWsWbMGd6eua0UEe/bs4bzzzovHHnuMUgqLIYmmaei6jrZtUUSwWJPJhLquOUj87W9/46c//Snf+973eOaZZ5BERDAYDBiPx/xfJCGJiCAi+HeSRERwsJQSpRQkcf7553PllVeydu1aqqriAOWcqaqK3bt3Mz09HTMzM5RSWAxJNE1D13W0bYsigsWKCCRxsMlkwtzcXKxfv54f//jH3H///ezevZvBYMB4PGYwGDAejzEzeu7OfyJJ9FJKSGIymSCJ5cuX89nPfpYLL7yQ008/ndFoxHA4FAeMx2MGgwG7d+9meno6ZmZmKKWwGJJomoau62jbFkUEixERSKLn7vTcnZQSkujlnGPr1q2sW7eOu+++m2eeeYacMweTRC8i+E8yGAwYj8f0zAx3573vfS8XX3wxF198MStXrqRnZooIJpMJg8GA3u7du5meno6ZmRlKKSyGJJqmoes62rZFEcFi5ZyRREqJeaUUzAxJlFJw99i7dy8bN25k3bp1/PKXv2THjh30RqMR88wMd6cniYjg30kSEUFKiVIKKSXOOeccLr30Uj74wQ8iiaOOOoqI0AEslHNm3759TE9Px8zMDO7OYkiiaRq6rqNtWxQRLFYphZQSvZwzVVXRiwh6kpg3Ho9j+/btPPbYY/zqV7/iF7/4Ba+88gr79++nZ2a4Oz0zw935dzIz3J3hcMhJJ53EOeecwwUXXMBpp51GXdccoJwzVVXRK6WQUsLdMTNmZ2eZnp6OmZkZ3J3FkETTNHRdR9u2KCJ4K7k7ZkbP3TEzevv3749XXnmFBx98kA0bNvDggw/y17/+lfF4jCR6EcE8SUQEhyOJXkTweswMd6cniYhgITPD3Vno5JNP5kMf+hDnnXcep512Gm9/+9upqooDxGGMx2POPffceOihh0gpERG4O/MkcSgRQc/McHdWrVrFvffey6pVq6SI4K0UEUii5+6YGfNGoxE559i+fTubN29m/fr1rF+/ni1btjCZTJBESolSChHBPElIQhK9iCAiiAgWkkREYGa4OweTRETQMzPMjJwzveFwyPHHH89HPvIRzjjjDD7wgQ/QNA1mxgE6gDdiNBpx2WWXxX333cfLL7+MmZFSoieJiOBQUkqMx2N6w+GQ888/n29961scf/zxUkTwr+LuSEISByulxLZt23j66af505/+xFNPPcWWLVt48sknGY1GlFKQhJnh7kQEr0cSC0UEKSUiAnfHzIgIIgJJRAQLNU3DKaecwhlnnMF73vMeVq9ezXHHHccRRxzBAXJ3zIxeKYWUEoezcePGePbZZ5mdnaWua3o5Z3pmxqGUUogI3J2cM2vWrOH000/nACki+Fdzd3pmRi8iiAgkcUCMRiO2bdvG888/z6ZNm9i6dSt/+ctf2LZtG7t27WJ2dpa5uTncHUm4O6UU5kkiIjgUM+PII49k5cqVHHfccTRNw4knnkjbtrRty7ve9S6WLVvGcDgkIhQR9CTRk8QbMZlMqOua3mQyCUm4O2aGmeHuHEopheFwSG88HjMYDMQBpRQUEbyVIoKIQBKSeD0RgSQWighee+21GI/HvPrqq+zcuZNdu3axbds2nn32WZ577jl27NjBzp072bt3L7Ozs+zfvx93RxJmRs/MkMTU1BQrV65k5cqVrFixguOPP56maVi1ahUrV67kHe94B8ceeyzHHHMMg8EA/T/03J2emdGLCHqSOJyIQBIRgSQigp4k3ohSCikl3B0zIyKICMwMRQRvtYggIjAzXk9E4O70IgIzw8x4HTEajdi5cycvv/wyu3fvJufMvn372L17N3Nzc7g7ZkYvIpBEbzAYsHz5co488kgGgwHHHHMMxx57LMuWLWM4HCKJA8T/FxFIYl4phYjAzDAzehGBJA6nlIK7U9c1C00mE+q65o3IOVNVFTlnqqqip4jgX8Xd6UmiFxGUUjAzUkrMiwgkMS8ikMRCEUFEYGbBAe5OTxI9d8fdSSlhZixUSsHdVdc1pRRSSvQmkwlVVSGJXimFnDPD4ZCFIgJJRASSOJyIoCeJ8XhMXdf0JHE47k5PEpKICCTR+18nHRPwQ3VXlQAAAABJRU5ErkJggg==\",\"scaled_width\":14.28,\"scaled_height\":22.77,\"exact_perimeter\":73.09,\"approximate_perimeter\":68.36,\"convex_hull_perimeter\":63.21,\"perimeter_pixels\":568.25,\"approximation_points\":9,\"original_contour_points\":142,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.322,\"compactness\":0.5339,\"aspect_ratio\":1.59}},{\"index\":5,\"position\":{\"x\":168,\"y\":0,\"width\":110,\"height\":177},\"actual_filled_area\":225.14,\"bounding_box_area\":322,\"image_base64\":\"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\",\"scaled_width\":14.15,\"scaled_height\":22.77,\"exact_perimeter\":72.57,\"approximate_perimeter\":67.89,\"convex_hull_perimeter\":63.28,\"perimeter_pixels\":564.25,\"approximation_points\":8,\"original_contour_points\":120,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.3223,\"compactness\":0.5372,\"aspect_ratio\":1.61}},{\"index\":6,\"position\":{\"x\":0,\"y\":0,\"width\":161,\"height\":174},\"actual_filled_area\":191.58,\"bounding_box_area\":463,\"image_base64\":\"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\",\"scaled_width\":20.71,\"scaled_height\":22.38,\"exact_perimeter\":85.62,\"approximate_perimeter\":80.34,\"convex_hull_perimeter\":71.63,\"perimeter_pixels\":665.73,\"approximation_points\":8,\"original_contour_points\":346,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.4469,\"compactness\":0.3284,\"aspect_ratio\":1.08}}],\"image_metadata\":{\"name\":\"input_image_698c6890d93928.17020760.jpg\",\"saved_path\":\"uploads/20260226_061330_input_image_698c6890d93928.17020760.jpg\",\"original_height\":286,\"original_width\":956,\"target_height\":177,\"target_width\":933,\"target_bounds\":{\"min_x\":11,\"min_y\":46,\"max_x\":944,\"max_y\":223},\"channels\":3,\"size_bytes\":22508,\"content_type\":\"image/jpeg\",\"scaling_factor\":0.1286173118971061,\"cropped_image_base64\":\"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\"}}"},"timestamp":"2026-02-26 06:13:31"} 
[2026-02-26 06:13:31] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":7,"objects":[{"index":0,"position":{"x":750,"y":47,"width":116,"height":127},"actual_filled_area":104.81,"bounding_box_area":243,"image_base64":"iVBORw0KGgoAAAANSUhEUgAAAHQAAAB/CAYAAAA+XebkAAAgAElEQVR4AdTBCbCeZXn/8e913ffzniWAoIEisimCVrBapGpbhr9YqoKtDihaBBFQhAxgwhKWBIKQhCVAB0KAABZEQZTijlVUprTuCBYXBKmKgGyyhDU5533u+/r9zzP1zGQYISHnZPHzMUlIwsz4n//5Hx5++GFqrSqlMDAwwEREBGZGr9ejbVs6r3zlK+0Vr3gFkjAz/pxJwszoRATuzrjR0VF+9atf8dhjj7F06VLlnDEzJLGyIoKcM7VWIoKUEpIYHR2lbVt761vfykYbbUStlYigaRqs1krbtkjiox/9qH72s5/h7gwNDSGJiUgp0e/3aZqGfr9P27bstNNO7Lfffuy8886klIw/c5KQxDh3Z9myZVx77bX6/Oc/zxNPPMGyZcswM8yMjiQigpQSz0cSZkbH3emMjo4SETRNw4wZM3jXu95lw8PDdCRhpRRSSixbtozjjjtOV1xxBU899RSSmAw5Z0opuDtN0zA6Oso73/lOPvGJT7DpppsyxvgzVmslpUSn1krnlltu0UEHHcTtt99ORPBs7k5EsCJmhiQ67k5E0BkaGmKzzTbjwgsv5G1vexsRYWMwM6zf79M0DZ27775bc+bM4dprr2Xp0qW4O52IwMzoSCLnTCmFlWVmSGLc8PAwc+fO5dBDD2V4eNjatqVpGkop5JwppZBzZl0XEbg7EYGZYWbcfvvtOvLII/n2t79NrZWJMDMk0TQNbdvSSSmx0UYbsWjRIt7znvdgZri7jaFjkuhIom1b3XrrrRx00EHcfvvtRASdpmmQRCmFnDMRQUSwMtydiKDj7khCEjvssAPnnHMOb3vb2xhjkuiYGX8uaq2klOhIYmRkhJkzZ+qTn/wkzzzzDJPB3YkIOu7O+uuvz7Rp0zj++ONZb731MDPs/9CxiMDMkISZMUYLFy5kzpw5PPHEEzxbSolaKysrpUStFTNDEsvbZ599mDdvHltuuSU5Z2NMKYWcM7VWUkqs60oplFIYHBzk6quv1owZM3jkkUeICCYq50wphU7OmVIKe++9N6eeeiqvfvWr+SNjOda2LTlnOrVWzIynnnpKhx56KF/4wheICEopdFJK1FpxdyKCF8LMkERnypQpLF26lKlTp3L44Ydz3HHHMTAwYPwZatuWpmm47bbbdOCBB3LLLbeQc6bf7zNR7k5EkHOmlMJ2223H4sWL2XXXXSmlkHM2liMJk8S4pUuXMjw8zBjdfPPNHH744dxyyy3UWjEzzIxaK71ej36/z4rknCmlMC6lRK0Vdyci6GyxxRZce+21bL/99gwNDZm707YtTdOwriulkHPmqaee0vTp07niiivIOdPv93F3IoKJMjM6Q0NDzJ07l0MPPZTh4WHGGMuRRMckERG4O5IwM/r9Pr1eT1deeSXHHHMMDz30EMszMzqSWBlN09C2Le5ORPBse++9N5dffjlTpkxhjJVSyDnz50AS5557rk455RSWLl1KKQVJNE1D27ZMhJlhZpgZ++23H/Pnz2ezzTajlGJN0/CnWEQQEaSU6IyOjjIwMEBn6dKlmjVrFp/61KdYsmQJy0spUWtlZTRNQ9u2jDMzUkpIIqWEJL70pS+x6667Mjg4aGP4c/HNb35TM2bM4I477iDnTNu29Ho9+v0+kyGlxB577MFJJ53E3/zN3/BHxnMwSXQkYWY825133qnDDjuMG2+8kVIKKSVqrayMlBK1VjpmhiQ6ZoYkOmZG501vehMLFy7kDW94A/Z/WNf9+te/1vTp0/nWt75F27Z03J2IIKVErZWJcHe22GILrrzySnbeeWdqraSULCIwM8yMZzNJPBdJmJm+/vWvc/DBB3P//ffj7tRacXc6EUHHzJDEuJQStVaej7sTEbg7Zsbuu+/Opz/9aTbccEMkmSTcneVJomNmrG4RgbsjiYggpUQnIujMnDlTl19+OUuWLCGlRK2Vpmlo2xYzQxIrknOmlEInpUStlY67Mzg4yGmnncZHPvIRpkyZQkSYJFJKPBeTxIr84Q9/0AUXXMCZZ55JKYVaK89mZnQk8UIMDg4yMjLC0NAQOWfOO+889ttvP5qmsYjAzDAzJDHOzFgTJGFmSMLM6EjCzPj617+u6dOn87//+7+klOjUWjEzJGFmSOL5mBmS6OSciQgigqZpaNuWf/mXf2HBggVsscUWLF261IaHhxkXEbg7z2aSeC61VlJKdO666y7NmzePK664gpQS/X6fZzMzzIyI4IVIKVFrpfOGN7yBa665hle84hWMsVorKSU6tVZSSqxJS5cuZXh4mIjA3en3+9x0002aNWsW3/nOd+i4OxFBx92JCNydiOD5uDsRQa/Xo9/v02mahrZtedOb3sSCBQvYZZdd6JRSLOeMJMyMiMDdeTaTxHOJCDruzhjdfvvt7LfffvzkJz8hpUREYGZIQhIdM6MjiRUxMyRhZoxrmoaZM2cyffp0Nt54Y4sIOu6OJMyMiKDj7qxukjAzOqUURkZGtN9++/HlL3+ZlBKdWiudlBK1VjruTkSwMpqmoW1bzAxJbLHFFpx55pnss88+PPPMM0yZMsUYU0ohpYSZ8VxMEs+n3+/T6/XoaMwll1zC7NmzefLJJ2nbFjPDzIgIxpkZZkZEsCI5Z0opDAwMMDo6ipmx6aabMnPmTKZNm8bg4KCVUsg5IwkzQxJmxupWSiHnjCQiAjPjyiuv1MEHH0ytlVor45qmoW1bOu5ORLAyUkrUWulMmTKFfr/PrFmzOOaYY1hvvfUYY4yptZJSolNrJaXEn2KSeD5t29I0DRGBmfHQQw9p7ty5XHjhhSzP3ZGEJDpmhiRWJOdMKYWOmSGJzqtf/Wo+/elPs9NOOzHGGBMRmBkdM2NNaNuWpmnofP/739e0adP4+c9/jpkREXTcHTOj1kpnYGCA0dFRVoaZIYlx73vf+zjzzDPZeuutKaVYzplaK52UEhGBu/NcTBLPJyJwdyICd0cSP/3pT3XUUUfxve99j36/T8fMMDMigo6ZIYkVSSlRa8XdiQhSSkgiIjjssMP4+Mc/ztSpU40xkpCEu7MmRQT333+/jj76aL70pS9Ra6XWSs6ZWisdSXSapsHM6Pf7rCx3RxLbbrstl156Kbvssgu1VtzdGFNrJedMp21bmqbhuZgkno8kzIxOrZWUErVWfe1rX+Oggw7iqaeeot/v0zEzJNFxdyKC59M0DW3b4u64OxFBRODuRATDw8Ncf/317LjjjgwPDxtjJGFmSMLMWN1qrXTmzJmjSy+9lEceeQRJuDsRQcfdiQiW5+5EBCtr/fXX59RTT+XAAw/kRS96ERFh7k4phZwzEUHH3WnblqZp+FNMEs9FEmbG8iQREWjM8ccfz2WXXcaSJUsY5+5EBDlnSilMRM6ZHXfckcsvv5zXvOY1SLJaKzln2ralaRomopRCzplxbdvSNA3jJGFmfOELX9Bhhx3GQw89RKdpGvr9PivD3elEBDlnSil0zIyOmRERHHXUUcycOZNNN92UiDB3Z1WYJJ6LJMyM5UlCEpL4zW9+o5kzZ/Ktb32Lfr+PmVFKYTI1TcNRRx3FSSedxJQpU4xJJgkzoxMRuDuSMDNqrdxzzz3af//9+fGPf0wphVornZwzpRRWJKVErZVx7k6v12NkZIRx733ve5k/fz4vf/nLaZqGtm0t54yZ8UKZJJ6LJMyMZ5NEx8z0H//xH8yYMYNf//rXSCLnTCmFpmlo25aJSimx6aabsnjxYvbYYw/c3SQhCXdnokop5JwppZBzplNrJaXEY489xplnnqmzzjoLSSwvpUStledjZkhinJkhiU7OmYjgda97HQsWLGC33XajbVtSSuburCqTxIpIomNmLK+UQq1VixYt4uSTT+aZZ56h4+5EBJPBzEgpsfPOO/PZz36WqVOnklIyJkFE4O50SinknFneFVdcoWOPPZbHH3+cUgoRQUoJd6dtW1bEzJBEr9ejbVvcnVorHTPjpS99Kaeccgr77rsvAwMDuLuVUsg507YtTdPwQpkkVkQS48yM5UliyZIlOvLII7nqqquICHLOtG3LRJkZkmiaBjPjlFNO4bDDDmNwcNCapmGySMLM6NRa6fzkJz/RoYceyq233kpE0DQNbdvScXcigpXh7kQEOWdKKZgZTdPQ7/c56qijmD17Ni960YtIKRl/NDo6ysDAAKvCJLGqaq24Oxrzk5/8hGnTpnHzzTfTSSlRa2Ui3J1ORJBSYtNNN2Xx4sW8853vRJK5OxPVti3uTkqJWispJX75y19q1qxZfOUrXyGlRCmFjrsTEbwQ7k5EMC6lRK2VnXfemcsuu4xtt90WSTaGZcuWMTQ0RETg7qwKk8SqqrWSUiIi6Pf7uvrqq5k9ezYPPvggkpgsZoYk3J23v/3tXHTRRbzsZS8j52xMskcffZRFixbplFNOIaVEKYVer0e/36djZkjihXB3IgJ3x8x45Stfyfz589lzzz2ptdI0jTEmInB3Om3b0jQNL5RJ4oWSRMfMiAgkkVLi/vvv15lnnsknPvEJli5dykSZGZLopJQwM3q9HtOnT2fOnDkMDg4akyAicHck8cUvflHHHnssd911FxGBmSGJlBK1VtydiMDMkMSKuDsRQc6ZiCDnzOLFi9l7770ZHh7G3a3f79Pr9RgnCTNjVZgkVlWtlZQSpRTMjJQSv/zlL7X//vvzs5/9jLZt6fV69Pt9zIyUEqUUzIyOJJ5PSomIQBJmhiTMjM0224xPfvKT7LrrrqSULCJwdzoRgbszrtaKmeHudCRhZoxr25amaej89Kc/1YwZM/jud79LKYXJkHOmlEJKiYjgiCOO4OSTT2a99daj1+sZk8wksaoiAnenIwkzo9/v67rrrmPmzJncc889lFIwM8yMiKBpGtq2xcyQxIqYGWZGJyIwMySx5557cvbZZ7P55pvT6/VMEmZGp9/v0+v1qLWSUmJ5kpBEx8zomBlLlizRzJkz+dKXvsSjjz5KSolaKxORc6aUQsfMeP3rX89VV13FtttuS86ZMcYkM0msKkl0zIxSCjlnOrVWLViwgNNPP52nn34aSYxrmoZSCpJYWe5ORNDJOVNKYWhoiFNPPZUjjjiCpmnM3en3+/R6PcZFBO5OJyJwd5YnCTOjlMLFF1+sk046iSVLltBJKVFrZSLcnYjAzHjJS17C+eefz3ve8x6apqHWaiklJptJYiIkYWbUWjEzxj388MOaNm0a1113HaUUJJFzppTCykopUWtlee5OzplSCjvssAMXXnghf/u3f4u7W9u25JwxM5ZXa0USOWc6kjAzIgJ354YbbtDRRx/NL37xC9ydtm15ocyMjiSWl1LC3TnqqKM48cQTGRoawsa4O6uDSWIiSinknOnUWkkpUWvF3fW9732Pgw8+mDvuuIOmaWjbFncnIsg5U0phRdydiMDMMDMiAjNDEmbGe9/7Xi666CJe/OIXY2MkIQl3pyOJjpnRiQgigpQSZsY999yjI488kq9+9auUUjAzIoKVYWaMk8Sz5ZwppbDPPvswf/58ttxyS1JKJgkzY3UwSUyEJCTh7iyv1orGLFq0iJNPPpknn3ySTs6ZUgpmhiRWpNfr0e/36eScKaWwvClTpnD22Wdz0EEH0ev1jDERgbvTiQjcnU5E0HF3xs2ZM0cXXnghjz32GJIwMySRc6aUwvMxMzqSeC6vfe1rueqqq9h+++1xd0oplnOm1kpKiclmklhVkjAzaq1IIudMrRUzw90ppbBkyRIdd9xxXHvttTz11FOYGTln2rZlZeScKaXQcXfMjI4kOpJ43etex9lnn80uu+xCztnGIAkzo9ZKSolOv9+n1+vReeaZZ/iv//ovHXbYYdx33320bYuZ4e7UWkkpUWvl+ZgZkng2d8fM2GSTTTjllFM48MADyTkzxtq2pWkaVheTxETUWkkp0en3+/R6PSICd6dTStFtt93GjBkzuPHGGxnn7kQEK2JmSCKlRK2VZ0spERHsv//+nHvuuWywwQbY/6HTti1N09CJCNydZcuWcfvtt+u4447jxhtvpJRCJ+dMKYVer0e/32dVmBnujplx+OGHM3fuXAYHB7ExKSVqraSUkISZMdlMEquLJMyMtm117bXXMm3aNJ544gmeLaVErRUzQxKdpmlo25aV0ev12GijjZg3bx77778/vV7PGCMJM6Pf79Pr9ehEBKOjo3r/+9/P17/+dSICSUhieWaGJFbEzJCEmdGRREqJPffckwULFrDJJpswZcoUY0ytlZQSnYjA3ZlsJonVrdbKyMiITjjhBC655BJqrdRakcSzpZTo1FpZEXcnIui4OzvttBOf/vSn2XLLLRkcHDTG9Pt9er0ekogIUkosXrxYJ598Mo8++iiSkIQklmdmSGJFUkp0aq2klKi18spXvpJLL72UN7/5zQwODjLGGBMRmBlmhiTMjMlmklhdaq2YGe5O57e//a323Xdfbr75ZmqtuDu1VlJKNE3DyMgInZwzpRRWRtM0tG3LuBNOOIGTTjqJgYEBG4OZ0YkIzIzf//73eve7382tt97KOEmsCjNDEgMDA4yOjuLubLTRRsyZM4dp06bRNA1jTBJmRiciMDPMjNXBJLG6lFLIORMR1FppmkZf/OIXmTlzJr/97W+RxLicM6UUOiklJBERvBA5Z6ZOncpXvvIVdtppJ2wMy3n44Yd12mmncfHFFzMyMoIkJsLMkETHzDAzjjjiCE488UQ22GADer2elVKQRNM0rAkmidVJEmaGJDpt22rBggUsWLCApUuXYmaUUuiYGWaGJCSxIr1ej36/j5nh7kgiIjjggAM49dRT2Wyzzai1Wq/Xo9bK/PnzdcEFF/Dwww8jiWczMyTxQuSciQgign/+53/mjDPOYNttt6VpGsYYzyEicHcmm0lider3+/R6Pcb1+30efvhhHXPMMXz2s5/F3Ukp0bYtZkbOmbZtWRnuTkRgZkiik1JiypQpnHjiiRx55JHknI0x3/72t3XwwQdz9913Iwl3JyKYLFtuuSWXX345/+///T9KKQwMDJgkzIyOJDpmRkcSZsZkM0msLpIwM/r9Pr1ej1orKSXG6Ic//CH77bcfv/nNb+iYGZJwdyKClBK1VlakaRratqXT6/UopRAR/NVf/RVXXXUVW265JaOjo3zkIx/hxhtv5Mknn8TdkYQkJsLMkMTUqVOZPXs2BxxwABtuuCERYe5ORODudCQhCXdndTJJrE79fp9er0cphZQSZkYphZSSTj/9dM4//3wefPBBmqahbVvMDEnknCmlsCJmRkcSZkZHEjlnpk2bxi677MLdd9/NvHnzePzxxzEzer0eo6OjmBmSWFXuTkTwwQ9+kDPOOIOXvvSlSDJ3JyJwd9Y0k8Ta8tBDD+ncc8/l7LPPppSCmbE8SUzEy172Ml7ykpfw+OOPc9999yGJTkSwstwdd6eUwvLMDEnstttunHPOObzmNa8h58wYYy0ySawttVbdfffdfOhDH+LHP/4xo6OjmBmSMDMkMVG9Xo9SChFBx92JCJqmoW1bVmRwcJCRkRHMjJQSEUFEYGZsueWWnHfeebzjHe8gpUTO2VjLTBJrma699loOO+wwHnnkESTh7tRamQxmhiQ6OWdqrUhiZbg7EUFKiVorTdPQti0pJTqnnnoqRx55JENDQ4wxSXTMjIjA3VnTTBJr21NPPaWTTz6Ziy++mLZtaduWyZBzppRCx8zoSGJlmRmS6AwMDDA6OkonpcRuu+3GJz/5SaZOnUqt1QYGBmjblqZp6EjCzFjTTBJrW9u23HXXXTrhhBP4whe+QCelRK2V1cHdiQhWRkqJWis5Z0opdN785jczd+5c3vKWt5BzZoxFBO5Op9ZKSom1wSSxtpRSyDkTEYzRD37wA/bZZx/uvfde3J2IYCLMDDMjpUREUGulY2ZIYmU1TUPbtnQ22WQTFi5cyJ577okkBgYGjDG1VlJKRATuztpiklhX9Pt9nXXWWZx33nk8/PDDrAvMjI4kpkyZwlFHHcVxxx3H0NAQ7m6MiQjcnU7btjRNQ62VlBJrmklibZKEmVFrJaXEAw88oOOOO45rrrmG0dFRJiKlREQgiY67ExF0UkrUWnk+ZoYkOmbG29/+ds477zy22247aq2WUiIicHeWFxGYGWbGmmaSWFtqraSU6EjCzBijH/3oR3z4wx/mjjvuQBIRgZlhZkQEZkZHEhPh7kQEnZwzpRTcnYigk3OmlEJnhx124JxzzuEf/uEfSClRa7WUEusak8S6oNaKJHLOPPXUU/rMZz7D8ccfz+OPP06naRratmWyuTsRwTh3RxKS6OScGRgYYMGCBey3335ssMEG1FotpcS6yCSxNkUE7k4nInB3Oo888ojOPPNMLrzwQkZGRogIzIyOJCZLSomIQBLuTkSwvKZp+PCHP8wpp5zCJptswhhjHWaSWJtqraSUGCeJiMDd+f3vf6+DDz6YG264gVIKTdPQti0dM0MSk8XdMTNqrZgZZkZKiV122YVFixax3XbbIQl3tzGUUsg5s64xSawLJGFmdNq2pWkaxujzn/88s2fP5p577mHZsmV0UkrUWpmonDOlFJbn7kQEne22246FCxfytre9DTMjIszd6UQE7s66xiSxtkQE7k4nIpBESglJmBmdxx9/XIsWLeK0005j2bJl5JwppTAZzAxJpJSotdJpmoa2bVlvvfU46aST+NjHPsbAwAA2hjGSMDPWVSaJtaXWirsjCXenlELOmU5E4O5I4je/+Y1mzpzJN77xDSKCfr+PmSGJiTIz3J2IQBIpJTof+tCHmDdvHhtttBGDg4MWEbg7tVZSSqyrTBJrkyRKKTRNQ62VlBKdiKDj7tRa9bOf/Yx99tmHX/3qV+ScKaUwGcwMSYxzd7bccku++tWvssMOO9C2LU3TGGMiAnenIwkzY11jkljXSaLWqnnz5nH++efz2GOP4e5EBBNhZpgZEcHQ0BDLli2js8cee3D11VezwQYbMMYYIwkzoyOJjpmxrjFJrMtKKeSc6dx8882aNm0at956K6UUJoOZ4e7UWjEzJPGKV7yCr33ta2yzzTY0TWOlFCKCXq9Hv9+n1+uxrjJJrKtqraSUaNuWpmm47rrrdOSRR/K73/2OUgqTJedMKYWmaei0bcsJJ5zAscceywYbbGDuzriIQBIpJdZFJol1VUTg7nTuvPNOHX300Xzzm9+kbVtSSpRSmCgzQxIdMyOlRCmFv/iLv2DRokXsvvvuTJkyxRgjCTOjbVtyzpgZ6xqTxLoqIjAzIoKTTjpJF1xwASMjI/T7fSZLSolaKzlnSil0BgcHGRkZYZddduH888/nta99LaOjozYwMICZ0YkI3J11jUliXSaJL37xizrmmGO46667yDlTSmGyuTsRQcfMMDPcnYMPPph58+bx4he/mDFWSiHnzLrKJLEuu+WWWzR79my+/e1vU2ul4+6YGbVWJsLMkMS4nDMRQUTQcXemTJnCWWedxQc/+EGGh4ctIui4O+sik8S66umnn2b69On63Oc+xzPPPEMn50wphcliZkhieQMDA4yOjjJuu+22Y/Hixeyyyy5EhDVNQ0Tg7qxrTBLrglorKSU6kuhceumlOumkk/jDH/5ASolaK52UEhGBJFYnd8fMqLWyzz77MG/ePDbffHN6vZ71+32apqFjZkQE7k4phZwzkjAz1jSTxLogIogIcs50brvtNh100EHcdNNNuDudiKBjZkhiTen1euScmTNnDjNmzKBpGnN3/pRSCiklOmbGmmaSWFskUWsl58y4iODBBx/UqaeeysUXX0wnpUStlY67ExGsCWZGx92ptbLNNttw/vnns9tuu9E0jUmi1oqZ0bYtg4ODdCRhZqwNJom1pdZKSom2bWmahn6/T9M0zJo1S5dccglPPvkkKSVGR0fppJSotbKmmBmSMDNSSpRSeOMb38ill17Kq171KgYGBow/iggkkVKiU2slpcSaZpJY29q2pdM0Df/93/+td7/73SxdupR+v4+ZIQl3pxMRdFJK1FpZncwMSZgZkhh36KGHcvbZZzM8PGy1VnLOdEoppJQwMyRhZqxpJom1qdZKSonOyMiI9t57b772ta/h7tRaGZdzppRCx8yQxJrQNA1t2+LuSKLX67Heeutx2WWX8a53vYsxNjIywuDgIJLomBlri0libSmlkHOm1krbtlx88cU68cQTaduW0dFRcs5IotaKmSGJpmlo25Y1ycyQRM6ZUgqdt7zlLZx99tm84Q1vQJIxxszoRASSSCmxppkk1jZJXHnllZo7dy6/+93vaNsWdyci6JgZZkZE4O5EBE3T0LYtq5OZ4e5EBGZGRDBuYGCAvfbaizPPPJMtttiCiDB3pyMJM2NtMEmsTpIwMzpt29I0DW3b0jQNHUn8+te/1j777MOtt96KJCICdyciWBF3JyJIKWFmlFIwMyTRMTMk0WmahrZtMTMkMVFDQ0PMnz+fww47jKZpLCJIKVFKIefM2mCSWN0kERGklKi1klKiU2tlyZIlmjVrFpdffjmdUgory8yQhLsTEbg7nYjAzOhsvPHGbLvtttx00020bUvOmVIK7k5EMFGvec1rmD9/PrvvvjsDAwPGmForKSXWBpPE6hQRuDvP1rYtTdNwwQUX6KSTTmLJkiW4OxFBx8yQxPMxMySRUqLWyrOtv/76fPCDH+Stb30rc+bM4Y477iAiSClRa2WiUkrUWvnHf/xHLrroIrbZZhvGWL/fp9frsTaYJFanfr9Pr9ejU0oh50xE4O5873vf08c+9jF+/vOfU2ulExF0zAxJrKymaWjblk7TNLRty1577cXcuXPZbLPN+NznPsepp57K/fffj5khiYlKKVFrZf311+ewww5jzpw5DA4O2hjWFpPE6iYJSbg7tVYigqeffloHHHAAN9xwA0uXLkUSOWdKKaSUqLWyMgYGBhgdHWVczplaK9tss/xrcrgAABZ2SURBVA2XX345f/d3f0dEsHTpUmbPns2//du/sWzZMnLOlFKYDCklNt98c8444wze9773YWMYY2asaSaJNaFtW5qmodO2Leeee67mz5/PE088wfLMjI4kVoaZIYmOuxMRDA0N8fGPf5yjjjqKlBI2JiK47bbbdMghh/CDH/wAM0MSE9Xr9ej3+zRNw5vf/GbOPfdcdtxxRyLC3J01zSSxOpVSyDkzThLXX3+9Dj/8cO677z5GRkboNE1D27Y0TUPbtuScKaWwstydjruz5557ctZZZ/HSl76UXq9ntVZSSrRtqyuvvJIZM2bw5JNPMtk22GADPvCBDzB37lymTp1qrAUmiTVFEr///e91+OGH881vfpORkRFSStRaWVU5Z0opjPvLv/xLFi5cyFve8hZyzoyxWispJToPPPCADj74YL7xjW9Qa2UizAxJuDtmRq2Vl7/85cyePZt9992XwcFBYw0zSUwWSXTMjE5E4O50JNHv91mwYIHOOeccnnzySSQxEWaGJAYGBhgdHWV4eJizzz6bD33oQwwODuLuxrNEhG666SYOPfRQfv7zn9OJCDpN09C2LZ2cM6UUno+704kI3B0zo9bKa1/7Wj7zmc+w/fbbY2P6/T5N02BmdEZHRxkYGGB1MEmsKkl0zIw/RRKdWitmxpe//GUdffTR/O53v8PdiQgmysyQRNM07L777lx88cVsvPHGpJSMMZLoSEISKSWeeeYZXX311Rx99NEsXbqUWitmRkRgZqSUKKWwMtydiCClRK2VzuDgIO9973uZM2cOW2+9NU3TGGNKKZgZKSVqraSUmGwmiVUliY6Z8WySMDPG3XzzzTrwwAP5xS9+wWRxdyKClBKvetWrOP/889l1110xM9q2taZpiAjcnYggIsg503n44Yd1xBFH8LnPfY5er0e/36eTUqLWyguVUqLWirsTEQwNDXHEEUdw8sknMzw8bPyRJMyMiMDdmWwmickmiY6Z0bYtTz31lGbNmsXFF1+MmWFmdCKCybDhhhsya9YsDj/8cJqmIeds/FFE4O6Mq7UiCTPTjTfeyIEHHsi9996LmSGJcTlnSik8n5QStVY6OWdKKaSU6EQEm266KZ/61KfYddddGWMpJToRgbuzOpgkJoMkzIzllVLIObN48WKdcsopPProo0iilIKZIYmJcHfMjL322oszzzyTrbbaCvs/jJOEmSEJM6PTti1N07B06VItXLiQ008/nZGRESKCUgovhLsTETRNQykFSXTMDDNj99135/zzz2frrbfGxpRScHfcndXBJDERkpCEmWFmPNv3v/99TZ8+nVtuuQVJDA0NsWzZMiaDmbHVVltxzTXX8PrXv56cM2OMMbVWUkqYGeMiAndHEmZG595779XcuXO59NJLMTMkkXOmlMLKyDlTSqHj7kQEyxseHuaYY47h2GOPZcqUKVZrJaWEJMyMyWaSmAhJdMyMcZKICO677z4deuih3HDDDfT7fcwMSXRSStRamYipU6cybdo0Tj75ZFJK1FotpYQkzIyIwN0Z17YtTdMgiVorOWc05uabb+bDH/4wv/jFL5CEuyMJSayIuyMJSZgZ7k5E4O7UWnF3Nt98c+bOncuee+7J+uuvb6xGJonJJIlSCrVWzjjjDJ1zzjk8/fTTuDsRgZnh7tRamag999yTxYsXs+GGG5JSspQSo6OjDAwMsLxaKykl2ralaRo6tVY6KSWWLVum888/n5NPPpmRkRHMDEmsiLsTEaSUqLXybL1ej36/j7vzute9jsWLF/PGN76RWqullFgdTBITVWslpcTIyAiDg4N0rrnmGh199NEsWbKEZ555ho6ZIYmOuxMRrEhKiVorKSXMjFIKAwMDbLHFFlx66aW88Y1vZHh4GEk2BkmYGSur1kpKiQcffFAHHHAA119/PU3TUEpBEuPMDEk0TUPbtrg7EcHzSSlRa6Xj7uy1115cdNFFTJ06lTFWSiHnzLiIwN3p9/v0ej1WhUliImqtpJSotZJSonPXXXfpkEMO4Tvf+Q4jIyOMMzMksbJSStRayTlTSqGTc6azcOFC9t57b6ZOncoYK6WQc0YSZsbKkISZUWvF3fWjH/2I6dOnc+utt9Lv93F33J2IQBKScHcigpU1NDTEsmXLmDJlCp3FixfzgQ98gIiwnDO1Vmqt9Ho9OhGBu1NrJaXEC2WSmChJmBm1VmqtnHjiiVq4cCGjo6OMMzPMjIhgZbk7EcHy3J099tiDyy67jI033pgxFhF03J2OJCKClBLPp9ZKSom2bWmahjFauHAhJ5xwAiMjI0QE49ydiKDj7kQEK2JmSMLdiQg6r3/967nkkkv467/+a1JKNoZOKYWcM5IwMyICd+eFMklMhoigc/XVV+v444/ngQceoNaKmWFmSEISL5S7ExE0TUPbtrzqVa/iggsuYJdddiGlhCQbg7vTkYSZERG4OytSSiHnjCTatuUPf/iDPvrRj/Ktb32LUgrj3B13p5RCx8yQxPPJOVNKYVxKiVor++yzD6effjpbbbUVbdta0zRIIiJIKRERuDurwiSxqiRhZkQEpRTuuOMOHXzwwdx8881EBH+KmWFmSEISK2Jm9Ho9RkdHWX/99fn4xz/OIYccwpQpUxhjkjAzOqUUUkqYGasqInTddddx0EEH8dhjj9Hr9WjbloggpUStlU5KiVorK2JmSMLMkIS7Mzg4yKxZs5g5cyaSLOdMSomIwMwwM1aVSWJVScLM6Dz88MOaPXs2V155JcuWLeO5uDuSkMSKpJSotWJmSGLffffljDPOYNNNNyXnbIyRhJnRiQjcnU5E4O48H0mYGaUUcs50aq0sW7ZMJ554IhdeeCFt25JSotZKx8yQhJkhieeTUqLWSq/Xo9/vM87d2XrrrTnvvPP4p3/6JyLCGOPu1FpJKSEJM+OFMklMRCmFnDPnnHOO/vVf/5X7778fd0cSZoYkOmZGJyJYWe5ORNDZfvvtueiii/j7v/97JOHuxphaKzlnlldrxcxwd16IWispJTp33XWXPvrRj/Kf//mf1FoZ5+5IQhIrknOmlEJnYGCA0dFROu5ORLD77rtzwQUX8PKXv5xly5bZ0NAQEUHH3VkVJolVFRG4Oz/96U/1/ve/nzvvvBNJdNydiGCcmSGJcSklaq2sSNM0DA8Pc8wxxzBz5kwGBgaotVpKiU5E4O5IomNmtG1L0zSsiCQk4e6UUsg506m1klLSZz7zGY4//njuvfdeer0e/X6fjpkhiZUxMDDA6OgonZQSEYEkzIycMyeeeCLHHHMMw8PDFhG4O52IwN15oUwSzyUicHciAndnXL/fp9fr0bnjjjt0/PHHc/311zMyMkLOmVIKKSVqrayImSGJnDOlFMallKi1Mjg4yNvf/nbOO+88ttpqKyRZRODumBmr0+OPP65TTjmFxYsXMzIywricM6UUJsO2227L9OnTOeSQQ0gp2RjatqVpGlaFSeL51FpJKTGubVuapqHf79Pv95k1a5Yuu+wynnnmGcwMSXTMDEmsSEoJSUQEZkZKiVIKKSU622yzDeeeey677bYbTdNQSrGcM2vKnXfeqUMOOYQf/vCHjIyMYGZIwt2JCCbDjjvuyKJFi3jTm96EuxtjIgJ354UySTyfWispJTq1VlJKdCKCf//3f9eRRx7JAw88gJmRUqLWSkqJUgory8zoSGJ5AwMDnHHGGRxyyCEMDQ1Ra7WUEmuSxnz5y1/m0EMP5bHHHqOUgrsjiYhgInq9Hv1+n87+++/PaaedxmabbUbbttbr9VgVJonnIgkzQxK1VnLOjPvVr36lj3zkI3z3u9+laRratmUiUkrUWjEzzIyI4B3veAdXX301U6ZMIaVkkkgp0YkI3J3VSRIRQdu2mjVrFosWLUISpRT+f3nwH+pnWf9x/Pl+X9d93+fMlkThmKIhCJophdg/i0GRMJL6QzCsqRPLtjATTZxza/1AMnYcO62MKbUmGITgwAgU+scQtOyPIgYxh1gIIVO2ou2c7XPf1/V+dW7owBBr2/fsq7MejzMl50xE0HUd27Zt4ytf+QqSrG1b/i9MEidTa8XdMTNKKUwmE7Zs2aJHH32U48eP4+5EBCfKOVNK4WRyztRakcRoenqaY8eO8aEPfYgf/ehHrF69mpwztVZLKTGKCNydt4sk9u/fr69+9as8++yzpJSotXKmpJSotXLFFVcwOzvLNddcQ63VUkqcLpPEyUjCzBhFBHv27NG3vvUtDh48iCRqreScKaWQUkISkpDEf+LuRARN0zAMA2aGJLqu44EHHuCuu+5CEm3bGgsigpG783aQxKK+7/XMM8+wYcMGXn/9ddydiGAp2ral73tGTdNQSmHNmjXs3r2blStXYgs4TSaJf6fWSkqJUURgZjz33HO6++672bdvH6UURmZGSolSCqfDzJCEmeHuRASSWLduHd/5zne44IILaJrGhmGgaRqGYaBpGkYRgbvzdjp8+LC2b9/Ojh07mEwmnGlN0xARfO9732PDhg28973vNU6TSeJURASlFK1du5Zf/OIXlFIwMyRhZowksSjnTCmFk2nblr7vMTMkcdFFF/HUU09x+eWX03UdkkwS7o4kzAxJSMLd+f8UEbg7EYGZYWbs379fGzZs4De/+Q3DMLBUZoaZEREsuvDCC3nkkUe49tprWWCcBpPEiSRRayXnzKJaK2bGI488onvuuYfJZIK7U2tlqcwMSbRty/T0NPfeey+bN2+m1krO2XgHRQTuzqKIICL0y1/+kttvv52DBw8iCTMjpUQphZG7ExGcjLsTEZgZkjAzJNF1HZ/4xCfYtm0bV155Je5ukjAzRhGBu/NWTBIRgbtzomEYyDkTEbg7v/3tb3Xbbbfxl7/8hfn5edydiGCpUkrUWhldd9117Ny5kw984ANMT08b7zBJmBkRgbuz6M9//rN2797NzMwMEUFEIImu6+j7npEkTpWZIYmmaZBEKYVzzz2XdevW8dBDD5FSspwzpRTcHXfn37GIoNZKzpm+7zEzmqZhGAZyzpgZr7zyiu68806efvppJHGmmBlmhplx8cUX8+Mf/5jVq1djZiwwd+edJomIIKVERODujF566SXdcccd/PrXv6aUwqKUErVWzAxJnIqcM6UURk3TMAwDoxUrVrBjxw4+97nPkVIyd2eRJMyMN7NaK5JIKVFrJaXEIkkMw8DWrVs1OzvLKCKotWJmSOJMcHd27drFjTfeSNu2NE1jnEUiAncnIqi10jQNpRQ9/fTTrF+/nkOHDlFKwd2JCJqmYRgGTsbMkETOmVIKJ2rblr7v+djHPsYPf/hDrrrqKpqmMf5FEmbGm5kkRhHByN0ppZBzZvTEE09o48aNvPbaawzDwCjnTCmFpWqahmEY+OxnP8tjjz3GOeecQ9d1NgwDTdNwNpCEJNydUa2VlBKj+fl5bdq0iT179jA/P09EYGZI4lSklKi1MnJ3JGFmRAQjd8fduemmm/j2t7/NBz/4QY4dO2bT09P8O1Zrxd2JCMyMiEASOWdeffVVrV27lhdffBFJ1FoZtW1L3/ecCZdeeim7d+/m6quvpus6FlhEEBHknHmnSUIS7s6JJDF66aWX9KUvfYkXXniBUUqJWitmhiROhbsjCUmklIgIJOHuRAQrVqxg06ZN3HXXXSywiMDdeStWSsHMcHdGEYG7c/DgQR5++GHNzs4yNzeHmSGJlBK1Vs6Ec889l/vuu48777yTZcuWYQs4y0hiJAkzw8wYSUIS7q6f//znfP3rX+fIkSPMzc3RNA3DMHAqUkpIIiJYlFJCEhHBqG1bLrvsMmZmZlizZg0RYe7OWzFJjPq+p21bRsMwMDs7q+3bt3P48GFqrZgZZkZEkFKi1spSrV27lgcffJALLriAnLOVUsg50/c9bdvyTosIRu7OKCJwdxZJwsyYn5/Xxo0b2bVrFzln+r7nVJgZkljk7kQEIzNDEu6OmVFr5dprr2XHjh1ccsklpJSMt2CS6Puetm0ZTSYT9u3bpy984Qu8/PLLnClmhiRSSoxWrFjBU089xYc//GGWLVtGrdVSSoxKKeScOdvVWkkpUUrh1Vdf1Wc+8xkOHDhArZVFZoYkRmaGJEbuTkTwn5gZ7k6tFXcnIti4cSNbtmxh+fLlJgkzw8yotZJSwkoppJQY1Vo5dOiQ7r77bp588kn6vmepzIyUErVWJOHudF3Hd7/7XW677TaWL1/OAuv7nrZtGUUE7s67QUTg7tRa9eijj7Jp0yb6vmcymdA0DaUUJLGoaRqGYeB0uDsRgbtz3nnn8f3vf5/rr7+elJKxoJRCzhlJWEQgCXfnyJEjPP7449q8eTNHjhwhIjgTzAxJuDsRwfXXX8/OnTs5//zzWWARgSRSSowkYWa827zxxhvasmULP/nJT8g5MwwDi3LOlFLIOVNK4VTknCml0DQNEUFEIIlrrrmG7du385GPfITJZGJd1zGqtWKSKKWQc2bv3r36xje+wYEDB5CEJM4EM0MSoyuuuIKdO3fy8Y9/nKZpkGTujpkxksQiM+NsFhG4O5KQREToT3/6E1/84hf54x//SCkFM0MSTdMwDAOL2ral73tOV9u2jG6++WYeeughli9fbjlnFtmxY8eYmprir3/9qz7/+c/z/PPPM5LEUpkZkpiamuL48eNMTU2xfft2brnlFt7znvewwDjBMAy4Oykl3i1KKeScGUUEtVbt3buXL3/5y8zPzzM9Pc3c3BwjM0MSIzNDEifTNA3DMDBKKVFrJaXE1NQUDz/8MOvWraPve5uammIYBkwSf//739m2bZtmZ2cZTSYTcs6UUlgqM0MSoxtuuIGZmRkuuugiFhhvEhG4O6OIwN05200mE7quo9ZKSglJHD16VLfffjs/+9nPMDMkMTIzJOHuRAQnk1Ki1krOmYhgFBF0XcdkMuGqq65iZmaGT33qUyywUgomid27d+ub3/wmhw4dou97JGFmSGKp3J2I4Morr+QHP/gBq1atom1bIsJYYGaMzIwTRQTuztmu1kpKiclkQtd1jEop+v3vf8/XvvY1fve732FmjCQxcncigpPJOVNKwcyQxKhtW/q+J+dMrZXrrruOnTt3snLlSlJKZi+++KLuu+8+nnvuOUYRwcjMkMRSmBmSeN/73scdd9zB5s2bmZqaotZq7o6ZMZLEyMyQxMjMeLeQhJkxksS/6Kc//Sn33nsvf/vb31hkZowkcSqapiEiqLXyZjlnmqZh8+bN3HPPPXRdh916663au3cv//jHP2iahmEYGJkZklgqM2Pt2rU88MADXHjhheScTRJmxn+7w4cP6/777+exxx6j73tGy5YtY35+njPFzDj//PPZu3cvH/3oR7HLLrtM+/fvp+s6aq2UUli+fDlzc3OklFgKM+Pqq69mZmaGVatWYWZIMhaYGf8LDhw4oPXr1/OHP/wBSRw9epSu60gp0fc9S1FKoWkahmFg69atbNmyBduzZ4+OHj1K13WYGcMw0HUdwzBgZizF1NQU73//+/n0pz+Nu7PA+BdJmBn/zSICd9evfvUrXnvtNUopHD9+nJQSkkgpsRSTyYSu6xiGgcsvv5xPfvKTZlrAgrm5Oc455xxKKfR9T9d1RARL0TQNEUFEkHO2UgpmRkqJ/xWTyYSu61igyWRC13XUWhlFBEvRNA0RgbszqrXaPwEmmb1NHzua6gAAAABJRU5ErkJggg==","scaled_width":14.92,"scaled_height":16.33,"exact_perimeter":83.47,"approximate_perimeter":78.96,"convex_hull_perimeter":60.86,"perimeter_pixels":648.95,"approximation_points":12,"original_contour_points":274,"shape_analysis":{"perimeter_to_area_ratio":0.7964,"compactness":0.189,"aspect_ratio":1.09}},{"index":1,"position":{"x":622,"y":44,"width":116,"height":133},"actual_filled_area":164.2,"bounding_box_area":255,"image_base64":"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","scaled_width":14.92,"scaled_height":17.11,"exact_perimeter":80.27,"approximate_perimeter":73.96,"convex_hull_perimeter":51.59,"perimeter_pixels":624.07,"approximation_points":11,"original_contour_points":222,"shape_analysis":{"perimeter_to_area_ratio":0.4889,"compactness":0.3202,"aspect_ratio":1.15}},{"index":2,"position":{"x":871,"y":6,"width":62,"height":171},"actual_filled_area":78.86,"bounding_box_area":175,"image_base64":"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","scaled_width":7.97,"scaled_height":21.99,"exact_perimeter":61.57,"approximate_perimeter":56.09,"convex_hull_perimeter":51.02,"perimeter_pixels":478.71,"approximation_points":11,"original_contour_points":88,"shape_analysis":{"perimeter_to_area_ratio":0.7808,"compactness":0.2614,"aspect_ratio":2.76}},{"index":3,"position":{"x":499,"y":0,"width":138,"height":174},"actual_filled_area":107.84,"bounding_box_area":397,"image_base64":"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","scaled_width":17.75,"scaled_height":22.38,"exact_perimeter":79.1,"approximate_perimeter":78.01,"convex_hull_perimeter":67.5,"perimeter_pixels":614.97,"approximation_points":8,"original_contour_points":21,"shape_analysis":{"perimeter_to_area_ratio":0.7335,"compactness":0.2166,"aspect_ratio":1.26}},{"index":4,"position":{"x":301,"y":0,"width":111,"height":177},"actual_filled_area":226.98,"bounding_box_area":325,"image_base64":"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","scaled_width":14.28,"scaled_height":22.77,"exact_perimeter":73.09,"approximate_perimeter":68.36,"convex_hull_perimeter":63.21,"perimeter_pixels":568.25,"approximation_points":9,"original_contour_points":142,"shape_analysis":{"perimeter_to_area_ratio":0.322,"compactness":0.5339,"aspect_ratio":1.59}},{"index":5,"position":{"x":168,"y":0,"width":110,"height":177},"actual_filled_area":225.14,"bounding_box_area":322,"image_base64":"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","scaled_width":14.15,"scaled_height":22.77,"exact_perimeter":72.57,"approximate_perimeter":67.89,"convex_hull_perimeter":63.28,"perimeter_pixels":564.25,"approximation_points":8,"original_contour_points":120,"shape_analysis":{"perimeter_to_area_ratio":0.3223,"compactness":0.5372,"aspect_ratio":1.61}},{"index":6,"position":{"x":0,"y":0,"width":161,"height":174},"actual_filled_area":191.58,"bounding_box_area":463,"image_base64":"iVBORw0KGgoAAAANSUhEUgAAAKEAAACuCAYAAABeB21jAAAgAElEQVR4AezBC7jnY73//+f7fd/f71ozY8QoG5UiUrqSUwm/RAeU42ZC0TjXTg4JKYcwThmhHDYqhwaTU0WNU2nnEFdRKNtmV5sStvNsjJm1vp/7fr/+87n2Xtc1v377b4ZZxlozHg+TxOJIEpJwd+655x5uv/12PfHEE7z44ot0u10WhJlRa6VpGtwdSWy//fasv/76xuv+HyaJxU2tlZQSEYG7c9BBB+nHP/4xjzzyCOPGjaOUwoKQhLuTc6ZpGmbOnMlRRx3FAQccwNJLL2287v9ikljc1FpJKdG67777tPXWW/PQQw8hCXcnIlgQ7k5EkFJCEhHBe97zHq666ire/va34+7m7pRSyDkzJCJwdxY3JonF2Te+8Q0dd9xxvPjiiwwXdyciMDNaklhqqaX4+te/zj777EO327U5GCIJM0MSZsbixiSxOKq18txzz7HZZpvpt7/9LWaGu1NrZTiYGZIwMyTR2mijjbj22msZO3as1VrJOdOSRMvMWByZJBY3kmhdc8012nHHHRkYGEASknB3IoIF5e5EBK2UErVWlllmGW644QbWWWcdmqaxTqfDEEkMMTMWJyaJxU2tlYhg33331fe+9z3cnVIKLXcnIlhQ7o4kJDEkpcSXv/xlJk+eTH9/v0nCzBgiiZaZsTgxSSyO7r//fu2www488MADlFIYYmZIYkG5O2ZGrZUhZsbKK6/MFVdcwVprrYUkm4MhkjAzFjcmicXRSSedpBNPPJGZM2dSa6WVUqLWynAzM1pmhiSOOuooDjnkEPr7+83dWdyZJBY3TdPwsY99TLfffjulFIaklKi1MhzMDEm03J2IYMiGG27ItGnTWGGFFSznjCTMjJYkzIzFiUliURURuDutiMDdKaVw5513auutt+bpp58m50yrlMLCMmHCBM466ywmTpxIztkiAjPDzJCEmbE4MUksyiRhZkQEEUHOmf3220/nnHMOEUFEMMTdiQgWhi984QucdNJJjB8/3kop5JxpScLMWJyYJBZlkjAzWrVWer0eq6++uv7yl7/Q7Xbp9Xq03J2IwMyQxKtt1VVXZfr06ayyyiq4u5VSyDmzODJJLGokYWZIwsyQhJnRuvHGG7XtttsyMDCAJCKCubk7EcGryd1xd0499VQ+97nP0dfXZ03T0Ol0WByZJBZVEYG7U2vF3Zk5cyYHHnigLrnkEgYHB5GEmSGJIWaGJBaGddddlx//+Mcst9xy5JytlELOmcWNSWJRIwkzIyJwdyICd+dXv/qVdtttNx588EEk0XJ3IoJWzplSCguDu9PpdDj//PPZaaedcHdjjojA3VmcmCQWNZIYYmZIovXVr35VZ5xxBrNnz6aVUiIikISZYWZEBK+2lBIRQUqJrbbairPPPpsJEyZYp9MhInB3FicmiUVRRODutJqmoZTChhtuqLvvvhszQxJmhiRSStRaaaWUqLWysCy//PJcdNFFbLzxxkiynDOLG5PEokYSZsaQUgo33XSTJk6cyPPPP48k5kdKiVorZoa7U2vFzJBEzplSCq2cM6UUWu5ORDAvZsaQgw46iGOPPZb+/n6ThJkhiZaZsagzSSyKaq2klKi1klJiv/3207nnnkvTNLwSZoaZERG89a1v5cknn2RwcBB3JyJouTsRwfxwdyKC1rrrrsu1117LG9/4RpuDxY1JYlEmiSeeeIL1119fDz/8MBHB/DAzJOHuRAStbrdLa+edd+baa6/l6aefRhIRQcvdiQjmxd2JCFruTkqJiy++mG233ZZut2ssZkwSixpJmBm1VlJKXHzxxdprr70opVBrZX6YGZJomRmScHdWWWUVvvnNb3LKKadwxx13MHv2bMwMd6fWyvzIOVNKwcxwd2qtbLHFFkydOpUJEyYYf0cSLTNjUWSSWNREBGZGRDBz5kx23XVXXX/99QwODvJKpJSotdKaNGkSU6ZM4bvf/S7HHnssvV6PlpkhCTNDEvNiZrg7tVZab3jDG7juuuv4wAc+gLvbHAyRxBAzY1FjklgU9Xo9ut0u119/vfbYYw+eeOIJIgJ3JyKYH2aGJHLOlFIYM2YMZ5xxBp/97Ge555572HLLLfmv//ovmqZhiJkhiZdiZkiilXOmlIKZcfjhh/PVr36VMWPG2ByYGS1JDDEzFjUmiUVRRNDae++9dckllzA4OIiZYWZEBC+HuxMRrLzyylx55ZWsscYazJo1i0mTJnH99dczMDBAy8xoSeKl5JwppdDq6+tjcHAQM2ONNdbgnHPOYd1118Xdzd0ZIgkzY1FkkljUlFLIOTNz5kze+9736tFHH6VpGrrdLr1ej/nh7kQEKSVqrbTWW289fvKTn7DssssSEZx55pkcdNBB1FpJKVFKwd2JCOYlpYSZUUphSF9fH5MnT+bAAw8kpWTuzhBJmBmLIpPEokASLTOjFRHceOONmjhxIjNnzqQlCTNDEvPL3YkIWjvvvDNnn30248aNw925++672XjjjXn++efJOVNK4eXIOVNKwcyQRLfb5QMf+ABXX301EyZMMEmYGS1JNE1Dt9tlUWOSGM0igpaZYWZEBO5Or9dj77331uWXX87AwAAtM0MS8yOlREQgiZaZceyxx3LwwQfT19dH65lnnmGDDTbgwQcfpJRCK6VErZWXklKi1oqZIQl3JyJoLbfcclx99dWsvfba5Jyt1+uRc8bdaUnCzFiUmCRGG0mYGa2IwMwwM1qSMDMefPBBrbfeesyYMYNaK2aGJOaXmdGShJkxduxYLrvsMjbffHNSSgzZeeed+dGPfsTAwAAtdycieCnuTkRgZkjC3Ukp0TQNrQMPPJBjjz2WcePGWa0Vd8fMaEUE7s6ixCQx2kiiZWb8b0opnH/++frSl77E7Nmzabk7EcH8MDMk0co5U0phjTXW4NJLL+Vd73oXtVZyzrSmTZvGAQccwIwZM6i18nK4OxFBK+dMKQUzY4UVVuDWW29lpZVWMv5HRNBydxY1JonRSBItM6NVa6WVUuKxxx5jzz331C233MKsWbNomRmSSClRa+WluDsRQavb7dLr9dh///05+uijWXrppZGEmRERPPnkk2y99db8/ve/p5RCRDAvZoYk3B1JSGKImSGJ888/n8985jO4u3U6HRZlJonRSBKScHf+3i9+8QvtvPPOPPHEE5gZLUmYGWZGRDAv7k5EMOTqq69miy22wN0xM+a27777cs455xARSGJeUkrUWmm5OxHB3MyMzTbbjO9+97ussMIK2H+jJQkzY1FikhhtJGFmSKJlZgwZHBzk8MMP11lnncXAwADuTkTQMjMkMT/cnYigNX78eO655x5WXnllJGFm1FpJKdH60Y9+xN57782zzz7Ly2VmmBlDIgIzY/z48Zx++ulMmjQJSebuSEIS7s6ixCQx2tRaSSnRigjcndasWbN4+umn+eQnP6l/+7d/I+dM0zS0zAxJzA8zQxJmRmvVVVflN7/5DUsuuSTuTksSZoYkHn74YbbZZhv+8Ic/YGZEBPOSc6bWiiT+nrsTEWy11VZMmzaNMWPGWEoJSZgZixqTxGjX6/Xodru0/vmf/1lf+cpXGBwcpJRCy8xoSWJ+pZSoteLu7Lvvvhx//PGMGzcOMyMicHdaEUFr8uTJnHTSSQwMDDA3M0MSLTOjJYl5MTOWWmopbr/9dlZddVVSShYRuDuLGpPEaBYRtNydGTNmsPPOO+sXv/gFpRQigpaZIYmXK6XEUkstxbnnnss//uM/4u4MkYSZIYnWXXfdxUc+8hGef/55zAxJuDtmRq0VM6MlifnV7XY55phjOPjgg3F3c3dqraSUWJSYJEaziMDdad1+++3aYosteO6555DEEDNDEvPL3YkIcs6sssoq/OxnP+Otb30rc5OEmRERtNyd973vffzhD3/gf+PumBm1VuYlpUStldaaa67Jz3/+c5ZeemlLKRERuDuLEpPEaBMRuDu1VlJKRARN03DiiSfqxBNPpNfrsSDMDDMjIth22225+OKLGTt2LC0zY4gkJOHutA477DBOP/10XnzxRf6emZFSopTCvOScKaXQ6na7/PSnP+WjH/0o7m5zsKgxSYw2EYG7ExG4O60//elPfOYzn9E999xDKYWWmSGJV8LdkcS3vvUt/umf/olut0utlZQSkjAzWpIwM5qm4d5772W77bbjb3/7G5JwdyQREbTMDEnMi5khiSFf/OIXOeGEE1hiiSXM3VnUmCRGs8HBQfr6+rjyyiu1xx578MILL2BmmBmSkMTL5e5EBG9+85v54Q9/yNprr02n06HWSkqJVq2VlBK1VlJKtAYGBth888255ZZbkEQrpUREIImXw8yQRGu11Vbj/PPP54Mf/CDubixiTBKjkSTMjForTdNwwAEH6Pzzz6eUQsvMkMTczAxJzEvOmVIKO++8M1OmTGHZZZclpYSZMSQicHeapsHdSSkhieOOO44pU6Ywc+ZMWmZGSxItM0MS8+LuSEIS3W6XL3zhCxx99NEstdRSxiLGJDEaRQRmhpnxH//xH/rkJz/JH//4R1JK1Fr5e2ZGSxLzw935zne+w0477cS4ceOotZJSotaKu2NmtCICd6dpGjqdDnfccQc77rgjTz75JLNmzeLvpZSotfJSzAxJmBmSaL397W/nhhtu4J3vfKexiDFJjEalFHLORATf+MY3dNxxx9Hr9ai1Mi+dToemaUgpUWvFzJBEy92JCNydBx54gFVWWQUzoxURuDuSGGJmDCmlUGvlgAMO4Pvf/z4DAwOklKi18nK5OxFBp9OhaRpyzpx99tnssssu9Pf3W6/Xo9vtMjdJmBmjjUliNKq1klJixowZfPzjH9c999xDRCCJ+WFmuDu1VjqdDhFBrZUha621Ftdffz3LLrss/xtJtMyMIRFBRHD55Zfz+c9/npkzZzLE3YkI5peZYWZEBEO23HJLLr30UsaOHWsRQUoJSUQEKSVapRRyzowmJonRptZKSonWLbfcok033ZRaK6UU3J2IYF663S5N0yCJTqdD0zTM7dBDD+WYY46h2+0iCXdHEi0zoyWJlpkxt7/+9a9svPHG/PWvf0USLXcnInB3IoL5kVKi1oq7ExGMHz+e22+/ndVXXx13N/5HRODutGqtpJQYTUwSo00phZwzpRSOOuooffvb32ZgYIBaKyklaq3MS0qJWistdyciaOWcmTBhAhdddBGbbroptVbcHTMjIjAzzIyWJFpmxtwGBwfZY489uPzyy4kIJCGJlrsTEcxLSolaKyklaq24O63Jkyfz5S9/mTFjxlgphZwzrYjAzDAzRhuTxGjUNA0PPvggn/3sZ3XXXXdRa6XT6dA0DfNiZkiilVIiIpCEuxMRbLrpplx44YUsv/zySMLMaEnCzJgfV111FZ///Od59tlnkUStFXcnIpgfnU6HpmlwdyKClruz5pprcvHFF/Pud7+biDB3p1VrpZVSYrQxSYxW3/nOd3TIIYfw/PPPk3OmlML8MDMk0TIzJNHtdun1erROOOEEDjroILrdLpIwMyRhZrwUSbTMjGeffZaJEydy8803IwlJdDodmqZhfpgZkhhiZkhiiSWW4MQTT2Svvfaiv7/fIoKWu9OShJkxmpgkRptSCoODg3zmM5/RNddcgyRyzvR6PdydiGB+uDsRQcvdiQhWXnllpk6dygYbbEDLzIgIWu5ORODu/D1JzM3MOOmkkzjmmGOYPXs2LXcnIphfKSVqraSUkEREkHPm//yf/8P3vvc93vGOd5gkzIzRzCQxGt15553aaqutePrpp6m10urv72dgYID5ZWZIwsyQRM6ZnXbaiW9961sss8wyDKm14u6YGbVWUkrMTRItM2Nuv/71r9luu+146qmnqLUiCTNDEi/FzJCEmSGJIWaGJHLO/OxnP2ODDTagr6/PmEMSpRQ6nQ6jjUlipIkI3J1WKYWcMxFBRJBzpnXggQfq3HPPZfbs2aSUqLXSMjMk8VLMDEm4O62IoJVSYtq0aUycOBEzo2VmvFySMDOeeuopDjzwQC677DJKKZgZklhQ7s7EiROZOnUq7m6dTofRzCQxUpVSyDkTEbTcnaZp6PV6fPSjH9Xvfvc7Sim0UkrUWpkf7k5EMCSlRESw1FJLceedd7LSSithZrTMjJcrInB3JHHFFVewxx57MGvWLCSRUqLWyoJ685vfzF133cWyyy5rTdNgZuSckYSZMZqYJEaqUgo5Z2qtpJRoRQS33HKLtthiC2bPno0kWjlnSim8HDlnSim0UkrssMMOXHDBBXS7XYaYGa9ERODuPPXUU6y11lo8+uijtNydiGA4TJs2je22245Op2PuTtM0dDodRhuTxEgjCUm4O3NrmoaIYP/999cFF1xA0zS0Op0OTdPwcuWcKaVgZvT393PFFVfw8Y9/nE6nQ8vMeKWapiGlRGvSpElcfvnl1FqJCBZUSomIYLPNNuPcc89lxRVXZA7r9Xp0u11GG5PESBQRuDstSUQEKSV+/etfa+edd+Zvf/sbTdPQMjMk8XLknCml0Op2u6y00krcdNNN/MM//ANDzIxXqtZKSonWL37xCz796U/zzDPPIAlJLAgzQxJveMMb+P73v8/mm29OSslyzpRSyDkzmpgkRiJJRAQpJWqttFJKHHbYYTrjjDOYOXMmZoa7U2vF3YkI3J2I4KW4OxGBuxMRtPbZZx/OOOMMJJFSYrjUWun1emywwQbcc889mBmSGA5mxmc/+1nOPPNMxo8fb8xRSiHnzGhikhiJJFFrJefMkCeeeIJtttlG99xzD4ODg7RyzpRSyDlTa8XMiAheirsTEeScKaWw/PLLc+GFF7LpppvS6/XodrsMl6ZpyDlz0EEHce655zJr1iwWlJlhZkQEyy+/PD/84Q9Zf/31iQhzd0Ybk8RIJAkzIyJwdyKCq6++WnvttRfPPvss/f39DAwM0EopUWvFzJDEvLg7ZkatFXfnU5/6FGeeeSbjx4+nr6+P4VBrJaVEKyL45S9/yX777cf999/PcDAzJJFS4vDDD+eQQw5h7Nix5u6MNiaJkajWSkqJVtM0dDoddt99d02dOpWIYEGllKi10ul0uOKKK9h8883p6+tDEmbGgpCEmdE0DTlnzIwZM2Zw2GGHccEFFzA4OEjLzGhJwsxoSWJ+uTsRwTvf+U5uvvlmlltuOZOEmTE3SbTMjJHIJDFSSWLIjBkzWHvttfXoo49SSmFBuTsRwTLLLMPvfvc73va2t1FKIefMgpKEmRERuDtDpk+fzg477MDAwACSaJkZLUnMr5wzpRTcHUmMHTuWyy67jI9+9KP09/cbo4xJYiSShJnRqrVy7bXXatttt8XdKaUwHMyMiRMncskll9DpdGhFBO7OgpCEmTGk1kpKiRdeeIG1116bP//5z5gZkmillKi10jIzJPFSzAxJmBktSeyzzz4ce+yxTJgwwXgJkjAzRhKTxEgjiYggpUStlRdeeIEvfvGLuvrqq3nxxRcZDiklut0u06ZNY4sttsDMyDlTSiHnzIKotZJSolVrJaVEr9ej2+2y//77c/bZZxMRRAStlBK1VlpmhiTmJaVErZUhq622GlOnTmWdddYhpWT8/4gI3J2RxCQx0jRNQ6fTQRKtO++8U9tssw1PP/00pRSGQ6fTYc011+Sqq65ihRVWoFVrJaXEgooI3J1WRODulFJwd26//Xa23357nn76acyMWispJWqtvBwpJWqttNwdM+Owww7jiCOOoNvtGv9DEi0zoyUJM2MkMUmMRJIwM1rHH3+8jj32WAYHBxlOxxxzDIcccghjxoxhuPV6PbrdLi1JmBmtmTNn8olPfIJf/epXDDEzhkhiXlJK1FpppZSotdJae+21+clPfsLyyy+Puxv/QxJmRksSZsZIYpIYiXq9Ht1ulyeeeIJPfepTuuOOOyilEBFIYkGklHjzm9/MpZdeyvvf/35SSrTMjFIKOWcWVK2VlBKtUgo5Z1oRwQknnMBJJ53EzJkzGWJmtCQxL+5ORNBKKVFrJaVEt9vl1FNPZbfddqPb7Zq705KEmTFSmSRGmlorKSUkccUVV+iAAw7g8ccfZzhNmjSJk08+mWWWWYaUEhFBRJBzZkE1TUOn0yEicHdaEYG70/rNb37DLrvswl//+leapuGV6O/vZ2BggFZKiVorrQ9/+MP89Kc/pb+/3zqdDi1JmBkjlUliJJKEmbHNNtvommuuodaKmSGJ+ZFSotZKzplSCq2cM6UU3J0LLriAT3/603Q6HZqmodPp0IoI3J1X0wsvvMBXvvIVzjvvPJqmIaVErZWWmSGJl8vMaJkZv/rVr3j/+99PztlqraSUaNVaSSkx0pgkRpqIwN157LHH9OEPf5g///nPpJSICCTxcuWcqbUiiZQSyy+/PDfccAOrrroqnU6HVkTg7kjCzHi1/fCHP2T33Xdn9uzZlFLIOVNK4ZUyM4YcddRRHHzwwYwbN86YS0RgZpgZI4lJYqT63ve+p/3335/Zs2czJKVErZX5YWZIIudMKYWWmbHnnnty7rnnIomUEq2IwN1ZWB5//HE+8pGP8O///u9EBJ1Oh6ZpeKXMjCFrrbUWl1xyCauttprNQSsicHciAndnJDFJjDSSeOGFF9h222112223UWul1krLzJDEvKSUqLWSUqLWSmvs2LG4O9OnT2ejjTbCzGhFBO5ORODuvNpqrZgZ+++/P2effTbuTimFBWVmtPr7+zn99NPZfffdsTncnYjA3RmJTBIj0a9//WttuummzJw5E0nknGmVUpgf7k5EkHOmlEIrpcQHP/hBbrjhBnLO9PX1ERGYGWZGRODuLCw333wzO+64I08++SSSGA5mhiS22WYbzj//fCZMmGDMIYmWmTHSmCRGouOOO06TJ0+maRpaKSVqrZgZkngpZoYkhpgZLUkcc8wxHHroofT19dFqmoZOp0OtlZQSC9PMmTPZYYcduO6663B3IoLhstxyy3HRRRfxsY99jDmMOZqmodPpMNKYJEaaP//5z+y+++6644476PV6pJSotdJKKVFr5aWklKi1Mjcz4y1veQvTpk1j7bXXZuzYsUhCEu5OrZWUEgtDKYWcM5I466yzOPLII3nuuedoSWI45JyZNGkSJ598MhMmTDDmKKWQc2akMUmMNOedd54OPvhgnnvuOSTRcnfcnVIKL0dfXx+Dg4OklNhxxx0544wzmDBhArVWzAx3RxJmRkTg7iwstVbuv/9+9thjD+68807cnYhgOLg7Sy+9NDfffDOrrbYaOWeLCNydkcYksbBJwswYIomIIKXEwMAAn/jEJ/Sb3/yG2bNnY2ZIIqVErRUzQxLzYmZIouXuSOKKK65giy22oL+/n9dSKYWcM71eD3fnwAMP5Oyzz6ZVa2VB5ZyptSKJKVOmsN9++9Hf32/MERG4OyOJSeK1UEohpUQrIkgp0br33nu16aab8vjjj9NKKVFrxd2JCOaHuxMRpJQwM0opvOUtb+GWW25hxRVXJKXEay0icHdaV199NZ/+9KcppVBrJSIYDjlnNtxwQ6ZNm8ab3vQm63Q6RATuzkhikngtRATuTkRgZpgZtVbOPPNMHXLIITRNQ0qJWistM0MSZoYkXoqZYWZEBEP2228/Tj75ZPr6+hgJmqah0+nQeuaZZ9h444257777kMSCMjMk0dfXR62Va6+9lo997GNIMndnpDFJLGwRgbvTkoSZERE89dRT7LrrrrrppptomgYzo9ZKK6VErRUzQxLzklKi1kqrr6+Pm266iTXXXJP+/n5GiohAEu7OkUceycknn0yv12NBuTutiKB10EEHcfzxx5NSspwzI41JYmGrtZJSotZKSglJmBnTp0/X7rvvztNPP83ccs5IotbKy9HpdKi1svLKK3PnnXfyhje8ATPjtVZrJaVErZWUEpK499572XbbbfnLX/6CJIZLt9vlHe94B1OnTmXdddel1mopJUYSk8RrodZKK6VE0zSklNh///117rnnUkphiJlhZkQELTNDEvNiZrTMjAMPPJCjjjqK8ePHExG4O68lSZgZQyRRa2XixIn85Cc/QRLDwd2JCMyMI444gsmTJ1NrtZQSI4lJ4rVQSiHnTCsiuOuuu7TbbrvxwAMPIAkzo9bK3MyMliTmpdvt0uv1WGWVVbjoootYa6216HQ6mBlmxmut1kpKiVatlZQSZ5xxBocffjgvvPACC8LdiQhyzpRSaL3vfe/jqquuYsUVVzR3ZyQxSSxsEYGZYWYMDg7S19fHqaeeqq997Ws0TYMk5mZmpJQwM5qmYX6YGa3dd9+dKVOmsMwyy9A0DZ1Oh5FCEmZGKYWcM/fccw877rgjf/zjH1lQZoYk3B0zo9bKj3/8Y7bYYgs6nY4xgpgkFrZaKyklWrVWmqbhk5/8pG6++WZaEcGCMjMkcd1117HJJpvQ19dHq9ZKSonXWq/Xo9vtIgkzozVz5kwOP/xwvvOd7zAwMMAQdycicHckIYmXYmZIYoi7ExFst912nHfeeSy11FJWSiHnzNwiAjPDzFiYTBKvhVIKKSXMjN/97nfacsstefzxxxkOKSVqray44orcdNNNrLTSSpRSyDkzUkQE7k6tlZQSQ6677jp23HFHXnzxRSQhCXcnIng5zIyWJFpmxpve9Cauv/56Vl99dfr6+qxpGjqdDhGBu/NaMUm8ViTRNA1HH320vvGNb+Du1FpZUO5ORLDvvvvyzW9+k76+PmqtpJSICNydkaLWSkqJiMDdeeGFF9hkk034wx/+QCkFSbg7rYjAzJDEvLg7EcGQlBK1Vk455RT22Wcf+vv7rZRCzhlJmBmvFZPEwhYRuDsRwUMPPcRWW22lP/3pT5RSGC7jxo3j2muvZcMNNySlxEglCTOj1TQNnU6Hk046iWOOOYbZs2fTSikREUjC3YkIXo6UErVWzIwNN9yQqVOnssIKK9DX12f8HUmYGQuTSeK1Iokf/EB50TAAACAASURBVOAH2nPPPWmahlornU6HpmlYUOuttx7XXXcdSy+9NK2IoNZKp9NhJIgI3J25SUISDz30EBtssAFPPvkkZoa7U2tlfrk7EcGQlBK1VrrdLq3TTjuNvfbai263a7VW3B0zQxJmxsJmkljYJNEaHBxkr7320pVXXsng4CAtM0MSC6Kvr4+jjz6agw46iE6ngyTMjJFEEmZGq9fr0e12aUUEZsZGG23EbbfdhiTMDEmYGZKYX2aGJNwdSUiitckmmzB9+nTGjh1rkpCEu1NrJaXEwmaSWNgiAnfnlltu0aRJk3jkkUeICHLONE3Dgnrve9/LxRdfzBprrIEkaq3knGmVUsg5M1JIotZKK+eMJMyMKVOmcOqpp/LEE08wxMyQxPxyd1oRQc6ZUgrdbpexY8dy5ZVXstFGG9HpdEwSLTNDEmbGwmSSeC3UWjnyyCN16qmnMjg4iJnRksSC2mWXXTjrrLNYcsklKaWQc0YSknB3RoqIwN1plVLIOTPk/vvvZ9ddd+Xuu++mlIK7ExHMDzNDEmZGSxKtbrdLr9ejtd9++3H88cczfvx4iwgkkVIiInB3FiaTxKuh1kpKiVorKSWGSMLMKKWw/vrr67e//S05Z0optFJK1FqZH+5ORNBydyICM+Piiy9m6623ZokllmDI4OAgfX19SMLMGMkigsHBQU499VSOO+44BgYGMDNakhgOb33rW7nmmmt417veRafTMeZomoacM2bGwmSSeDVEBO5OKyKotdLpdBhy4403as899+Thhx/mlUgpUWul1el0aJoGM2P11Vfnsssu4z3veQ8tSZgZEYG7ExG4O6PBrbfeypZbbsnMmTOJCFJK1FpZUO5OzpnTTjuNvfbai5yzRQQ5Z14LJonhFhG4O5IwM2qttFJKRAS9Xo8vfelLuvDCCxkcHKSVUqLWysuRc6aUgpkhCXfna1/7GkcccQT9/f1EBJJIKTEazZ49m4022ojf//73NE3DcDEzJLHtttty4YUXsuSSS1ophU6nQ0Tg7ixMJonh1jQNnU6HIZIwM1qlFO677z7ttNNOPPDAA7TcnZYkWpKYHzlnaq1IIufMEksswc9+9jPWXXddIgIzo+XuSEIS7s5oUGslpcQJJ5zA8ccfz+DgILVW3J2IYDisuOKKnH/++WyyySbYf6PWSkqJhckkMdwiAnenVWslpUSr1kpKiVNPPVVHHnkks2bNouXuRATuTkQwL91ul16vxxB3J6XE+uuvz/Tp0xk/fjwRgbvTkoSZUWslpcRo8sADD7DZZpvxyCOPEBGklKi1sqBSSrR23XVXzjrrLPr7+61pGjqdDgubSeLVIAkzIyJwd0op5JyZNWsWO+ywg66//nokIQkzIyIwMyQxP9ydiKBlZkhi8uTJHHrooXS7XYZIwsxoSUIS7s5IFhG4O62IYLvttmP69OlIIiJYUO5ORNBaccUV+eUvf8lKK61ErdVyzixsJolXgyQk4e60aq2klLjhhhu099578+ijj2Jm1FpxdyKClrsTEcxLSglJSEISq6yyChdddBHrrLMOOWfMjForrZQSQyRhZoxktVZSSgy58MILOfzww3nssccYTiklzIxTTjmFvffem/7+fpuDhc0kMdwkYWZIwsxoRQRmxn777afzzjuPgYEBhpgZ7k6tFXcnIngpOWdKKbRSStRa2WOPPTjzzDPpdDq4O+6OJMyMVq0VM8PdGQ0iAnen9dhjj7Hjjjty2223kXOmaRoWVKfToWkaWuuvvz4/+tGPeNOb3mRz4O4sTCaJ4VZrJaWEJMyMVq2VGTNm8KEPfUgPPPAAC8LMkERKiVor7s4VV1zBJz7xCcaMGcOioNZKSomIQBJHHHEEU6ZMoRURLIicM6UUhowZM4azzjqL3XbbjTlsDiICd2eIJGqt5JwZbiaJV0NEIImUEq2I4LLLLtO+++7Ls88+y4IyMyRhZqy55pr84Ac/YLXVVmNwcJBut8toZmZIwswYct1117HTTjvx/PPPM1zMDEm0Pve5z3HKKacwbtw4m4OIYIi782oySbwaJNEyM1ovvvgikyZN0lVXXUVEsKBSStRayTnz8Y9/nFNOOYV3vOMd1FoZHBxkNKu1klKiZWZ0Oh3uvfdett9+ex599FGGQ86ZUgpDVl11VaZNm8Zaa61FSsmYiyTMjFZE4O4MJ5PEcJOEmdGShJlx9913a6uttuI///M/iQgWlJkhidZyyy3HBhtsQH9/Pyklaq2MZu5OSomBgQE6nQ7jxo3jySef5Nprr2VwcJDhkFKi1sqQlBJHHXUUhx56KDlnc3eGRASSSCkREbg7w8kk8WqqtZJSYsqUKTrqqKNomoZaK8PBzBjS19dHr9cjIljUpJSotWJmuDu1VhaEuxMRDHF3IoJ1112Xa6+9lje+8Y02B6UUcs60aq2klHg1mCReDQMDA/T39yOJGTNmsMMOO+jWW2+l1+uxoLrdLk3TYGZEBEPcnYhgtHN3JJFzxt0ZHBwk50wpheFgZkjC3YkIWjlnWj/96U/ZfPPNmcOapiGlhLszRBJmxnAySbwaaq2klGhdeuml+tKXvsSMGTPo9XoMBzNDEmaGJFruTkSwKOrr62NwcJCUErVWhltKiVorkyZN4qSTTmK55ZYz5pCEmSEJM0MSZsZwMkkMt1IKOWciAndnl1120eWXX06tlYhgOHS7XXq9Hq1Op0PTNLTcnYhgtEspUWvF3ck50+v1aJkZkhgu7k5EMGTppZfmqquuYr311qOvr88iAnenlELOmVeDSeLVIImI4Omnn9b73/9+HnnkESTxupHvwAMP5Oijj2bJJZc05pCEmdHr9eh2uww3k8RwK6WQc6Z1+umn64gjjmDWrFnUWnF3IoLXjVzrrLMOU6dO5d3vfrc1TUO322VI0zR0Oh2Gk0liuEnCzCilsPHGG+u2224jpUStldeNfH19fZxzzjnstNNO9Pf3myRaZoYkzIzhZJJ4tdx1113afPPNeeqpp3B3JCGJ141sZsb222/Pd7/7XZZaaimrteLuNE1Dt9tluJkkhpskaq0cf/zxOumkk5g9ezZmhiTMDEm8buQyM5ZZZhmuu+461lxzTXLOFhG4O68Gk8Rwk8RDDz3EpEmTdPvtt2NmSEISOWdKKbxu5HJ3IoKDDz6YyZMnM2bMGON/RATuznAySbwavv3tb+vYY4/lmWeewcyQRMvMkMTrRq6cM6UU3va2tzF9+nRWX3113N16vR7dbpfhZpJ4NWy88ca69dZbMTNqrbT6+voYHBzkdSNfSolaK2eddRZ77703nU7HJGFmDDeTxCsREbg7rVorKSVapRT+9re/af311+eJJ57A3YkIWp1Oh6ZpmBczQxIpJWqtuDsRQc6ZUgqLu5QSEUFLEmaGJFJK1FpZUGaGJHLOfOhDH+LCCy9kxRVXNOaICNyd4WSSeCVqraSUaEnCzCilkHPmm9/8pr7+9a8ze/Zs3J2IoOXuRATzknOmlMIQM0MSr/u/dTodSim4O51Oh1IKpRSGi5nxxje+kXPPPZfNN9+cvr4+mwMzYziZJF6JUgo5Z+bWNA0DAwNsvPHGuuuuu3B3JCGJIe5ORDAvZoaZYWa4O7VWIoKUErVWFmedToemaXB3IoJXg5nRksTnP/95TjvtNDqdjuWcGW4miVeilELOmZYkzIzWv/zLv2jrrbfmxRdfpGVmSMLdiQjmV7fbpdZKrZW5mRmSeN1/MzNSSkQE7k5EEBEsKDOjJYnVVluNn//85yy//PLknI1hZpJ4JSTRMjMigpaZcdBBB+nss89mcHAQSaSUqLViZpgZEcH8cncigjFjxjAwMEBKiYggIljcdTodSilIIudMKYWcM6UUhlNKidZpp53GF7/4RSLCcs4MJ5PEgpKEJO677z7tuuuu/Ou//itN09DKOVNKoeXuRATz4u5EBDlnaq1IojVhwgT6+/sxMxZ37k5EYGa4Ow8//DCtvr4+BgcHGQ5mhiRa66yzDjfeeCNLLbUUcxjDyP6/9uAFxs6q7Pvw777XevYMPQRpoCAKmBpiUCFgAokIVpREoUQEKpJWRI42YEGBKkENGC1qLfriIQgIBLCFlkrwABYICEERIgkSRakEBPGMqLTOae+17v87T75vkn4N0k5niH5xX5ckpkISZkatlS984QtasWIFL7zwApszMySxrVJK1FrZ3BFHHMGCBQvYddddGRkZ4b9dRJBSYocddmDjxo3cd999rF27lm63S62V6WBmSCKlREqJm266iXe/+92klIxpZJKYLElIwt3p9Xo0TUMphSOPPFL33nsvvV6PnDOtUgopJVq1VraVuxMRmBk77rgjX/ziFznxxBMZGBig1+vRB7VWOp0OEcGvfvUrTjnlFB5++GGmyt2JCFo5Z0op5JxZtGgRK1euZJdddjGmkUlie0nCzGg9+OCDWrhwIX/4wx+QxFQNDAwwNjZG621vexvXX389e+yxBxFh7s5/u1IKOWe63S6dTgeNO+2001i9ejWjo6NMMDMk0TIzJDEZOWdKKZgZc+fOZfXq1RxyyCF0Oh2LCNydliQkYWaYGZNhktgeEYGZ0SqlcPHFF2vFihXUWpHEVKSUqLUy4eKLL2bZsmXMmDGDcUbf/0MSZsb3vvc9nXLKKfz1r3/FzJDE5nLO1FqRxNaYGZIwMyTRyjlz/vnnc/HFF5NztpQSkpCEu7O9TBJT9bvf/Y4jjjhCv/jFL8g5U0phKtydiMDd2Wmnnfjud7/LwQcfTCnFcs70/R+1VlJK9Ho9mqZh48aNOvbYY/nhD39IRODuRAQTUkpEBJKYDDNDEq0DDjiAO+64gzlz5lhKiVZE4O5sL5PEVEji29/+tk488US63S6tiGCqzAx358gjj+Tqq69ml112oZRiOWf+20UE7k5LEpJwd0opXHPNNTr33HMZGhoi50wphalyd8yMiGDmzJnceOONLFiwAEnm7kyICNydyTJJTFZEIImUEi+88AJLly7VDTfcQM6ZUgrT6corr+T9738/AwMD5u70QSmFlBJmhiTMjFa32+X555/XYYcdxoYNG3B3JNGSxLYyMySxpZQStVYWL17MlVdeSafTsZwzrYjA3ZGEmTEZJontERG4Ow899JAWL17Mk08+yXRJKVFrZccdd+SBBx5g7733pmkaY1xE4O70QUTg7kjCzJhw0kkn6aabbqLb7dIyMySxPdydiKDl7kQEu+66K7fffjtvetObGGeSaJkZEYG7Mxkmie0VEVxyySX6/Oc/z9DQEC13JyKYCncnIjjmmGO49tprmT17Nu5ukmiZGX1QayWlRK2VlBItSaxbt07Lli3jmWeeYapSSkQEkmillJDEhRdeyAUXXMDMmTONzUjCzJgMk8RklVLIOTM8PMzRRx+te++9l1IKZoYkpsPs2bO59NJL+eAHP0jO2cZRSiHnzH87SZgZLUmYGa1SCjln/vjHP+rYY4/l4YcfppSCuxMRmBmS2Bozw8yICCa4OxGBmWFmvPGNb+SWW25hr732IudsjCulkHNmskwS2yIiMDPMjAk/+MEPdMIJJzA8PEwphZaZIYmXYmZIouXuRATuTkRgZpgZb3zjG7n11lvZY489cHcbhyTcnb6XVmvl05/+tFauXMno6ChmRkQwnWbPns0nP/lJzjnnHAYGBkwSZkatlZQSk2GSeDGSaJkZWyqlUGvltNNO0y233MLw8DAtd0cSkngpZoYkJpgZZkZE4O5EBEuWLGH58uXMmTPH6Ju0O+64QyeffDLPPfccpRRaOWdKKUyVuxMRHHzwwdx99910Oh1zd7rdLp1Oh8kySbwYSbTMjC1J4umnn9ZBBx3EP/7xD0optNydiGBrzAx3p9ZKy92JCCbssMMOrF69mgULFtA0jUUE7k4rInB3+l7aCy+8oNNPP53vfOc7dLtdWu5ORDAd3B1354EHHmC//fZjYGDAJGFmTJZJYltIYoKZcf3112vJkiWMjIzQSilRa2VbuTuSkMSEnDOlFA466CDWrl3Lq1/9alJKJgkzQxItM6PvX6u1klLi+9//vhYtWsSmTZtIKVFrZbp0Oh263S7nnnsun/3sZ2maxnLORATuzmSYJLYmImi5O62///3vnHrqqbrzzjsZGhqi5e5IQhLbysxIKVFKwcxomoZut8vy5cs599xz6XQ6xjh3RxItM6PvpZVSyDnzz3/+UwceeCCPP/44KSVqrZgZkpgOZsa8efO477772Hnnna3T6WBmTJZJYkuSMDMmSMLMmHDXXXfp5JNP5ve//z0pJWqttNydiGBrUkrUWmnlnCmlYGZIYubMmdx///3sv//+jDPGmRkRgZlhZvRtG0mccsopuv7664kI3J2IYLqtXbuWhQsXUmu1nDOTZZJ4KZIwM1qSqLVy/vnn64orrmB0dJSmaSilIAkzQxJbY2aYGRGBuxMRTDjssMO49dZbmT17NuOMcWZGRODuSMLM6HtpkogIvvvd7+qcc87h2WefxcyQxHRIKVFrpXXcccfxP//zP7zqVa/CxjFJJol/JSJouTutXq/H6Ogo8+fP189//nMigojA3ZFESxLbomkaer0e7k5E0BocHOTjH/84F1xwAQMDAzaOVkTg7vRtG0nUWsk589e//lULFy7koYceYnR0lJQStVamQ0qJiOAVr3gFV199NQsWLKDT6RiTZJJ4MbVWUkpsLiJYtWqVzjzzTEZHRyml0DIzJNFydyKCl5JSotZKy91pRQSvfOUrue222zjggAMYZ/Rtl4jA3WnVWrn88st13nnn0e12MTMkMVVmhiRaKSUWLFjAt771LWbOnGmSSCkhCTOj1+vRNA2tWispJTZnkthSrZWUEpKotZJzZnR0lMHBQRYuXKjbbruNbrdLRNAyMyTRMjMksTU5Z0opuDsRQeuEE07gq1/9KjvvvDPjjL4p6fV6NE3Do48+quOPP56nnnqKiCAimCp3JyIwMySx++67c8cdd/CGN7yBcca4Wis5ZyZEBGaGmbE5k8SWIgJ3pyUJM6PWysaNG/W6172O559/noigZWa0JNEyMySxNSklaq24OxHB4OAgl19+Oe9///vJORt92y0icHciAnen1+vpIx/5CN/85jfpdrtMJ3cnImitXLmSD3/4wwwMDBjjJCEJd6dVSiHnzJZMEi+m1kpKiVav16NpGm644QYtWbKE4eFhJpgZLUm0zAxJvBQzQxLujrtTa2X//ffnuuuuY5999iHnbPRtt4jA3WlFBK27775bxxxzDENDQ5gZkpgKdyciaLk7ZsaBBx7I7bffzk477WQRgbsjCUm4O/+KSeLFlFLIOdOqtfL8889r8eLF/OhHP2J0dJSWmdGSxAQzQxIvxcyQRM4ZSdRaufDCC1m2bBmveMUrjL4pGxsbY2BggFYphU2bNmn+/Pk8/vjjlFJoSWJ7pZSQRETQSinR6XS4++67OfDAA6m12sDAAK2IwN1plVLIObM5k8SWSinknGnVWkkpccstt+j000/nb3/7G2bGBElszsyQxNbknKm1IonWXXfdxSGHHMLg4KDRN2URgbvTqrWSUuJjH/uYvvSlLxERTJDEZLk7EYGZ0ZJEy8w4++yzWb58OTNmzLBaKzlnaq2klGhJwszYnEliS6UUcs5Iwszo9XqcccYZWrNmDSMjI5gZLUlsr5wzpRRa++yzD+vXr2e33Xaj0+kYfdMmImi5Oz/+8Y914okn8vTTTzNBEpPl7kQEE3LO1Fpp7bnnnlx33XXMnz+fWqullCilkHMmInB3tmSSeDGSiAhSSvz2t7/l8MMP1zPPPEO322VLZkZLEtvC3YkIzIycM6eddhorV65kxowZRt+06PV6pJRwd1qSGBoa0qmnnsq6deuQREsS2yOlhCQiAjPD3am10ul0+OhHP8qnPvUpZs6caYyThJnR6/VomoYtmST+lVIKOWeuuOIKLVu2jKGhISKCqTIzJNGaO3cua9as4S1veQtN01gphZwzfVMXEbg7E0oprF27VkuWLGHTpk3knGmVUkgpUWtlOuyzzz7cc8897LLLLpZSYnMRgbuzOZPEi6m1IomcM+95z3u0fv16xsbGmC4pJSTx+te/njvvvJNdd92ViLCcM31TIwkzY0KtFXfHzHjkkUe0aNEinnzySXq9HmZGSxItM0MSUzFz5ky+8pWvcMIJJzBjxgxjXK2VlBIvxiTxUn75y1/qHe94B8899xy1VtydiGA6pJT48Ic/zBe/+EVyzjaOvukREbg7rVorZoa7MzQ0xAUXXKCrrrqKsbExWmaGJNydiGA6vOtd7+Lb3/42g4OD5u5Iwsx4MSaJLUnCzGgtX75cl1xyCcPDw7g7EcF0MDPmzp3LmjVrePOb30yn0zHGScLM6JuaiMDdeTH33XefjjzySCKC0dFRJqSUqLUyVe7OjjvuyE9/+lP23HNPmqYxxknCzNiSSeLF9Ho9/vjHP3LSSSfpvvvuQxIzZsxgeHiYqXJ3IoJFixZx2WWXsfPOOzPOut0unU6HvukjCTOjVUohpcTw8LDmz5/Po48+SimFVkqJWivTaeXKlZx11lk0TWMpJf4Vk8S/cu211+qCCy7gL3/5C+5ORODuRART4e5EBLfeeivvfOc7GRwcNElMMDP6tl9E4O60JBERpJSotZJSQhKf+9zndNFFF1FKwd1xd0op5JwppTBVOWf2339/1q5dy2te8xoiwlJKSMLM2JxJYksRQa2VE044Qbfeeistd6eUQqfTodvtMhVmxi677MIjjzzCbrvtxjiTREqJWispJfq2X62VlBKSMDMiAndHEmZGRPDLX/5Sxx9/PBs2bEAS7k6tlZQStVamqmkacs6sXLmSU089laZpzN2RhJmxOZPEi9mwYYOOPPJInnrqKcwMSTRNQ6/XY6rMjPe9731cddVVzJo1i3EWEZgZZkbf9Oj1ejRNwwRJtMyMXq+nk046iZtvvplSCu5OKyKYqpQStVZSSrz97W9n9erV7LzzzsY4SZgZmzNJSMLMkMSEz3zmM1q5ciWbNm3CzGhJYls1TUOv1yOlRK2VlrsTEcyYMYM1a9Zw+OGHMzAwYOOICMwMM6Pv5dftdrnpppu0dOlSNm7ciJkhCXcnIpiqnDOSGBwcZNWqVRx99NGMM0mYGZszSUQE7k5E4O4MDQ3xrne9Sw888ACSkERKiYigJYnJ6HQ6dLtdWk3TsO+++3LzzTczb948xpkkzIxWrZWUEn0vn4jA3dmwYYNOOeUUHnzwQSKCgYEBxsbGmA5mhiRaH/rQh7j00ktpmsY6nQ5bMkm0JGFmtH7yk5/o8MMPZ3h4mJwzpRRaZkZLEtvCzJBEzplSChPOOussLrvsMlJKJglJuDutiMDd6Xv5RATuTq2VL3/5y/rkJz/J2NgYOWdKKUyVuxMRmBmS2GuvvbjnnnvYc889LefMlkwSrYjA3RkaGuJTn/qUvv71r9PtdnF3Ukr0ej22lbvTigg2Nzg4SERwww03cPzxx1NKMXfH3YkIWu5O38tLEmZGrZUnnnhCBx98MBs3bqTWirsTEUyFmSEJd6cVEdx44428733vIyIspcTmLCJoScLd2bBhA0cddZSeffZZxsbGaHU6HbrdLi0zQxJbY2ZIwsyQREoJSRx66KFcd9117L777jRNY5IwMyICM8PM6Ht5lVLIOVNKISL09re/nYcffpixsTGmk5lhZkQECxcu5Bvf+AazZ8+2TqfD5qzWirvTksS6dev0wQ9+kOHhYVJK1FppNU1Dr9fD3YkItkXOmVIK7k4rIvjyl7/MWWedhSTrdDpIomVmtGqtpJToe3nVWkkp0brsssv0iU98gqGhIaaLuxMRTJg7dy6rVq3i8MMPZ5yxGYsIzIzWn//8Zy688ELdeOONjIyMkHOmlEIr50wphclIKVFrxd2JCGbNmsW9997LAQccQERYzplWRODutCICd6fv5dXr9WiahtYzzzyjo446iscee4yWJKbK3YkI3J2IIOfMGWecwYoVK5g5c6axGZOEJEopPPLII3rve9/L7373OyTRkoS7ExG4OxHB1rg7EUHLzJBE65BDDmHdunXMnTsXG1dKIedMq5RCSgkzo+/lFRG4OxFBy921ePFi1q1bR7fbZTqllKi10jQNr3zlK/n+97/Pvvvuyzjj/zJJ1FpJKbF06VJdddVVjI2NMVXuTkSQUqLWSqfT4Wtf+xonnngig4ODRt+/TSmFnDMRQbfbZXBwkLVr1+rMM8/khRdeoJTClgYGBhgbG2N7mBmSyDlz0UUXsWzZMgYGBiwicHeslEJKieeff563vvWt+vWvf00phakwMyTRSikREcyZM4cHH3yQefPm4e5G37+NJFqScHdav/nNb3TmmWeyfv163B0zo9bKlnLOlFLYGncnImillDAzSinst99+rF+/njlz5tjAwAClFEwSkrjjjjt0zDHHMDY2hiSmKudMKYVWSon58+dz++23MzAwwDij798qInB3WqUU3F3XXnstS5cuZWRkBHcnIjAzJDHB3YkItibnTCmFzZkZkrjzzjs59NBDGRwctIjAIoKRkRHOO+88XXfddYyMjDAdmqah1+vRmjFjBitWrOADH/gAs2fPNvr+Y0iiVWvlT3/6kw499FCefvpp3J2IwMxwd2qtbCszQxJmhpkREbQGBwcZHR3l7LPPZvny5XQ6Het0Oli32+Xpp59mwYIFeuKJJ5gOTdPQ6/UwM3LO7LfffqxevZp58+aRczb6/u0k0YoIUkrUWkkp6eijj2b9+vWUUogINpdSotbK1uScKaUwodPp0O12cXcigte+9rXcfPPN7LvvvuSczWqtXHPNNTrnnHMYHh7G3YkIpsLdiQgmfPazn+Wcc85h1qxZRt9/hFIKOWckYWZMuP7667V06VI2btyIu9OKCFopJWqtbI2ZIYmcM6UUUkpIIiJouTsrL4FDwwAAAfFJREFUVqzgvPPOY5zZ73//e5YsWaIf/OAHSEISEcFUpZSotbLDDjtw//33s++++5JSspQSff9ZxsbG6HQ6mBl//vOfddRRR/Hwww/TcnciAjNDEtvKzMg50+v12FxKiYjgrW99K1dddRV77703dtttt+n000/nD3/4A9PFzJBE6/Wvfz333HMPu+66K+MsInB3+v59JGFmlFLIOdOShJkhiaVLl+qGG25g48aNTEgpUWtlstydiKDl7kQEZkan0+Gb3/wmixcvxo477jitX7+ekZERIoKmaej1ekyXc889l0suuYSUkuWc6fvPd9ddd+n000/nmWeeIaVErRV3JyKYDu5ORDB//nxuueUWbO+999YTTzxBa/bs2WzatImmaZgKM6PX6zFv3jxWrVrFG97wBmbNmmWMq7WSUqLvP9ff//53nX/++axZs4ahoSHMjFmzZtHtdpGEJKYiIjAzOp0OP/vZz7BVq1bpn//8J7VW3J2cM7VWpkoSc+bM4dhjjyUiaJrGGCcJM6PvP9tjjz2mhx56iForEUGr1krTNEhiKnq9HpLodDosWrQI07hut0un02FoaIjBwUEigqmQRKfTodXr9Wiaxuj7/0av16NpGkZHR+l0OnJ3er0ekkgpERFMRdM0jIyMsMMOOzA6Osr/AkOsXrZhYdsoAAAAAElFTkSuQmCC","scaled_width":20.71,"scaled_height":22.38,"exact_perimeter":85.62,"approximate_perimeter":80.34,"convex_hull_perimeter":71.63,"perimeter_pixels":665.73,"approximation_points":8,"original_contour_points":346,"shape_analysis":{"perimeter_to_area_ratio":0.4469,"compactness":0.3284,"aspect_ratio":1.08}}]},"timestamp":"2026-02-26 06:13:31"} 
[2026-02-26 06:13:31] local.INFO: Nested area calculated {"data":{"nestedArea":2182.271},"timestamp":"2026-02-26 06:13:31"} 
[2026-02-26 06:13:32] local.INFO: Mapped objects from Image-to-Text API {"data":{"objects_count":7,"objects":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92,"perimeter":83.47,"area":104.81,"image":"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"},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92,"perimeter":80.27,"area":164.2,"image":"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"},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97,"perimeter":61.57,"area":78.86,"image":"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"},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75,"perimeter":79.1,"area":107.84,"image":"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"},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28,"perimeter":73.09,"area":226.98,"image":"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"},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15,"perimeter":72.57,"area":225.14,"image":"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"},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71,"perimeter":85.62,"area":191.58,"image":"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"}]},"timestamp":"2026-02-26 06:13:32"} 
[2026-02-26 06:13:32] local.INFO: Number of letters detected {"data":{"noOfLetters":7},"timestamp":"2026-02-26 06:13:32"} 
[2026-02-26 06:13:32] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":535.69,"perimeter_in_feet":44.64},"timestamp":"2026-02-26 06:13:32"} 
[2026-02-26 06:13:32] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[104.81,164.2,78.86,107.84,226.98,225.14,191.58],"actualFilledAreaSum":1099.41},"timestamp":"2026-02-26 06:13:32"} 
[2026-02-26 06:13:32] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":7.63},"timestamp":"2026-02-26 06:13:32"} 
[2026-02-26 06:13:32] local.INFO: Average character height calculated {"data":{"avgCharHeight":20.818571428571428},"timestamp":"2026-02-26 06:13:32"} 
[2026-02-26 06:13:32] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":933,"originalHeight":177,"ratio":5.271186440677966},"timestamp":"2026-02-26 06:13:32"} 
[2026-02-26 06:13:32] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":22.77},"timestamp":"2026-02-26 06:13:32"} 
[2026-02-26 06:13:32] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"objects":[{"index":0,"position":{"x":750,"y":47,"width":116,"height":127},"actual_filled_area":104.81,"bounding_box_area":243,"image_base64":"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","scaled_width":14.92,"scaled_height":16.33,"exact_perimeter":83.47,"approximate_perimeter":78.96,"convex_hull_perimeter":60.86,"perimeter_pixels":648.95,"approximation_points":12,"original_contour_points":274,"shape_analysis":{"perimeter_to_area_ratio":0.7964,"compactness":0.189,"aspect_ratio":1.09}},{"index":1,"position":{"x":622,"y":44,"width":116,"height":133},"actual_filled_area":164.2,"bounding_box_area":255,"image_base64":"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","scaled_width":14.92,"scaled_height":17.11,"exact_perimeter":80.27,"approximate_perimeter":73.96,"convex_hull_perimeter":51.59,"perimeter_pixels":624.07,"approximation_points":11,"original_contour_points":222,"shape_analysis":{"perimeter_to_area_ratio":0.4889,"compactness":0.3202,"aspect_ratio":1.15}},{"index":2,"position":{"x":871,"y":6,"width":62,"height":171},"actual_filled_area":78.86,"bounding_box_area":175,"image_base64":"iVBORw0KGgoAAAANSUhEUgAAAD4AAACrCAYAAAA+ai+0AAAdE0lEQVR4Ad3Bb6xmV0H24d+91j5nOtPpyHS10EoKMRZjSZQP1NKuNkJGg0QwakiqG7QF/9AY0zjUDxpJ5AMfmhASYm1gtFqIRALpOGu6z7FU0krqJFbBCtK0DWWgsVprW6wznT/7zHn2Xvd7nrxMMmlepzP78eFNuC7ZZllsMyeJuVor4zhim9XVVYZhoNbKV77yFT/44IPcd999/OiP/igf/OAH+bEf+zFtQRLLINssQ62VEAJn8/jjj3ttbY21tTUef/xxXnrpJd74xjdy11138RM/8RPagiSWQbZZJtvMZjOapiGEgG1OnDjBoUOH/Gd/9mc89NBDHDt2jM3NTeZe97rX8dnPfpZrr72WEIK2sAyyzTLYRhK2kcTc8ePHOXTokB966CG+9KUv8c///M+M44htQgjUWrnkkkvYv38/N9xwA9oSQmAZZJspbDObzVhdXcU2c5KwjSRqrcyFEJj713/9Vx84cIB77rmHxx9/nKNHj3ImSdgmpUQphZwzMUaxJLLNIk6ePMmOHTuotRJCYBgGmqbhtOeee44HH3zQa2trPPzww/z7v/874zjycpKwTUqJUgo5Z2KMYklkmymGYaBpGs60ubnJ6uoqc8ePH+fQoUPuuo6/+7u/4/Dhw2xubjLXNA3DMHAmSdgmpUQphZwzMUaxJLLNomazGSsrK8zNZjMeffRR33///Xzxi1/k4YcfZnNzkxACc7axzctJwjYpJUop5JyJMYolkW2mqLUSQqDWSgiBzc1N5rqu85/8yZ/w2GOP8eKLL3Lq1CkkYZuzkYRtUkqUUsg5E2MUSyLbTHXq1Cm2bdvGOI4cOnTIpRQeeOABvvnNbzIMA7Y5kySapmFuNptxJknYJqVEKYWcMzFGsSSyzRS1VkIIfPOb3+Qzn/mMH3zwQb785S8zNwwDZ4oxIolhGPifSMI2KSVKKeSciTGKJZFtpnr++ef58Ic/7L/6q7/iv/7rv6i1EkKg1spcCIFaK3MhBGxjG0nY5kySsE1KiVIKOWdijGJJZJspaq185Stf4d3vfrefeeYZJBFjZBgGJGGb8yEJ26SUKKWQcybGKJZEtpliGAYeeughv/vd7+bo0aPMScI2U0jCNiklSinknIkxiiWRbaawzfr6um+88UY2NjaQxJxtJGGb8yEJ26SUKKWQcybGKJZEtpnq3nvvddu2nDp1CtucyTbnQxK2SSlRSiHnTIxRLIlsM9W9997r9773vfR9T62VOUnY5nxJwjYpJUop5JyJMYolkW2msM3a2pp/5Vd+hRMnTlBrZS6EQK2V8yUJ26SUKKWQcybGKJZEtpnCNuvr627blpMnT2IbSZxmm/MhCduklCilkHMmxiiWRLaZ6t577/Uv//Ivs7GxwZkkYZvzIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtnm5cRwJIfBKuq7zr/7qr3Ls2DFCCMzVWjkfTdMwDAOnXXbZZfzlX/4lb33rW9GWEAJztpmTxLmwjSTmbCOJ02qtaBxHQgjUWpmThCTOxcGDB922LRsbG5ypaRqGYeBsJGGbuRACIQSGYSClxPr6Om95y1vQFv4HtjkbSYzjyNw4jqyurjKOIzFG5jSbzWiahjnb1FqJMfJKbHPffff5xhtvZGNjg7laK+dKEnO2mYsxMrdz507uvfdecs6EEBRC4DTbnBZC4FzZRhJnkm3GcSTGyJls80ruv/9+33jjjRw/fpy5GCOSGIaBcxFjpNaKbeZijFx88cWsra1xzTXXoC38D2xzNrVWJBFCYG5zc5OmaQghMI4jsk3f91xwwQVIYq7WSgiBV/LXf/3Xft/73sd3vvMdTosxMo4jr0QStplrmoZhGJh7zWtew8GDB7n22mvZItucSRLnahxHYozMDcNAjBFJ1FrRiy++yL/8y7/wXWbLOI7Y5mxWV1f5whe+wB133MHm5ia2GceROUnY5lxJIoTAOI5s376dW2+9lXe9613UWqm1YpuXG8eRs4kxcurUKXbs2KHXvva1XHnllZxJd9xxhz//+c/T9z0xRiTRNA2SOJumaTh8+DDPPPMMcyEEaq00TUOtlVorryTGiG1qrYQQiDEym8247LLLeMMb3oBtaq3Y5ky2CSFwNrVWbHPhhRdy5ZVX8od/+IdcdtllCiEwp/e///3+i7/4C2zTNA2bm5ucC0nYJsaIJIZhYG51dZXNzU3ORYyRuXEcmZOEbUII2MY2Z5KEbc6VJGyzc+dO/vZv/5Y3velNWl1dxTbau3ev9+3bx8bGBpKwzfeblZUV1tfX2bNnD03TiC3au3ev9+3bx8bGBpKwzfeblZUV1tfX2bNnD03TiC3au3ev9+3bx8bGBpKwzfeblZUV1tfX2bNnD03TiC3au3ev9+3bx8bGBpKwzfeblZUV1tfX2bNnD03TiC3au3ev9+3bx8bGBpKwzfeblZUV1tfX2bNnD03TiC3au3ev9+3bx8bGBpKwzfeblZUV1tfX2bNnD03TiC3au3ev9+3bx8bGBpKwzfeblZUV1tfX2bNnD03TiC3au3ev9+3bx8bGBpKwzfeblZUV1tfX2bNnD03TiC36nd/5HX/iE59gNpsRY2QcRyRhm7OJMTKOI6urq8xmM2KMDMPAuQohMFdrJcbIOI7MScI2krDNIpqmodZKCIG1tTV+5md+hlqrYozotttu8yc/+Un6vkcSc7aZKoRAjJHZbMYrkcScbSSxsrLCMAzM1Vr537J9+3YOHDjA29/+drYohIBuvfVW33XXXWxsbDC3bds2hmGg1srZ2OaCCy5gY2ODGCMhBGazGedrZWWF2WzGy0liUbaZ2759O/v37+cd73gHIQSxRbfeeqvvvvtuZrMZm5ubLCqEgG1sczaSsE2MkVortpFE0zSM40itlUVIQhK2iTGytrbGT//0T9M0jWqt6NZbb/Uf//Efc1qMkRACwzBwNjFGhmEgxkgIgXEcqbUiCdu8khACtVbmYoyM44gkYowMw8BpkpiThG3OlW1O2717N/fffz9vfvObiTFqGAb0kY98xB//+MeZzWZs27aNGCPjOPJKbHP06FGGYSCEgG1sE0Kg1sorkYQkaq283I4dO9i+fTuSmJPEmWzzSiSxubnJzp07ueqqq7j77ru54oorxHfpG9/4hr/85S8TQmB1dRXb9H3P6uoqZzObzXj00Uf55Cc/ycbGBsMwcL4kYRtJSKJpGmKMfOADH+Caa65BEpKYk4Rt5mwjibNpmoa+74kxcvnll/O2t70NbTl16hRN0yDbjOPoEAK2CSFwrh566CHe9a53cfz4ceZijIzjyLkIIVBrZU4Sc7bZtWsXDzzwAG9+85uRhCSmsI0kvkvjOBJjxDaSkG2mWltbc9u2nDx5EttIwjZTSMI2KSVKKeSciTGKJZFtplpbW3Pbtpw8eRLbSMI2U0jCNiklSinknIkxiiWRbaZaW1tz27acPHkS20jCNlNIwjYpJUop5JyJMYolkW2m6rrObdvS9z22kYRtppCEbVJKlFLIORNjFEsi20xhm7W1NbdtS9/32EYStplCErZJKVFKIedMjFEsiWwzhW3W1tbcti1932MbSdhmCknYJqVEKYWcMzFGsSSyzRS2WVtbc9u2nDx5kjlJ2GYKSdgmpUQphZwzMUaxJLLNFLbpus7vec97OHnyJHOSsM0UkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6kOHDjg973vfRw/fhzbhBCotSIJ25yPEAK2SSlx4MABcs7EGMWSyDZTHTx40DfffDPHjx+n1kqMkXEcORchBOZqrZzp4osvppTC9ddfT4xRLIlsM9XBgwd98803c/z4cWqtxBixTa2VVyKJOdvMScI2l1xyCaUUrrvuOmKMYklkm6kOHjzo9773vfR9j21CCNjGNudDEiEEaq2klDhw4AA5Z2KMYklkm6nW19d944030vc9/1t2795NKYUbbriBGKNYEtlmqkOHDvkXfuEXePHFF5GEbeYkYZuzkYRtXu7SSy/l4MGDvOUtbyHGKJZEtpnqiSee8M/93M/x7W9/mznbzEnCNudDEnMpJUopXHfddcQYxZLINlM9++yzfuc738nXv/51xnFEEraRhG1eiSQkYRvbzO3YsYP9+/fz9re/nRijWBLZZqqnnnqKtm39T//0T4zjiCRscy4kYZumaRiGgRACtVbm/vRP/5T3vOc9XHjhheK7xnEkxohtJHE+xnEkxshpwzAg20z1rW99i5tuuskPP/wwtgkhUGvlXEjCNiEEaq3EGBnHEUl87GMf47bbbmOLhmEgxogk5mazGSsrK7ySYRhomoYz1VqptdI0DbLNVE899RS33HKLH3jgAWwTQqDWyrmQhG1OizEyjiNN0/Bbv/Vb3H777aysrKhpGkIIzGYzVlZWOB/jOGKbGCPjONI0DXO1VmSbqZ555hl+7/d+z5/73OcYxxFJ2OZchRCotSIJ28yFELjhhhv4whe+wI4dO2QbSQzDgCRijAzDQNM0nM04joQQkMTLbW5uIttMdeTIEW6//XbfcccdbGxscJokbPNKYoyM48iZJHHJJZdw3333cfXVV7OxsaHV1VVCCNhGEsMw0DQNZzMMA03TUGtlY2ODHTt2MDeOIzFGZJupNjc32bdvnz/0oQ9x/PhxzlcIgVorp4UQmLPNzTffzMc//nFe9apXMY6jYozYRhLnwzaSqLUSQuA02WYRn/nMZ/zbv/3bHDt2jBACtrHNVCEEaq1ceuml/NEf/RHvfOc72bVrl9hSa0USknglwzAQQiCEwDAMNE3DmWSbKWqthBC45557/Ou//uscO3aMpmmotVJr5ZWEEKi1MicJ25wmCdtcffXV/OZv/ia/9Eu/xK5du9AWzkOtlX/4h3/gH//xH/nABz7AhRdeyDiOxBiRbaYax5FHH33UP/mTP8mxY8dYWVlhNpshCdssanV1lde//vVcf/31vOMd7+Daa6/lta99rZqm4UzDMNA0DXMvvPACzzzzDI899pi/9rWv8cgjj/Ctb32Lz372s1x//fVsEVtkmylqrYQQeOGFF/zDP/zDnDhxgrlaK5KwzSJCCNRamdu5cyc/8iM/wtVXX82b3vQmrrjiCi655BIuvPBCVlZWNJvNOHr0qJ9++mm+/vWv841vfIMnnniCF154gWPHjjEMAx/72Me45ZZb2L59u7Yg20wxDANN01Br9eWXX86RI0fY3NxkThK2WUSMEdvUWjntoosu4tWvfjW7d+9m165drKysEEJgc3OTEydOcOTIEZ577jn++7//mxACtVbmYoy8//3v584772Tbtm1ii2wz1TAMxBi57rrr/NWvfpXNzU3mJGGb/w0xRmxTa+XlJHEmSUhiThLDMDAXQuCnfuqn2L9/P7t27dJsNkO2mWo2m9E0DbfddpvvvPNOhmFgLoRArZVFSMI2ZwohIAnb1Fo5TRK2+Z9I4rrrruNzn/scV1xxhdgi2yzqwIED/rVf+zWOHj2KJGyzqBgjtjmTbWwzF2PENrVWzsWVV17JnXfeydve9ja2bdsm2WaKYRhomoa5p59+2r/4i7/IV7/6VWzzvSQJSZxWa2VOEpKotTK3c+dObr/9dm655RZWVlYk2yyi1koIgbZtvX//foZhIIRArZVFSMI2ZyOJOdv8v0jCNjFGaq18+MMf5kMf+hAhBMk2i6q1cuDAAd96660899xzzNnmNEnEGBmGgbkQArVWlkkSc7ZpmoZxHLnpppvYt28f27Ztk2wzhW3mJGGb//zP//QHP/hB9u/fT62V1dVVTp06xZkk0TQNs9mM75WmaRiGgblrrrmGBx98kJ07d0q2mWo2m7GyssJpX/ziF33TTTfx3HPPcVoIgRACwzDw/8MFF1zAxsYGIQR2797N4cOHedWrXiXZZirbzEliHEc2Nzf9+7//+3z605/mpZdeomkahmHgtBACtVa+FyQhiVorkgghsG3bNp588kkuv/xyZJspbCOJcRyJMTI3jiNPP/20P/rRj/KpT32Kzc1NQgjMjePIXAiBWivfC03TMAwDkpDEysoKDz/8MD/+4z+ObDOVbSQxV2slhMAWP/HEE/zBH/wBf/M3f0Pf92zbto3ZbEatlRACtVa+F2KMjOPInCTm9u/fz8///M8j20w1m81YWVlhbmNjgwsuuIC+79m+fbsfeeQRPvGJT3DPPfdw7Ngx5mKMSGIYBr4XQgjM1VqRhG0+8pGP8Lu/+7vINlPUWgkhMI4jIQQkcdo4jkjyt7/9be666y4+/elP8/zzz3NajJFxHPleCSFQayWEwM0338xHP/pRZJsl8rPPPsuf//mf86lPfYp/+7d/YxgGbDO3urrK5uYmc03TMDcMA/8vkpizzZkkYZs5SczZZi6EgCTGcWR1dZXNzU1yznz+859HtlmWzc1NVldXfeTIEQ4dOsT6+jpf+tKXOHz4MHO2mYsxMo4jc5KQRAgB29Rasc3LScI2/5MQArVWTosxMo4jb33rW7n77ruRbZZhGAaapuG0jY0NP/vsszzyyCMcOnSIv//7v+fJJ5/kpZdeIoRArZW5pmkYhoGXk8Rpkqi1cloIgblaK3NN0zAMA6dt27aNK664gje84Q387M/+LL/xG7+BbLNMs9mMuaZpkMQWP/300zz22GN87Wtf48knn+Tpp5/m8OHDHDlyhForGxsbSKLWSq0V28xJwjZns337dnbu3MnOnTv5oR/6Ia644gpe97rX8cY3vpGrrrqK173udezcuRPZZplqrYQQmBuGgaZpqLVSa/VLL73EkSNH+M53vsNTTz3Fk08+yeHDh/mP//gPXnzxRU6cOMGRI0c4ceIEs9mM0yQhiRgjO3bs4Ad+4AfYvXs3r3nNa3j961/PD/7gD3LVVVexe/duLrnkEi699FIuuugitm/fzhaxRbZZhmEYaJqGuVorc5KQxJnGcWQYBrb45MmTPP/88xw9epS+7zl58iTHjh3j5MmTDMOAJCQxN44jTdNwwQUXsGPHDnbs2MGuXbt49atfzcUXX8xFF12EJLSF7xqGgRAC4zgi2yzLMAxIIsbIabPZjJWVFU6dOsW2bds4zTa2kYQktpgttnk528yFEDjNNrbR/8VptVaGYSCEQNM0nPZ/AGh9Bsq6h61FAAAAAElFTkSuQmCC","scaled_width":7.97,"scaled_height":21.99,"exact_perimeter":61.57,"approximate_perimeter":56.09,"convex_hull_perimeter":51.02,"perimeter_pixels":478.71,"approximation_points":11,"original_contour_points":88,"shape_analysis":{"perimeter_to_area_ratio":0.7808,"compactness":0.2614,"aspect_ratio":2.76}},{"index":3,"position":{"x":499,"y":0,"width":138,"height":174},"actual_filled_area":107.84,"bounding_box_area":397,"image_base64":"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","scaled_width":17.75,"scaled_height":22.38,"exact_perimeter":79.1,"approximate_perimeter":78.01,"convex_hull_perimeter":67.5,"perimeter_pixels":614.97,"approximation_points":8,"original_contour_points":21,"shape_analysis":{"perimeter_to_area_ratio":0.7335,"compactness":0.2166,"aspect_ratio":1.26}},{"index":4,"position":{"x":301,"y":0,"width":111,"height":177},"actual_filled_area":226.98,"bounding_box_area":325,"image_base64":"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","scaled_width":14.28,"scaled_height":22.77,"exact_perimeter":73.09,"approximate_perimeter":68.36,"convex_hull_perimeter":63.21,"perimeter_pixels":568.25,"approximation_points":9,"original_contour_points":142,"shape_analysis":{"perimeter_to_area_ratio":0.322,"compactness":0.5339,"aspect_ratio":1.59}},{"index":5,"position":{"x":168,"y":0,"width":110,"height":177},"actual_filled_area":225.14,"bounding_box_area":322,"image_base64":"iVBORw0KGgoAAAANSUhEUgAAAG4AAACxCAYAAAAlM4gBAAAgAElEQVR4AezBC5DlZX3n//fn+f1O9zAjsKQQRAomDFV4iYkSN8a4YROjxugZjeAFjYmKcjPmYYkIZnWhVJwH3YiCiaSMYiIaNFIYFCEmjBfmLGsMk+CucjGoyMUBhBEZZk53n/N7vp///qr+XTVFEcXuxggzr5dss9vKighSSlx55ZVs3rzZd911F7axTdu2/Dht29J1HU3TMJlMkMR0OuXAAw/kZS97GY997GMl2+y28mxz8skn++KLL+aHP/whTdPQiwgerKZp6LqO2dlZfvCDH3DwwQfzrne9i6OPPhrZZreVNzc3x/r1671p0yYigoigJwnbLEVKiQ0bNnDSSSch2+y28ubm5li/fr03bdpErRXbLFdKiQ0bNnDSSSch2+y28sbjMevXr/emTZuICGyzXCklNmzYwEknnYRss9vKss3c3Bzr16/3pk2bqLWyElJKbNiwgZNOOgnZZreVZZu5uTnWr1/vK6+8kohgJaSU2LBhAyeddBKyzW4ryzZzc3OsX7/emzZtIiKwzXKllNiwYQMnnXQSss1uK8s2c3NzrF+/3ps2bSIisE1PErZZipQSGzZs4KSTTkK22W1l2WZubo7169d706ZNRAS26UnCNkuRUmLDhg2cdNJJyDa7rbzxeMxwOPRoNCIisM1ySaKUQs4Z2Wa3lTcejxkOhx6NRkQEtlkuSZRSyDkj2+y28sbjMcPh0KPRiIjANssliVIKOWdkm91W3ng8ZjgcejQaERHYZrkkUUoh54xss9vKG4/HDIdDj0YjIgLbLJckSinknJFtdlt54/GY4XDo0WhERGCb5ZJEKYWcM7LNbitvPB4zHA49Go2ICGyzXJIopZBzRrbZbeWNx2OGw6FHoxERgW2WSxKlFHLOyDa7rbzxeMxwOPRoNCIisM1ySaKUQs4Z2Wa3lTcejxkOhx6NRkQEtlkuSZRSyDkj2+y28sbjMcPh0KPRiIjANssliVIKOWdkm91W3ng8ZjgcejQaERHYZrkkUUoh54xss9vKG4/HDIdDj0YjIgLbLJckSinknJFtdlt54/GY4XDo0WhERGCb5ZJEKYWcM7LNbitvPB4zHA49Go2ICGyzXJIopZBzRrbZbeWNx2OGw6FHoxERgW2WSxKlFHLOyDa7rbzxeMxwOPRoNCIisM1ySaKUQs4Z2Wa3lTcejxkOhx6NRkQEtlkuSZRSyDkj2+y28sbjMcPh0KPRiIjANssliVIKOWdkm91W3ng8ZjgcejQaERHYZrkkUUoh54xss9vKG4/HDIdDj0YjIgLbLJckSinknJFtdlt54/GY4XDo0WhERGCb5ZJEKYWcM7LNbitvPB4zHA49Go2ICGyzXJIopZBzRrbZbeWNx2OGw6FHoxERgW2WSxKlFHLOyDa7rbzxeMxwOPRoNCIisM1ySaKUQs4Z2Wa3lTcejxkOhx6NRkQEtlkuSZRSyDkj2+y28sbjMcPh0KPRiIjANssliVIKOWdkm91W3ng8ZjgcejQaERHYZrkkUUoh54xss9vKG4/HDIdDj0YjIgLbLJckSinknJFtdlt54/GY4XDo0WhERGCb5ZJEKYWcM7LNbitvPB4zHA49Go2ICGyzXJIopZBzRrbZbeWNx2OGw6FHoxERgW2WSxKlFHLOyDY/bbVWmqZhkW0kscg2PUksqrUiiZQS9xcRpJRYVGulaRoW1VrpNU2DbSQREUhCEotsI4n7iwhsk1JCEg/GeDxmOBx6NBoREdhmuSRRSiHnjGzzH8U2klgUEUQEbdtiG9v0Ukosso1tIoKmaZCEbSTRiwhSSthmkSR6trFNSomebSICSaSU6NnGNj1JSGIpxuMxw+HQo9GIiMA2yyWJUgo5Z2Sbnzbb9CSxyDaS6HVdR9u29GwTEfRqrUynU+bm5pifn2dubo65uTl27NhB13X+f4gI2ral6zqapiGlpL322ou99tqLwWDAz/3cz5FSYjAYIAnb9CTRiwhSSvQigl5KiV5EUGtlMBjw44zHY4bDoUejERGBbZZLEqUUcs7INv9RIoKeJCRhm67rGAwGLJpOp2zdupVbbrmFm266yXfeeSfXXXcd4/GY7du3s2PHDnbs2IFtmqZBEr2u6xgMBkynUx71qEex9957Mzs7y8///M/zi7/4izzmMY/hkEMOYf/999fMzAw923RdhyTatmVRRCAJSTxY4/GY4XDo0WhERGCb5ZJEKYWcM7LNT1tEkFLigdRa+c53vsONN97or3/969x8883cfffd3H333WzdupXt27dz22230XUdPdvYppdSwja26bVtS9d19JqmodbKfvvtx3777cejHvUo9ttvPw488EAOOuggHve4x/HLv/zL/PzP/7wigpQS9xcRdF3HzMwMP854PGY4HHo0GhER2Ga5JFFKIeeMbPMfxTaSmE6n3H777Xzta1/z9ddfzze+8Q1uuukmvvWtb3HPPfcwnU6xzaKUEhFBSglJRAS2kYRtJGGblBIRQdu29LquYzAYUGslIkgpsWrVKvbaay8OPvhgnvKUp/CEJzyB4XDIPvvso3322YemaYgIbNM0DQ/WeDxmOBx6NBoREdhmuSRRSiHnjGzz02YbSUQEt956q//pn/6JL3zhC2zevJnvfe973HfffUwmE2qt7EwSbdtSayUiuD9J2CalRETw75GEbe7vUY96FP/pP/0nHv/4x/Nf/st/4XnPex5PfvKTWbVqlfgJjcdjhsOhR6MREYFtlksSpRRyzsg2P20RwebNm71x40a++tWvcv3113PrrbcyPz9PSomIYGeSsM39SUISEUFPErbpSUISkqi10muahlori1JKLLLNzvbdd1+e+MQn8hu/8Rv89m//NocffjirV69WrZWmafhxxuMxw+HQo9GIiMA2yyWJUgo5Z2SbpYgIJLFIEr2IwDZN09CzTUTQNA2TyYSbb77Zl1xyCV/4whfYvHkz27ZtYzqd0pOEbX6W7LPPPjz5yU/mt3/7t3n+85/Pk5/8ZKbTqQaDAdPplMFggG16kli0Y8cOhsOhR6MRtrHNckmilELOGdlmqWwjiV5EMD8/z+rVq+lFBF3XMTMzQ++mm27yFVdcwWc/+1n+7//9v9x+++10XUfTNEQEtpGEbX4WSKKXUkISe+21F8961rM4+uijed7znsfq1avF/882kqi10jQNvfF4zHA49Gg0wjYRwXJJopRCzhnZ5idVayWlhCQigoigbVt6tqm10jQNkti+fTtXXHGFP/WpT/HP//zP3HLLLXRdx6KUEhFBr21bbFNr5T9a27Z0XUevbVu6rmNmZoZf+IVf4HnPex5/8Ad/wKGHHspgMNB0OqVpGlJK1Fppmoa5uTmGw6E3bdpERGCb5ZJEKYWcM7LNT8o2EUHTNPQmkwkzMzP0ptMpg8GAWis33HCDL7nkEj71qU9x3XXX0XUdvZQStmmahl7XdfRSSkQEPwsGgwHT6ZTeYDDANl3XIYl99tmHZz3rWbzhDW/giCOOwLaapqFnm97c3Bzr16/3lVdeiW1ss1ySKKWQc0a2WQm1ViKCwWBA7/LLL/eFF17IF7/4RW6//XYk0bYt0+mU+5NEzzY/S1JKSKLWyqKUEhHB6tWredKTnsQZZ5zBcDgkIhQRpJTozc/P84IXvMBf/vKXiQh6krDNUkmilELOGdlmOWqt9JqmobewsMBHP/pRf+ITn+Cqq66i6zratmU6ndKbmZmh13UdEcH9NU1DrZX/SG3b0nUdvZmZGabTKb2UErVWJGGb3lOf+lROOOEEXvnKV7J69Wrx/0QECwsLvOAFL/CXvvQlIoKeJGyzVJIopZBzRrZZrq7raNuWLVu2cNlll/lP//RPuemmm+i6jl5KiV5EsLOUEpKQRK0V2/wsGwwGdF2HbWZmZui6jpQSBx54IH/yJ3/CiSeeyGQy0czMDJPJhPXr1/uLX/witVZ6krDNUkmilELOGdnmJxURpJSICHopJe666y4+9KEP+f3vfz/33HMPk8mEtm2JCCICSdhGErZp25ZaK7bpScI2PyskYRtJpJSotdKThG0kYZueJJ70pCdx3HHH8frXv562bdV1HevXr/cXv/hFptMpPUnYZqkkUUoh54xsc3+1VpqmodZK0zTUWkkpIYleRJBSojedTpmfn+fd7363P/jBD/KDH/yAiGC5mqYhIrDNA5GEJGzTk4RtbCMJ2zwQSdhmkSQk0YsIFqWUSClRa8U2vZQSEUFKiYggpURE0DQNtVYOPfRQTj31VF71qlexxx576DnPeY7/9//+34zHY3opJSKCpZJEKYWcM7LNA7FN13UMBgMW1VqJCFJKNE1DRHDvvffy3ve+13/5l3/Jvffey8LCAitNEj3bNE2DJCKCiOD+mqah1kovpUTPNrbZWUoJ29jmx5FESomebSRRayWlRESwsyc+8YmcccYZPOMZz+DYY4/liiuuwDaSsE3btnRdx1JIopRCzhnZ5oFEBCkleraRxM4igslkQinFH/rQh7jjjjvoNU1DrZXlaNuWXq0V2zRNQ0Rgm/tr25aUEl3XERH8KJKQRESQUkIStVZ6KSV6EUEvpYRtJNGLCO6vbVu6rqM3GAyYTqf0/ut//a+84AUv4FOf+hRXX301kkgpUWslpUREsBSSKKWQc0a2ub9aK03T0IsIeiklIoKUEr0f/vCH/NVf/ZXf8Y53sG3bNmzTNA1d17FSUkrYxjaLZmdnsU3XdUQEO5NESonZ2VkigoigZ5uIoNbKjyKJnm0kYZteSgnb2EYStpHEItv0mqah1krbtjzucY/jzjvvZNu2bUwmE1JKpJTouo6lkkQphZwzss2/xza1Vtq2pTeZTJiZmaHrOv76r//ab3vb27jjjjuQRNd1pJSICJarbVtqrdimJwnb7GzPPffkgAMOYN9992Xfffdl//33Z99992X16tXUWrFNTxK1VsbjMdu2bWPHjh1s2bKFLVu2cNtttzE3N0dKCUl0XUevaRpsExEsatsW29RaSSkhiVorvbZt6bqORSklIgJJNE1D13X0ZmdnWVhYYKkkUUoh54xs8++JCFJK9GqtNE1D7x//8R/9xje+kW9+85tEBBHBYDBgOp3Sti1d17ESUkrsbNWqVey555485SlP4UlPehKHH344Bx10EHvvvTd77rkna9asoW1bUkpEBL2UEr2FhQV27NjBeDzmrrvuYsuWLVx77bV87Wtf4/rrr2fLli1Mp1PatqXrOnpN0yCJruu4v7Zt6bqO3szMDF3XEREMBgNqrUQEkrDNziRhm6WQRCmFnDOyzQOxjSR6EYEkJPH1r3/dp5xyCldccQVN01Brpdc0DZLouo6VkFIiIuitXr2aJzzhCTzzmc/k6U9/Oo997GM54IADOOCAA5idnaUXEUiiJ4mIwDaSSCmxyDaSmJub46677uLuu+9my5YtXHPNNXz+85/nn/7pn2jblslkQm/VqlXMz8/TGwwGRAS1VpqmoVdrZWeSsI0kJBERSKJpGrquQxK2WQpJlFLIOSPbPBDbSKI3nU4ZDAZs27aNM8880+eeey5d15FSQhJd19FLKdGLCJZDErbZY489OPzww/md3/kdjjjiCB73uMfx6Ec/mrZt6dlmkSQerIggpYRtepL44Q9/yL/+67/yr//6r1xyySV8/etfZ9u2bUjCNr22bem6jrZt6bqOniR6TdPQdR29lBIRwc5SSkQEKSUigqWQRCmFnDOyzf1FBCklerVWmqah98lPftKnnXYat956KythMBgwnU7pDQYDptMpKSUigoMPPphnPvOZvOY1r+GpT30qs7OzzMzMEBGklFgJtpHEoul0Std1/Mu//AsXXXQRn/70p7n99ttpmobJZEJKiYigJwnbtG1L13X0ZmdnmUwm2OahIIlSCjlnZJt/z8LCArOzs9jm2muv9Zvf/GY+//nPExEsV9u2dF1Hr21buq5jZmaGyWTCr/zKr/D617+eZz7zmTzmMY9h1apVRASSkMRKsI1tJCGJnm1qrbRty3XXXccNN9zAeeedxxe+8AXub3Z2lohgOp3SNA2DwYD5+XkeSpIopZBzRrb599hGEtPplLe85S0+99xzmU6nLFfTNNRa6Q0GA6bTKb01a9Zw1FFH8fKXv5xnPetZzM7OsrCwwOzsLL2IIKXESrFNTxL3FxGklNi8eTPnn38+F198MVu3biUikIRtJGEbSbRty3Q65aEkiVIKOWdkm/urtSKJlBIRwTXXXOOXvvSl3HTTTczOzrKwsMBySMI2bdtim1orMzMzHHfccZxwwgn84i/+Ir3JZMJgMEASEUFKiZ8G20ynU2ZmZrDNbbfdxp//+Z/zF3/xF2zfvh1JRAS9wWDAdDqlNxgM6LoO2zwUJFFKIeeMbPNAbCOJe+65h7e97W0+77zziAgigpWwevVqxuMxKSUk8d/+23/jhBNO4LDDDqM3nU4ZDAb0bGOblBK1VpqmYaXZpieJRbbpuo7BYMAtt9zChRdeyJ/92Z+xZcsWZmdnmU6nRASS6NnmoSSJUgo5Z2SbBxIRpJTYuHGjTzjhBL773e8iiVoryyUJ2/Qe9ahH8epXv5pTTjmFQw45hForTdNgm4ig1kpKibZt6dVaaZqG5YgIJCGJBxIRSMI2KSUigpQSCwsLvOtd7+L888/n1ltvZWezs7MsLCzwUJJEKYWcM7LNA7HN9u3beeMb3+iPfexjLCwskFLCNrZZrsFgQK2VN73pTbzmNa/hCU94Ar1aK5JIKXF/tVaapmG5bLNIEj/KdDplMBhgmx07dmCbD3zgA5x77rnccccdNE1DrZWmaai1IgnbPBQkUUoh54xsc3+1Vpqm4aqrrvIrXvEKvve972Eb20jCNsshCdu86EUv4qyzzuLxj388vYggpUSv6zratqUXEUhCEivJNj1JPBDbRARN02AbSdRamZub4y1veQsXXHAB9957L4skYZuHiiRKKeSc0XQ6pW1bFtlGEuPxmDe84Q3+6Ec/iiRSSnRdhyRs8+MMBgOm0ymLUkpEBCkler/+67/Oe97zHg4//HDatqXWSq9pGn7W1Vq58847OfPMM/nIRz7CZDJhMBgwnU5p25au63goSKKUQs4Z2aZXayWlhCR611xzjV/+8pdz4403YpuUEr2I4CfRNA226dnGNgcddBBnn302v/u7v8vMzAw7iwhSSvysq7Xy3e9+lz/+4z/m0ksvJaVERPBQkkQphZwzsk2tFUmklOjVWjnnnHP8pje9iaZpiAhsIwnb/DgpJSKCRSklIoJFJ598Mu985ztZs2YNtVaapmFRRJBS4mdZRJBSovcP//APvPrVr2br1q10XUfbtnRdx0NBEqUUcs6o1optmqahZ5ubbrqJY4891l/60peQREqJWis9Sdjmx5GEbXopJSKC3pOf/GQ+/vGP88QnPpGu6xgMBkiiZxtJPFyMx2MGgwGnnHIKH/zgB5lMJqSUiAgeCpIopZBzRrVWUkr0ptMpbdtywQUXOOfMwsICk8kESdim1zQNtVZ+nKZpqLXSa5qGWis/93M/xxlnnMEf/dEfEREMBgN6XdfRti29WitN0/Bwcv3113PMMcdwzTXXMJlMeKhIopRCzhlFBJKotdI0Db3Xvva1/uhHP0pEIAnb9JqmodbKTyKlRETQe/azn81HPvIRHvvYx9I0DYsigul0yuzsLF3X0bYtP8sigl5KiUUXXnghp556Klu2bOGhIolSCjlnZJuIQBKS2LJlC8Ph0N/4xjfouo6UEhFBr2kaaq38JCRhm3333Ze3v/3tvP71r0cSvVorKSUkUWulaRoeThYWFpidnaXrOsbjMccccwyf/vSneahIopRCzhnZptZK0zR0Xcff/d3f+YQTTuCee+6haRpqrTRNQ62VniRs82C0bUvXdfR+7dd+jQsvvJCDDz4YSdgmpcTOuq6jaRok8bMsIpCEJKbTKYPBgIjg4osv5thjj2Xbtm08FCRRSiHnjGyzs6OOOsqf+cxnsE3PNkuVUiIi6J199tkcf/zxrFmzBkk83NVaaZqG3sLCArOzs9xzzz0cccQRfPOb36TrOiRhG0nYJqVERLBUkiilkHNGtVZSSvTuuOMOfv3Xf93f+c53WGSbpWiahlorvf3335+LL76YZzzjGUjikcA2krCNbVJKTKdTTj/9dM455xy6riMisM0iSdhmqSRRSiHnjGqtpJTojUYjP+c5z2EymbDINst11FFHccEFF7BmzRpsI4lHgoggpcTOrrnmGl74whdy55130nUdtumllIgIlkMSpRRyzsg2vYWFBf78z//cp59+OvPz8/Rssxxt25JS4oMf/CCvec1riAgkIYmHu4igl1KiFxGklJhOpxx55JFcfvnl2GZR0zTUWlkOSZRSyDkj2/TuvPNOjj/+eP/DP/wDk8kE2yxXSokDDjiAL3/5yxx66KHYJqXEI0GtlaZp6HVdR9M0SKL33ve+l7e85S1MJhNsI4mebZZDEqUUcs7INr3/83/+j1/84hfz7W9/m5UwGAyYTqc85znP4eKLL2bPPffkkaTWStM09Lquo21behHB5s2befWrX82NN95IrZWUEhGBJGyzVJIopZBzRrbpffKTn/SJJ57Ivffey0pomoZaK+94xzs47bTTmJ2dpRcRpJR4pIgIUkosss19993HG97wBj71qU8xmUyQhG2apqHWylJJopRCzhnZZn5+nrPOOstnnXUWtVYiguVIKRER7L333vzN3/wNz3/+8+m6jsFggG0k8XAWEaSU6NVaaZqGruuQRNM09EopvPOd72R+fh7b9AaDAdPplKWSRCmFnDOqtZJS4qijjvLnPvc5ptMpy9U0DbVWnvGMZ/DXf/3XHHLIIbRtS882kngkiwi++tWv8qxnPYu5uTl6kpBERLBUkiilkHNGEcFdd93FS1/6Ul911VXUWlkJKSVe85rX8O53v5t9992XXc1tt93G0572NL7//e9Ta2UlSKKUQs4ZRQRXXXWVX/3qV3PTTTdhm5WQUuK9730vxx9/PHvssQe2kYRtJPFI13Udv/qrv8rXvvY1bGObniRssxSSKKWQc0Zd13H++ef7TW96Ezt27CAiWCl/93d/x3Of+1z22GMPFtVaaZqGR7Ku62jblj/4gz/gE5/4BLVWepLo2WYpJFFKIeeMIoI3v/nNPvfcc4kIuq5juSSRUuJ//a//xS//8i8zMzPDIttIYldw3nnn8d//+39n27Zt9FJKRARLJYlSCjlnZJuXvexl/sxnPkNE0HUdK2Gfffbhn//5n1m3bh0pJSICSUhiV9B1HZs3b+boo4/mlltuoZdSIiJYKkmUUsg5o1orT3/6033NNdfQdR0r5fGPfzxf/vKX2W+//ZBErRVJpJR4pIsIbHPHHXfwvOc9j2uvvZaIQBK2WSpJlFLIOaPxeMzjHvc433rrrfTatqXrOpajbVt+9Vd/lc997nPstddepJTYldhGEjt27OA5z3kOmzdvZjqd0kspEREshSRKKeSc0fz8PAceeKC3bt1K0zTUWlkuSRx//PG85z3vYfXq1aSU6NVaaZqGRzrbSKLWyqte9Souuugiaq30IoKlkkQphZwzuummm/yf//N/ZuvWrbRtS9d1LJckTj31VE4//XTWrFmDJHoRQUqJRzrbSKLWynHHHcfHP/5xptMpkrDNUkmilELOGY1GI7/whS/knnvuoWkaaq0s12Aw4E//9E859thjWbNmDYsigpQSu4qI4OSTT+Yv//IvWVhYoCcJ2yyFJEop5JzR5Zdf7le84hXce++9rJQ999yTCy64gN/5nd9h1apV2EYStpHErsA2vbe//e38z//5P5mbm6MnCdsshSRKKeSc0aWXXurf+73f47777mOl7L///lx66aU85SlPYTAYYJtFktgVRAQpJc455xxOP/10tm/fTk8StlkKSZRSyDmjCy+80Mcffzw7duzANith7dq1XHHFFRx66KGklLBNTxK7ioggpcT555/PySefzPbt25GEbZZKEqUUcs6olOIzzzyT+fl5bCMJ2yzHunXr2LhxI4cccgi2kYRtJLGriAhSSnz84x/n+OOPZ25ujpQSEcFSSaKUQs4Z/eEf/qHPP/98FhYW6EnCNstxyCGHsHHjRtatW0dEkFLCNpLYVUQEKSUuvPBCXvva17KwsEDTNNRaWSpJlFLIOaOjjz7an/nMZ5hMJkQEK2HdunVs3LiRtWvXklKiZxtJ7Eq6ruPyyy/nJS95CdPplKZpqLWyVJIopZBzRuvXr/fnP/95uq5DErZZrnXr1rFx40bWrl1LSomebSSxK7CNJHpf+MIXePGLX8y2bdvo2WapJFFKIeeMnvnMZ3rTpk3UWpGEbZZr3bp1bNy4kbVr15JSomcbSewKIoKUEr3Nmzdz5JFHsmXLFiKC5ZBEKYWcMzriiCP81a9+lclkQkqJiGC51q1bx8aNG1m7di0pJXq2kcSuwjaSuPbaaznqqKP41re+RUQgCdsshSRKKeSc0RFHHOGvfvWrTCYTUkpEBMu1bt06Nm7cyNq1a0kp0bONJHYVEYEkbrjhBl7ykpdwww03EBEshyRKKeSc0W/+5m9606ZNRASSsM1yrVu3jo0bN7J27VpSSvRsI4ldhW0ign/7t3/jJS95Cddffz22WQ5JlFLIOaPnP//5/vznP09EIImebZZj3bp1bNy4kbVr15JSomcbSexKbPPNb36TF7/4xVx33XVIwjZLJYlSCjln9NKXvtSf+cxnmEwmrJR169axceNG1q5dS0qJnm0ksSuICFJK9L75zW9y5JFHcv3115NSIiJYKkmUUsg5o9e97nW+4IIL6LoO26SUiAiWY926dXzpS1/ioIMOQhK2kcSupOs62rblxhtv5NnPfja333470+kUSdhmKSRRSiHnjN72trf5Xe96F5PJhIhAErZZjoMPPpgvfelLrF27FpWCQTwAABjBSURBVEn0UkrsSrquo21bvvKVr/CiF72Iu+66i55tlkoSpRRyzuijH/2o//AP/5C5uTkiAknYZjkOPvhgrrjiCg477DBsI4mIIKXErqLWSkqJz372s/z+7/8+27dvp21buq5jqSRRSiHnjC655BK/6lWv4r777sM2krDNcuy///589rOf5Vd+5VeQRC8iSCmxq7CNbf72b/+W1772tczPz9M0DbVWlkoSpRRyzujSSy/1K1/5SrZt20ZPErZZjj322IOPfexjrF+/nsFgQEqJXYltJGGbT3ziExx77LHMz89jG0nYZikkUUoh54y++MUv+sgjj+Tee+9FErZZrsFgwHve8x6OO+449thjDxZFBJKQxCNZRJBSonfBBRfw+te/nvn5eSKClBIRwVJIopRCzhn927/9m5/2tKfxwx/+kJQSEcFyDQYDTjvtNN761reyxx57YBtJ1FpJKSGJRzLbSKL3gQ98gFNPPZX5+XlsIwnbLIUkSinknNF9993ngw8+mHvuuYemaai1shJOPPFE3v3ud7PnnnsSETRNQ0SQUmJXYZt3vetdvP3tb2dhYQFJ2GapJFFKIeeM5ubmfNBBB3H33XfTk4RtliOlxFOf+lQ+97nPsd9++2EbSdRaaZqGXUGtlaZpOPnkkznvvPPoug7bpJSICJZCEqUUcs5oOp1y+OGH+/rrrycisM1KOPDAA7nyyis55JBDSClhG9uklNgVdF1H27Ycc8wxfOxjH6PWynJJopRCzhnZ5qijjvJll11G13VEBCth1apVXH311TzxiU8kpUREkFJiV2EbSbzgBS/g7//+77GNbWyzVJIopZBzRrZ585vf7HPOOYfJZIIkbLMckkgpMRqNePrTn06tlbZt6XVdR9u27Arm5ub4rd/6La6++mps04sIlkoSpRRyzigi+NCHPuRTTjmF7du30zQNtVZWwt/8zd/wile8gq7rGAwG9GwjiUeyiCClxPXXX88LX/hCvvOd7xARLJckSinknFGtlSuvvNLHHHMMN998MyklIoLlkIRtTjvtNM4880xmZmbo1VppmoZHuoggpcQnP/lJTjrpJO6++25ss1ySKKWQc0a2ue222/yKV7yCq666CtssV9u2dF3Hc5/7XD74wQ+ydu1aIoJeSoldxamnnsp5553H3NwckogIUkpEBEshiVIKOWdkm67rePnLX+5LL72UyWTCSjnssMP48Ic/zK/92q+RUiKlhG0k8UjXdR0ve9nLuOSSS7CNJGwjCdsshSRKKeSckW0igre+9a1+//vfz3g8ZpEkbLMzSdjmR0kpERGsWrWKc845h9e97nXYZjAY8EhRa6VpGmqt2KZtW3a2fft2fuEXfoHvfe97RAS2kYRtlkoSpRRyzsg2vU984hM+/vjj2b59O4skYZulSCnRO/7443nf+97H7Owskui6jrZteTizTUTQNA07m0wmzMzMYJurr76a5z//+WzdupVFKSVsY5ulkEQphZwziggkcd111/m5z30ud9xxB13XsVxt29J1HU960pP4x3/8Rw444AB6tpHEI4VtJNGLCFJK9M4991z+x//4H2zfvp1FkrDNUkmilELOGdmmd++99/K6173Ol112GfPz86yEpmlo25aLLrqI5z73uQwGAyTxSDKZTBgMBkiiZ5sdO3bwute9js9+9rMsLCzQs81ySaKUQs4Z2aYXEVx44YU+7rjjmJ+f5/4kYZsHI6VERJBSIiI45phjeP/738+aNWuQxMNdRJBS4oHUWvnKV77CMcccw7e//W1s05OEbZZDEqUUcs7INrVWmqbh5ptv9i/90i9x3333YZudSaJnmwcjpURE0LYtj3nMY9i0aROHHHIItpHEw51tJLFoOp0yGAzoveMd7+Dd73434/GYRZKwjSRssxSSKKWQc0a2qbUiiVqrf+M3foOrr76aiCAiWCSJnm0eDEnYZjAYUGvlIx/5CL/3e7/HYDDgkcA2PUnUWpFESon77ruPF73oRVx55ZVEBIts05OEbZZCEqUUcs7INr2IIKXEG9/4Rn/gAx+g1kqtlUWSsM2D0TQNtVYkYRtJvPKVr+Q973kPj370o0kp8XBWa6VpGhbVWmmahslkwr/8y7/wohe9iO9///tIwjaSsE0vpUREsBSSKKWQc0a2qbXSNA2TyYSvfOUrPvroo/n+97+PbRa1bUvXdTxYTdNQa0UStjnwwAM5//zzefazn03TNEQEkpBEzza1Vtq25eHANpKotdI0Db2u68g58+EPf5iIwDa22ZkkbLMUkiilkHNGtokIUkr07rjjDp944olcccUVzM3NYZudDQYDptMpP4okbJNSIqVErRVJvPzlL+dDH/oQMzMztG3LZDKhaRqapuHhxDaSmE6nDAYDbGObW265hWc/+9l897vfxTa2sc3OJGGbpZBEKYWcM7KNbbquYzAY0PvIRz7iP/qjP2Jubo6eJHq2SSkREfwokrBN0zTUWkkpERHsvffe/MVf/AVHH3000+mU2dlZaq1IopdSYjqdMhgMeDiICFJKdF1H13WcffbZnHHGGdimZ5uVJIlSCjlnZJvedDqlbVskceONN3o4HPLtb38b29gmpYQkaq08GLOzsywsLNCTRNu2TKdTnva0p/HpT3+axzzmMTRNw6Ku62jbFttI4mddRJBSIiKQxGg04thjj+W2225jbm6Oh4IkSinknJFtFtlGEvPz87zzne/02WefTW9+fp5e0zTUWnkwBoMB0+mUtm2JCCKCtm3puo6zzjqL0047jYWFBVatWoUkIoKUEg8HtpFE13W0bcudd97JKaecwt/+7d8SEUQEO5OEbZZLEqUUcs4oIpDEzmqt3HDDDf7N3/xNfvCDHxAR9CRhmwdDErbpNU1DrZWUEhHBoYceytlnn83v/u7vEhGklLBNrZWmaZDEz7KIIKXEove9732cddZZ/OAHP6DWykNFEqUUcs4oIrCNJHqSiAi6rvPv//7v8+lPf5paKyklIoIHQxI92/Qk0bONJGzzW7/1W/zZn/0Zhx12GG3b8nBiG0lEBJs2bSLnzA033EDXdUjCNg8FSZRSyDkj2+zMNpKYTCZcdtllPu6449i6dSs9SfRs82A1TUNEYJudtW3LkUceybnnnssBBxzAwsICs7OzPFzY5qabbuKtb30rF110EbVWeiklbGOblSaJUgo5Z2SbB1JrZTwe+yUveQlXXHEFtpmZmWEymbBIErbZmSRs86OklIgIZmdnOeOMMzjhhBPYe++9adsW23Rdx2AwoBcRpJTodV1H27b8NNRasU3btjyQrVu38ra3vY2/+qu/Ym5uDttIIiJ4qEiilELOGdnmgdRa6V122WX+kz/5E771rW8xnU5p25au6+hJwjZLMTMzQ0Sw7777ctppp3HCCSfQti0zMzP0xuMxq1atIqVErZWUEpKotdI0DQ+l6XTKYDCgFxGklOhNp1MGgwGTyYT3vve9fPjDH+aWW25hOp3Sk4RtHiqSKKWQc0a2+ffUWplOpz7rrLPYsGEDvVory5VSIiKQhG0OOugg/viP/5jXvva17L333kynUwaDAb2FhQVmZmaQxE/TZDKhaRqapmFnO3bs4KKLLuKd73wn3/72t2mahlorvaZpqLXyUJFEKYWcM7LN/dVaaZqGWiuSuPbaa/3iF7+Ym2++mclkwkpas2YNO3bs4IADDuD000/nyCOP5NGPfjQ9SaSU6EUEkrBNSomfFtvUWmnblu9///tcfvnlnH322XzjG99AEiklaq20bUvXdUjCNg8FSZRSyDkj2zyQ6XTKYDCgt7Cw4Pe9732ceeaZzM/PExHcnyRs82CklIgIepKQRERw2GGH8bKXvYwTTzyRAw88kJ5tJNF1/19z8Buq9V3/cfz5en++13WcOXVqOjKMrdGIleGNGkVRsnIICwoa7EY3MgqmclF32uhOhMEVxCCCYHRnkNbKWCRpYcTGKqLNBU1qmljNlbrEPxyPnqPnur6f9+t3vtCBg7h/+tufx6OlaRreCLaRRNu2RAQRwfHjx9m1axc//vGPOXToEJKwjW0igsykU0qh1srrQRLD4ZDBYIBs82ocP37cg8GAPXv2IAnbLCSJjm1eSdM0tG1Lv99nNBrRKaWQmaxevZpNmzbx1a9+lfXr11NKQRK1VmwTEUQEr7e2bWmahs4zzzzDrl272LdvH88//zydpmlo25aOJGwTEWQmrxdJDIdDBoMBss2VMpOIoNZKp5TCHP/mN7/ha1/7GocPHyYzyUzmSaJjm1ejaRpsU2ullEJmYhtJlFLYvHkz27ZtY+PGjUxMTDDPNpJ4I0xPT/O73/2OH/zgBzzxxBNMT08TEdRaiQgyk4X6/T6j0YjXiySGwyGDwQDZ5mpqrZRS6LRtS9M0TE1N+eGHH+Yb3/gGtVZqrcyThG1ejVIKtVbmRQSlFMbjMZKICDKTj3zkI3zqU59i8+bNfOhDH8I2kni9ZSaHDx/mscceY8+ePfzjH/9gZmaGzGReRNCxjW3eCJIYDocMBgNkmytlJhFBJzORhCQuXbrE1NSUt2/fzt69exmNRkjCNvNKKdRauV6SkMSyZcv4wAc+wKZNm/jkJz/JHXfcweLFi+lkJpKQhG1sExG8HNtIwjaSsI1tIoKLFy9y9OhRfvGLX/DnP/+ZAwcOcPbsWToRQWYyTxId21xNr9djPB7TiQgigrZtuR6SGA6HDAYDZJsrZSYRQSczkYQkOuPx2H/961/50pe+xNGjR7l48SKdUgq2yUyulyQ6tulI4uabb+bOO+/kzjvvZOPGjbz73e9m1apVdGqtlFLojMdjer0eC2UmnYigY5vMpJRC59y5c/zrX//iySef5PHHH+fAgQNMT08zOzuLJCSRmXQkIYnMpCOJiMA2mUmnaRratuWGG27g8uXLdGzTkYRtroUkhsMhg8EA2ebl2MY2kpDE/3j37t3s2LGDQ4cO0WmahlortrleTdPQti0dSXRsU0ph1apVvPe97+XWW29l/fr1bNiwgTvuuIOVK1cyLzOJCK5Ua8U2EcHZs2c5duwYf/nLXzhw4ABHjhzh3//+NydOnKDWyksppWCbzKQjCUlkJgv1+31GoxHzJFFKwTa1Vq6FJIbDIYPBANnmldgmM+lEBJ3xeOyf/vSnfP3rX+fFF1/ENp2maWjblusVEdimExFkJraJCDKTpmlYs2YN73nPe1i3bh1Llixh2bJlrF69mrVr11JrxTaSsM2lS5eYnJzkwoULTE1Ncfr0af7zn//wwgsvcPLkSWZnZymlYBtJ2CYz6UhCEpmJbTqSkERmslBEkJmUUpiYmGA0GtG2LU3T0LYt10MSw+GQwWCAbHM1tpHE1YzHY3q9HpOTk969ezfD4ZDjx4/TkUStlevV6/XITGqtLBQRZCYRQScziQh6vR433ngjy5cvZ/HixdRasU1EIInZ2Vmmpqa4ePEitpmdnaXWiiQkYZvMZKGIIDOZJ4mObSQREdRa6UhCEraRhG0eeOABDh48yBNPPEGtlVorkrDNtZDEcDhkMBgg27wU23QksVCtlVIKncnJSf/sZz/j29/+NseOHeP/gyQ6tun0ej0yk1or8yKCzKQTEUii1srVSGIh23Qk0bFNJyLo9/uMx2MkYZtaK/MigoigbVskYZt5EUFm0okIPvOZz/Dd736X/fv38+CDDzI1NUVm0uv1GI/HXAtJDIdDBoMBss3LyUw6kujYJiLo2EYSp0+f9s9//nN27NjBmTNnGI/HvF4mJiaYnZ1loYggM+n0ej1qrUiiU2tloYggM1lIEra5GkmUUpBE27bYppRCrZWr6fV6fPjDH+Zb3/oWH/vYx9i/fz/33nsv09PTXC9JDIdDBoMBss2V2ralaRquxja2iQhs05HEzMyMH3nkER566CFeeOEFrlcphczENqUUbJOZzIsIMpOOJGxzNZKQRCczmRcRZCadiMA2tpGEJGxjm6uRhG06pRRqrXQWL17M6tWr+d73vsfdd9/NxMQEv/71r7nvvvu4cOECvV6P8XjMtZLEcDhkMBgg21yr8XhMr9ejbVuapmFyctK7d+9mx44d/Pe//8U2tokIJJGZ2GaeJGwzTxId27zZSinUWplXSqHWSqdpGtq2RRK2KaVQa+Xtb3873/zmN/nCF75Av9+naRo9+uijvv/++7lw4QIRQWZyrSQxHA4ZDAbINq9V27Y0TUNmEhEsdObMGf/qV7/i4Ycf5umnn6aUQq2VeU3T0LYtEUEnM+lIwjZvFZKICGxjG9t0JGGbpmlo25Z569at48tf/jJbt25l6dKlNE2jOfzoRz/y/fffz/T0NNdLEsPhkMFggGxzrWqtRASSGI/HNE2DJC5fvux9+/bx/e9/nz/+8Y+0bcsNN9zApUuX6EQEmUmnlIIk2rblrSIisI1tOhFBZtIppWCbzKQzMTHB6tWr2bJlCw888AC9Xo9+vy/+Z+fOnd66dSszMzNcL0kMh0MGgwGyzWtlG0l0aq2UUujUWpFERDAajfyHP/yBRx55hD179jAzM0MphU5mYpuOJDq2iQiapmE0GvFmk4RtOqUUaq3Mk0QphbZtWbNmDQ8++CD33Xcfq1atopSiiKBjmx/+8Ifevn07MzMzRASZybWSxHA4ZDAYINu8VplJJyKwjW0igit5zpEjR/jlL3/JT37yEw4fPszs7CydXq9HZzwe81YUEWQm8yQREfR6PS5fvkznrrvu4nOf+xyf/vSnWbt2LXPEApnJrl27vH37dqanp4kIMpNrJYnhcMhgMEC2uRZt29I0DZ22belIolNKoVNrpZTiOezdu5dHH32U3//+95w6dYrMpNM0DU3T0LYtbdsiCdu8mSTRsc3VLFu2jHvuuYctW7bw0Y9+lImJCTJTEYFtJDFv586d3rZtG9PT00jCNtdKEsPhkMFggGxzLWqt2KZpGhayjSQ6tslMaq3M8bFjx9i7dy+PPfYY//znPzl9+jRXkoRt3gok0ev1yEzatqXX67FixQq2bNnCF7/4RW699VYkoTm1VkopdCQxb+fOnd62bRvT09NIwjbXShLD4ZDBYIBs81qNx2N6vR6dWiulFDKTiKDTti1N05CZRAS2kcQcT09Pc/DgQZ5++mn27dvHgQMHuHjxIr1ej854POataPny5XziE5/g7rvv5rOf/Sxr1qxhPB7T6/XE/9hGEraRRGfnzp3eunUrMzMzRASZybWSxHA4ZDAYINu8CXz+/Hn+/ve/8+STT/L444/z7LPPcubMGWzzSiRhm44kJGEb2ywkCUnYxjbzIoLMZKGIoJOZSMI2naVLl/LBD36Qe+65h7vuuotbbrmFJUuWMEe8gsxkz549/vznP8+lS5foSOKV2CYisE3HNvO+853v8JWvfAXZ5o2WmUiibVtPTk7y/PPP86c//Yn9+/fzzDPPcOHCBWqt2KZjG9t0JGGbK0liIdtcjSTmSUIStVbmNU1D27YsX76cDRs2sGnTJj7+8Y9z++23s2zZMkopzBGvIDOJCJ566ikPBgMOHTrEzMwMTdMgiZfTNA2zs7PYZmJigrZtqbVy880389BDD3Hvvfci27zZPGdycpKjR49y9OhRDh48yJEjR3j22Wc5ceIEtVYkIQnb2EYSHdu8FElIYp5tbHM1kli5ciVr165l48aN3H777WzYsIFbbrmF5cuX0+/3mSNepVorpRQuX77Mb3/7W588eZJaK03TEBG8nIig1krHNpmJbd72trexefNmVq5ciWzzRmvblqZp6GQmkpBEx3POnTvH8ePHee6553juuec4duwYx48f5+TJk5w9e5ZLly4xGo3ITK5USiEz6djmakopLF26lEWLFrFkyRLe8Y538K53vYv3ve99vP/972f9+vWsWLGCRYsWMUe1ViICSdRaKaXwarRtS9M02KbW6qZpyEwyk5czGo1YtGgREcFoNKJpGiKCtm2JCCJCss0bzTaSWCgzyUwk0YkIRqORJycnmZyc5OzZs5w4cYIXX3yRv/3tb5w6dYpTp05x4cIFpqammJycZHZ2llIKtulIIiKYmJhg2bJlrFixgiVLlrBkyRJuu+02brvtNtatW8c73/lObrrpJpYuXcrKlSuRRNu2Yk7TNLxWbdvSNA1t2yKJUgqj0Yh+v0/btjRNw7WyjSRkmzeDbTITSXRsU0phocxkNBrR6/UopZCZnpqa4ty5c5w7d47z58/Tti2XL1/m/PnzzM7O0jQNkuhkJplJKYXFixdz4403snjxYm666SZWrVrF0qVLmZiYoN/vM0e8hLZtsU0phYjgldhGEguNRiP6/T6vlm1sI4nMpNZKv9/HNpKQbd5o4/GYiKCUwkKZiSRGoxETExNcjW06tVYkUUoxc2yTmUjCNpLoSEISC7Vtq6ZpuJJtbGObUgod20hiXq2VUgqvRmbSiQjatqVpGmwjiZczHo8ppdCJCBayjST+D970ohAKMaLvAAAAAElFTkSuQmCC","scaled_width":14.15,"scaled_height":22.77,"exact_perimeter":72.57,"approximate_perimeter":67.89,"convex_hull_perimeter":63.28,"perimeter_pixels":564.25,"approximation_points":8,"original_contour_points":120,"shape_analysis":{"perimeter_to_area_ratio":0.3223,"compactness":0.5372,"aspect_ratio":1.61}},{"index":6,"position":{"x":0,"y":0,"width":161,"height":174},"actual_filled_area":191.58,"bounding_box_area":463,"image_base64":"iVBORw0KGgoAAAANSUhEUgAAAKEAAACuCAYAAABeB21jAAAgAElEQVR4AezBC7jnY73//+f7fd/f71ozY8QoG5UiUrqSUwm/RAeU42ZC0TjXTg4JKYcwThmhHDYqhwaTU0WNU2nnEFdRKNtmV5sStvNsjJm1vp/7fr/+87n2Xtc1v377b4ZZxlozHg+TxOJIEpJwd+655x5uv/12PfHEE7z44ot0u10WhJlRa6VpGtwdSWy//fasv/76xuv+HyaJxU2tlZQSEYG7c9BBB+nHP/4xjzzyCOPGjaOUwoKQhLuTc6ZpGmbOnMlRRx3FAQccwNJLL2287v9ikljc1FpJKdG67777tPXWW/PQQw8hCXcnIlgQ7k5EkFJCEhHBe97zHq666ire/va34+7m7pRSyDkzJCJwdxY3JonF2Te+8Q0dd9xxvPjiiwwXdyciMDNaklhqqaX4+te/zj777EO327U5GCIJM0MSZsbixiSxOKq18txzz7HZZpvpt7/9LWaGu1NrZTiYGZIwMyTR2mijjbj22msZO3as1VrJOdOSRMvMWByZJBY3kmhdc8012nHHHRkYGEASknB3IoIF5e5EBK2UErVWlllmGW644QbWWWcdmqaxTqfDEEkMMTMWJyaJxU2tlYhg33331fe+9z3cnVIKLXcnIlhQ7o4kJDEkpcSXv/xlJk+eTH9/v0nCzBgiiZaZsTgxSSyO7r//fu2www488MADlFIYYmZIYkG5O2ZGrZUhZsbKK6/MFVdcwVprrYUkm4MhkjAzFjcmicXRSSedpBNPPJGZM2dSa6WVUqLWynAzM1pmhiSOOuooDjnkEPr7+83dWdyZJBY3TdPwsY99TLfffjulFIaklKi1MhzMDEm03J2IYMiGG27ItGnTWGGFFSznjCTMjJYkzIzFiUliURURuDutiMDdKaVw5513auutt+bpp58m50yrlMLCMmHCBM466ywmTpxIztkiAjPDzJCEmbE4MUksyiRhZkQEEUHOmf3220/nnHMOEUFEMMTdiQgWhi984QucdNJJjB8/3kop5JxpScLMWJyYJBZlkjAzWrVWer0eq6++uv7yl7/Q7Xbp9Xq03J2IwMyQxKtt1VVXZfr06ayyyiq4u5VSyDmzODJJLGokYWZIwsyQhJnRuvHGG7XtttsyMDCAJCKCubk7EcGryd1xd0499VQ+97nP0dfXZ03T0Ol0WByZJBZVEYG7U2vF3Zk5cyYHHnigLrnkEgYHB5GEmSGJIWaGJBaGddddlx//+Mcst9xy5JytlELOmcWNSWJRIwkzIyJwdyICd+dXv/qVdtttNx588EEk0XJ3IoJWzplSCguDu9PpdDj//PPZaaedcHdjjojA3VmcmCQWNZIYYmZIovXVr35VZ5xxBrNnz6aVUiIikISZYWZEBK+2lBIRQUqJrbbairPPPpsJEyZYp9MhInB3FicmiUVRRODutJqmoZTChhtuqLvvvhszQxJmhiRSStRaaaWUqLWysCy//PJcdNFFbLzxxkiynDOLG5PEokYSZsaQUgo33XSTJk6cyPPPP48k5kdKiVorZoa7U2vFzJBEzplSCq2cM6UUWu5ORDAvZsaQgw46iGOPPZb+/n6ThJkhiZaZsagzSSyKaq2klKi1klJiv/3207nnnkvTNLwSZoaZERG89a1v5cknn2RwcBB3JyJouTsRwfxwdyKC1rrrrsu1117LG9/4RpuDxY1JYlEmiSeeeIL1119fDz/8MBHB/DAzJOHuRAStbrdLa+edd+baa6/l6aefRhIRQcvdiQjmxd2JCFruTkqJiy++mG233ZZut2ssZkwSixpJmBm1VlJKXHzxxdprr70opVBrZX6YGZJomRmScHdWWWUVvvnNb3LKKadwxx13MHv2bMwMd6fWyvzIOVNKwcxwd2qtbLHFFkydOpUJEyYYf0cSLTNjUWSSWNREBGZGRDBz5kx23XVXXX/99QwODvJKpJSotdKaNGkSU6ZM4bvf/S7HHnssvV6PlpkhCTNDEvNiZrg7tVZab3jDG7juuuv4wAc+gLvbHAyRxBAzY1FjklgU9Xo9ut0u119/vfbYYw+eeOIJIgJ3JyKYH2aGJHLOlFIYM2YMZ5xxBp/97Ge555572HLLLfmv//ovmqZhiJkhiZdiZkiilXOmlIKZcfjhh/PVr36VMWPG2ByYGS1JDDEzFjUmiUVRRNDae++9dckllzA4OIiZYWZEBC+HuxMRrLzyylx55ZWsscYazJo1i0mTJnH99dczMDBAy8xoSeKl5JwppdDq6+tjcHAQM2ONNdbgnHPOYd1118Xdzd0ZIgkzY1FkkljUlFLIOTNz5kze+9736tFHH6VpGrrdLr1ej/nh7kQEKSVqrbTWW289fvKTn7DssssSEZx55pkcdNBB1FpJKVFKwd2JCOYlpYSZUUphSF9fH5MnT+bAAw8kpWTuzhBJmBmLIpPEokASLTOjFRHceOONmjhxIjNnzqQlCTNDEvPL3YkIWjvvvDNnn30248aNw925++672XjjjXn++efJOVNK4eXIOVNKwcyQRLfb5QMf+ABXX301EyZMMEmYGS1JNE1Dt9tlUWOSGM0igpaZYWZEBO5Or9dj77331uWXX87AwAAtM0MS8yOlREQgiZaZceyxx3LwwQfT19dH65lnnmGDDTbgwQcfpJRCK6VErZWXklKi1oqZIQl3JyJoLbfcclx99dWsvfba5Jyt1+uRc8bdaUnCzFiUmCRGG0mYGa2IwMwwM1qSMDMefPBBrbfeesyYMYNaK2aGJOaXmdGShJkxduxYLrvsMjbffHNSSgzZeeed+dGPfsTAwAAtdycieCnuTkRgZkjC3Ukp0TQNrQMPPJBjjz2WcePGWa0Vd8fMaEUE7s6ixCQx2kiiZWb8b0opnH/++frSl77E7Nmzabk7EcH8MDMk0co5U0phjTXW4NJLL+Vd73oXtVZyzrSmTZvGAQccwIwZM6i18nK4OxFBK+dMKQUzY4UVVuDWW29lpZVWMv5HRNBydxY1JonRSBItM6NVa6WVUuKxxx5jzz331C233MKsWbNomRmSSClRa+WluDsRQavb7dLr9dh///05+uijWXrppZGEmRERPPnkk2y99db8/ve/p5RCRDAvZoYk3B1JSGKImSGJ888/n8985jO4u3U6HRZlJonRSBKScHf+3i9+8QvtvPPOPPHEE5gZLUmYGWZGRDAv7k5EMOTqq69miy22wN0xM+a27777cs455xARSGJeUkrUWmm5OxHB3MyMzTbbjO9+97ussMIK2H+jJQkzY1FikhhtJGFmSKJlZgwZHBzk8MMP11lnncXAwADuTkTQMjMkMT/cnYigNX78eO655x5WXnllJGFm1FpJKdH60Y9+xN57782zzz7Ly2VmmBlDIgIzY/z48Zx++ulMmjQJSebuSEIS7s6ixCQx2tRaSSnRigjcndasWbN4+umn+eQnP6l/+7d/I+dM0zS0zAxJzA8zQxJmRmvVVVflN7/5DUsuuSTuTksSZoYkHn74YbbZZhv+8Ic/YGZEBPOSc6bWiiT+nrsTEWy11VZMmzaNMWPGWEoJSZgZixqTxGjX6/Xodru0/vmf/1lf+cpXGBwcpJRCy8xoSWJ+pZSoteLu7Lvvvhx//PGMGzcOMyMicHdaEUFr8uTJnHTSSQwMDDA3M0MSLTOjJYl5MTOWWmopbr/9dlZddVVSShYRuDuLGpPEaBYRtNydGTNmsPPOO+sXv/gFpRQigpaZIYmXK6XEUkstxbnnnss//uM/4u4MkYSZIYnWXXfdxUc+8hGef/55zAxJuDtmRq0VM6MlifnV7XY55phjOPjgg3F3c3dqraSUWJSYJEaziMDdad1+++3aYosteO6555DEEDNDEvPL3YkIcs6sssoq/OxnP+Otb30rc5OEmRERtNyd973vffzhD3/gf+PumBm1VuYlpUStldaaa67Jz3/+c5ZeemlLKRERuDuLEpPEaBMRuDu1VlJKRARN03DiiSfqxBNPpNfrsSDMDDMjIth22225+OKLGTt2LC0zY4gkJOHutA477DBOP/10XnzxRf6emZFSopTCvOScKaXQ6na7/PSnP+WjH/0o7m5zsKgxSYw2EYG7ExG4O60//elPfOYzn9E999xDKYWWmSGJV8LdkcS3vvUt/umf/olut0utlZQSkjAzWpIwM5qm4d5772W77bbjb3/7G5JwdyQREbTMDEnMi5khiSFf/OIXOeGEE1hiiSXM3VnUmCRGs8HBQfr6+rjyyiu1xx578MILL2BmmBmSkMTL5e5EBG9+85v54Q9/yNprr02n06HWSkqJVq2VlBK1VlJKtAYGBth888255ZZbkEQrpUREIImXw8yQRGu11Vbj/PPP54Mf/CDubixiTBKjkSTMjForTdNwwAEH6Pzzz6eUQsvMkMTczAxJzEvOmVIKO++8M1OmTGHZZZclpYSZMSQicHeapsHdSSkhieOOO44pU6Ywc+ZMWmZGSxItM0MS8+LuSEIS3W6XL3zhCxx99NEstdRSxiLGJDEaRQRmhpnxH//xH/rkJz/JH//4R1JK1Fr5e2ZGSxLzw935zne+w0477cS4ceOotZJSotaKu2NmtCICd6dpGjqdDnfccQc77rgjTz75JLNmzeLvpZSotfJSzAxJmBmSaL397W/nhhtu4J3vfKexiDFJjEalFHLORATf+MY3dNxxx9Hr9ai1Mi+dToemaUgpUWvFzJBEy92JCNydBx54gFVWWQUzoxURuDuSGGJmDCmlUGvlgAMO4Pvf/z4DAwOklKi18nK5OxFBp9OhaRpyzpx99tnssssu9Pf3W6/Xo9vtMjdJmBmjjUliNKq1klJixowZfPzjH9c999xDRCCJ+WFmuDu1VjqdDhFBrZUha621Ftdffz3LLrss/xtJtMyMIRFBRHD55Zfz+c9/npkzZzLE3YkI5peZYWZEBEO23HJLLr30UsaOHWsRQUoJSUQEKSVapRRyzowmJonRptZKSonWLbfcok033ZRaK6UU3J2IYF663S5N0yCJTqdD0zTM7dBDD+WYY46h2+0iCXdHEi0zoyWJlpkxt7/+9a9svPHG/PWvf0USLXcnInB3IoL5kVKi1oq7ExGMHz+e22+/ndVXXx13N/5HRODutGqtpJQYTUwSo00phZwzpRSOOuooffvb32ZgYIBaKyklaq3MS0qJWistdyciaOWcmTBhAhdddBGbbroptVbcHTMjIjAzzIyWJFpmxtwGBwfZY489uPzyy4kIJCGJlrsTEcxLSolaKyklaq24O63Jkyfz5S9/mTFjxlgphZwzrYjAzDAzRhuTxGjUNA0PPvggn/3sZ3XXXXdRa6XT6dA0DfNiZkiilVIiIpCEuxMRbLrpplx44YUsv/zySMLMaEnCzJgfV111FZ///Od59tlnkUStFXcnIpgfnU6HpmlwdyKClruz5pprcvHFF/Pud7+biDB3p1VrpZVSYrQxSYxW3/nOd3TIIYfw/PPPk3OmlML8MDMk0TIzJNHtdun1erROOOEEDjroILrdLpIwMyRhZrwUSbTMjGeffZaJEydy8803IwlJdDodmqZhfpgZkhhiZkhiiSWW4MQTT2Svvfaiv7/fIoKWu9OShJkxmpgkRptSCoODg3zmM5/RNddcgyRyzvR6PdydiGB+uDsRQcvdiQhWXnllpk6dygYbbEDLzIgIWu5ORODu/D1JzM3MOOmkkzjmmGOYPXs2LXcnIphfKSVqraSUkEREkHPm//yf/8P3vvc93vGOd5gkzIzRzCQxGt15553aaqutePrpp6m10urv72dgYID5ZWZIwsyQRM6ZnXbaiW9961sss8wyDKm14u6YGbVWUkrMTRItM2Nuv/71r9luu+146qmnqLUiCTNDEi/FzJCEmSGJIWaGJHLO/OxnP2ODDTagr6/PmEMSpRQ6nQ6jjUlipIkI3J1WKYWcMxFBRJBzpnXggQfq3HPPZfbs2aSUqLXSMjMk8VLMDEm4O62IoJVSYtq0aUycOBEzo2VmvFySMDOeeuopDjzwQC677DJKKZgZklhQ7s7EiROZOnUq7m6dTofRzCQxUpVSyDkTEbTcnaZp6PV6fPSjH9Xvfvc7Sim0UkrUWpkf7k5EMCSlRESw1FJLceedd7LSSithZrTMjJcrInB3JHHFFVewxx57MGvWLCSRUqLWyoJ685vfzF133cWyyy5rTdNgZuSckYSZMZqYJEaqUgo5Z2qtpJRoRQS33HKLtthiC2bPno0kWjlnSim8HDlnSim0UkrssMMOXHDBBXS7XYaYGa9ERODuPPXUU6y11lo8+uijtNydiGA4TJs2je22245Op2PuTtM0dDodRhuTxEgjCUm4O3NrmoaIYP/999cFF1xA0zS0Op0OTdPwcuWcKaVgZvT393PFFVfw8Y9/nE6nQ8vMeKWapiGlRGvSpElcfvnl1FqJCBZUSomIYLPNNuPcc89lxRVXZA7r9Xp0u11GG5PESBQRuDstSUQEKSV+/etfa+edd+Zvf/sbTdPQMjMk8XLknCml0Op2u6y00krcdNNN/MM//ANDzIxXqtZKSonWL37xCz796U/zzDPPIAlJLAgzQxJveMMb+P73v8/mm29OSslyzpRSyDkzmpgkRiJJRAQpJWqttFJKHHbYYTrjjDOYOXMmZoa7U2vF3YkI3J2I4KW4OxGBuxMRtPbZZx/OOOMMJJFSYrjUWun1emywwQbcc889mBmSGA5mxmc/+1nOPPNMxo8fb8xRSiHnzGhikhiJJFFrJefMkCeeeIJtttlG99xzD4ODg7RyzpRSyDlTa8XMiAheirsTEeScKaWw/PLLc+GFF7LpppvS6/XodrsMl6ZpyDlz0EEHce655zJr1iwWlJlhZkQEyy+/PD/84Q9Zf/31iQhzd0Ybk8RIJAkzIyJwdyKCq6++WnvttRfPPvss/f39DAwM0EopUWvFzJDEvLg7ZkatFXfnU5/6FGeeeSbjx4+nr6+P4VBrJaVEKyL45S9/yX777cf999/PcDAzJJFS4vDDD+eQQw5h7Nix5u6MNiaJkajWSkqJVtM0dDoddt99d02dOpWIYEGllKi10ul0uOKKK9h8883p6+tDEmbGgpCEmdE0DTlnzIwZM2Zw2GGHccEFFzA4OEjLzGhJwsxoSWJ+uTsRwTvf+U5uvvlmlltuOZOEmTE3SbTMjJHIJDFSSWLIjBkzWHvttfXoo49SSmFBuTsRwTLLLMPvfvc73va2t1FKIefMgpKEmRERuDtDpk+fzg477MDAwACSaJkZLUnMr5wzpRTcHUmMHTuWyy67jI9+9KP09/cbo4xJYiSShJnRqrVy7bXXatttt8XdKaUwHMyMiRMncskll9DpdGhFBO7OgpCEmTGk1kpKiRdeeIG1116bP//5z5gZkmillKi10jIzJPFSzAxJmBktSeyzzz4ce+yxTJgwwXgJkjAzRhKTxEgjiYggpUStlRdeeIEvfvGLuvrqq3nxxRcZDiklut0u06ZNY4sttsDMyDlTSiHnzIKotZJSolVrJaVEr9ej2+2y//77c/bZZxMRRAStlBK1VlpmhiTmJaVErZUhq622GlOnTmWdddYhpWT8/4gI3J2RxCQx0jRNQ6fTQRKtO++8U9tssw1PP/00pRSGQ6fTYc011+Sqq65ihRVWoFVrJaXEgooI3J1WRODulFJwd26//Xa23357nn76acyMWispJWqtvBwpJWqttNwdM+Owww7jiCOOoNvtGv9DEi0zoyUJM2MkMUmMRJIwM1rHH3+8jj32WAYHBxlOxxxzDIcccghjxoxhuPV6PbrdLi1JmBmtmTNn8olPfIJf/epXDDEzhkhiXlJK1FpppZSotdJae+21+clPfsLyyy+Puxv/QxJmRksSZsZIYpIYiXq9Ht1ulyeeeIJPfepTuuOOOyilEBFIYkGklHjzm9/MpZdeyvvf/35SSrTMjFIKOWcWVK2VlBKtUgo5Z1oRwQknnMBJJ53EzJkzGWJmtCQxL+5ORNBKKVFrJaVEt9vl1FNPZbfddqPb7Zq705KEmTFSmSRGmlorKSUkccUVV+iAAw7g8ccfZzhNmjSJk08+mWWWWYaUEhFBRJBzZkE1TUOn0yEicHdaEYG70/rNb37DLrvswl//+leapuGV6O/vZ2BggFZKiVorrQ9/+MP89Kc/pb+/3zqdDi1JmBkjlUliJJKEmbHNNtvommuuodaKmSGJ+ZFSotZKzplSCq2cM6UU3J0LLriAT3/603Q6HZqmodPp0IoI3J1X0wsvvMBXvvIVzjvvPJqmIaVErZWWmSGJl8vMaJkZv/rVr3j/+99PztlqraSUaNVaSSkx0pgkRpqIwN157LHH9OEPf5g///nPpJSICCTxcuWcqbUiiZQSyy+/PDfccAOrrroqnU6HVkTg7kjCzHi1/fCHP2T33Xdn9uzZlFLIOVNK4ZUyM4YcddRRHHzwwYwbN86YS0RgZpgZI4lJYqT63ve+p/3335/Zs2czJKVErZX5YWZIIudMKYWWmbHnnnty7rnnIomUEq2IwN1ZWB5//HE+8pGP8O///u9EBJ1Oh6ZpeKXMjCFrrbUWl1xyCauttprNQSsicHciAndnJDFJjDSSeOGFF9h222112223UWul1krLzJDEvKSUqLWSUqLWSmvs2LG4O9OnT2ejjTbCzGhFBO5ORODuvNpqrZgZ+++/P2effTbuTimFBWVmtPr7+zn99NPZfffdsTncnYjA3RmJTBIj0a9//WttuummzJw5E0nknGmVUpgf7k5EkHOmlEIrpcQHP/hBbrjhBnLO9PX1ERGYGWZGRODuLCw333wzO+64I08++SSSGA5mhiS22WYbzj//fCZMmGDMIYmWmTHSmCRGouOOO06TJ0+maRpaKSVqrZgZkngpZoYkhpgZLUkcc8wxHHroofT19dFqmoZOp0OtlZQSC9PMmTPZYYcduO6663B3IoLhstxyy3HRRRfxsY99jDmMOZqmodPpMNKYJEaaP//5z+y+++6644476PV6pJSotdJKKVFr5aWklKi1Mjcz4y1veQvTpk1j7bXXZuzYsUhCEu5OrZWUEgtDKYWcM5I466yzOPLII3nuuedoSWI45JyZNGkSJ598MhMmTDDmKKWQc2akMUmMNOedd54OPvhgnnvuOSTRcnfcnVIKL0dfXx+Dg4OklNhxxx0544wzmDBhArVWzAx3RxJmRkTg7iwstVbuv/9+9thjD+68807cnYhgOLg7Sy+9NDfffDOrrbYaOWeLCNydkcYksbBJwswYIomIIKXEwMAAn/jEJ/Sb3/yG2bNnY2ZIIqVErRUzQxLzYmZIouXuSOKKK65giy22oL+/n9dSKYWcM71eD3fnwAMP5Oyzz6ZVa2VB5ZyptSKJKVOmsN9++9Hf32/MERG4OyOJSeK1UEohpUQrIkgp0br33nu16aab8vjjj9NKKVFrxd2JCOaHuxMRpJQwM0opvOUtb+GWW25hxRVXJKXEay0icHdaV199NZ/+9KcppVBrJSIYDjlnNtxwQ6ZNm8ab3vQm63Q6RATuzkhikngtRATuTkRgZpgZtVbOPPNMHXLIITRNQ0qJWistM0MSZoYkXoqZYWZEBEP2228/Tj75ZPr6+hgJmqah0+nQeuaZZ9h444257777kMSCMjMk0dfXR62Va6+9lo997GNIMndnpDFJLGwRgbvTkoSZERE89dRT7LrrrrrppptomgYzo9ZKK6VErRUzQxLzklKi1kqrr6+Pm266iTXXXJP+/n5GiohAEu7OkUceycknn0yv12NBuTutiKB10EEHcfzxx5NSspwzI41JYmGrtZJSotZKSglJmBnTp0/X7rvvztNPP83ccs5IotbKy9HpdKi1svLKK3PnnXfyhje8ATPjtVZrJaVErZWUEpK499572XbbbfnLX/6CJIZLt9vlHe94B1OnTmXdddel1mopJUYSk8RrodZKK6VE0zSklNh///117rnnUkphiJlhZkQELTNDEvNiZrTMjAMPPJCjjjqK8ePHExG4O68lSZgZQyRRa2XixIn85Cc/QRLDwd2JCMyMI444gsmTJ1NrtZQSI4lJ4rVQSiHnTCsiuOuuu7TbbrvxwAMPIAkzo9bK3MyMliTmpdvt0uv1WGWVVbjoootYa6216HQ6mBlmxmut1kpKiVatlZQSZ5xxBocffjgvvPACC8LdiQhyzpRSaL3vfe/jqquuYsUVVzR3ZyQxSSxsEYGZYWYMDg7S19fHqaeeqq997Ws0TYMk5mZmpJQwM5qmYX6YGa3dd9+dKVOmsMwyy9A0DZ1Oh5FCEmZGKYWcM/fccw877rgjf/zjH1lQZoYk3B0zo9bKj3/8Y7bYYgs6nY4xgpgkFrZaKyklWrVWmqbhk5/8pG6++WZaEcGCMjMkcd1117HJJpvQ19dHq9ZKSonXWq/Xo9vtIgkzozVz5kwOP/xwvvOd7zAwMMAQdycicHckIYmXYmZIYoi7ExFst912nHfeeSy11FJWSiHnzNwiAjPDzFiYTBKvhVIKKSXMjN/97nfacsstefzxxxkOKSVqray44orcdNNNrLTSSpRSyDkzUkQE7k6tlZQSQ6677jp23HFHXnzxRSQhCXcnIng5zIyWJFpmxpve9Cauv/56Vl99dfr6+qxpGjqdDhGBu/NaMUm8ViTRNA1HH320vvGNb+Du1FpZUO5ORLDvvvvyzW9+k76+PmqtpJSICNydkaLWSkqJiMDdeeGFF9hkk034wx/+QCkFSbg7rYjAzJDEvLg7EcGQlBK1Vk455RT22Wcf+vv7rZRCzhlJmBmvFZPEwhYRuDsRwUMPPcRWW22lP/3pT5RSGC7jxo3j2muvZcMNNySlxEglCTOj1TQNnU6Hk046iWOOOYbZs2fTSikREUjC3YkIXo6UErVWzIwNN9yQqVOnssIKK9DX12f8HUmYGQuTSeK1Iokf/EB50TAAACAASURBVOAH2nPPPWmahlornU6HpmlYUOuttx7XXXcdSy+9NK2IoNZKp9NhJIgI3J25SUISDz30EBtssAFPPvkkZoa7U2tlfrk7EcGQlBK1VrrdLq3TTjuNvfbai263a7VW3B0zQxJmxsJmkljYJNEaHBxkr7320pVXXsng4CAtM0MSC6Kvr4+jjz6agw46iE6ngyTMjJFEEmZGq9fr0e12aUUEZsZGG23EbbfdhiTMDEmYGZKYX2aGJNwdSUiitckmmzB9+nTGjh1rkpCEu1NrJaXEwmaSWNgiAnfnlltu0aRJk3jkkUeICHLONE3Dgnrve9/LxRdfzBprrIEkaq3knGmVUsg5M1JIotZKK+eMJMyMKVOmcOqpp/LEE08wxMyQxPxyd1oRQc6ZUgrdbpexY8dy5ZVXstFGG9HpdEwSLTNDEmbGwmSSeC3UWjnyyCN16qmnMjg4iJnRksSC2mWXXTjrrLNYcsklKaWQc0YSknB3RoqIwN1plVLIOTPk/vvvZ9ddd+Xuu++mlIK7ExHMDzNDEmZGSxKtbrdLr9ejtd9++3H88cczfvx4iwgkkVIiInB3FiaTxKuh1kpKiVorKSWGSMLMKKWw/vrr67e//S05Z0optFJK1FqZH+5ORNBydyICM+Piiy9m6623ZokllmDI4OAgfX19SMLMGMkigsHBQU499VSOO+44BgYGMDNakhgOb33rW7nmmmt417veRafTMeZomoacM2bGwmSSeDVEBO5OKyKotdLpdBhy4403as899+Thhx/mlUgpUWul1el0aJoGM2P11Vfnsssu4z3veQ8tSZgZEYG7ExG4O6PBrbfeypZbbsnMmTOJCFJK1FpZUO5OzpnTTjuNvfbai5yzRQQ5Z14LJonhFhG4O5IwM2qttFJKRAS9Xo8vfelLuvDCCxkcHKSVUqLWysuRc6aUgpkhCXfna1/7GkcccQT9/f1EBJJIKTEazZ49m4022ojf//73NE3DcDEzJLHtttty4YUXsuSSS1ophU6nQ0Tg7ixMJonh1jQNnU6HIZIwM1qlFO677z7ttNNOPPDAA7TcnZYkWpKYHzlnaq1IIufMEksswc9+9jPWXXddIgIzo+XuSEIS7s5oUGslpcQJJ5zA8ccfz+DgILVW3J2IYDisuOKKnH/++WyyySbYf6PWSkqJhckkMdwiAnenVWslpUSr1kpKiVNPPVVHHnkks2bNouXuRATuTkQwL91ul16vxxB3J6XE+uuvz/Tp0xk/fjwRgbvTkoSZUWslpcRo8sADD7DZZpvxyCOPEBGklKi1sqBSSrR23XVXzjrrLPr7+61pGjqdDgubSeLVIAkzIyJwd0op5JyZNWsWO+ywg66//nokIQkzIyIwMyQxP9ydiKBlZkhi8uTJHHrooXS7XYZIwsxoSUIS7s5IFhG4O62IYLvttmP69OlIIiJYUO5ORNBaccUV+eUvf8lKK61ErdVyzixsJolXgyQk4e60aq2klLjhhhu099578+ijj2Jm1FpxdyKClrsTEcxLSglJSEISq6yyChdddBHrrLMOOWfMjForrZQSQyRhZoxktVZSSgy58MILOfzww3nssccYTiklzIxTTjmFvffem/7+fpuDhc0kMdwkYWZIwsxoRQRmxn777afzzjuPgYEBhpgZ7k6tFXcnIngpOWdKKbRSStRa2WOPPTjzzDPpdDq4O+6OJMyMVq0VM8PdGQ0iAnen9dhjj7Hjjjty2223kXOmaRoWVKfToWkaWuuvvz4/+tGPeNOb3mRz4O4sTCaJ4VZrJaWEJMyMVq2VGTNm8KEPfUgPPPAAC8LMkERKiVor7s4VV1zBJz7xCcaMGcOioNZKSomIQBJHHHEEU6ZMoRURLIicM6UUhowZM4azzjqL3XbbjTlsDiICd2eIJGqt5JwZbiaJV0NEIImUEq2I4LLLLtO+++7Ls88+y4IyMyRhZqy55pr84Ac/YLXVVmNwcJBut8toZmZIwswYct1117HTTjvx/PPPM1zMDEm0Pve5z3HKKacwbtw4m4OIYIi782oySbwaJNEyM1ovvvgikyZN0lVXXUVEsKBSStRayTnz8Y9/nFNOOYV3vOMd1FoZHBxkNKu1klKiZWZ0Oh3uvfdett9+ex599FGGQ86ZUgpDVl11VaZNm8Zaa61FSsmYiyTMjFZE4O4MJ5PEcJOEmdGShJlx9913a6uttuI///M/iQgWlJkhidZyyy3HBhtsQH9/Pyklaq2MZu5OSomBgQE6nQ7jxo3jySef5Nprr2VwcJDhkFKi1sqQlBJHHXUUhx56KDlnc3eGRASSSCkREbg7w8kk8WqqtZJSYsqUKTrqqKNomoZaK8PBzBjS19dHr9cjIljUpJSotWJmuDu1VhaEuxMRDHF3IoJ1112Xa6+9lje+8Y02B6UUcs60aq2klHg1mCReDQMDA/T39yOJGTNmsMMOO+jWW2+l1+uxoLrdLk3TYGZEBEPcnYhgtHN3JJFzxt0ZHBwk50wpheFgZkjC3YkIWjlnWj/96U/ZfPPNmcOapiGlhLszRBJmxnAySbwaaq2klGhdeuml+tKXvsSMGTPo9XoMBzNDEmaGJFruTkSwKOrr62NwcJCUErVWhltKiVorkyZN4qSTTmK55ZYz5pCEmSEJM0MSZsZwMkkMt1IKOWciAndnl1120eWXX06tlYhgOHS7XXq9Hq1Op0PTNLTcnYhgtEspUWvF3ck50+v1aJkZkhgu7k5EMGTppZfmqquuYr311qOvr88iAnenlELOmVeDSeLVIImI4Omnn9b73/9+HnnkESTxupHvwAMP5Oijj2bJJZc05pCEmdHr9eh2uww3k8RwK6WQc6Z1+umn64gjjmDWrFnUWnF3IoLXjVzrrLMOU6dO5d3vfrc1TUO322VI0zR0Oh2Gk0liuEnCzCilsPHGG+u2224jpUStldeNfH19fZxzzjnstNNO9Pf3myRaZoYkzIzhZJJ4tdx1113afPPNeeqpp3B3JCGJ141sZsb222/Pd7/7XZZaaimrteLuNE1Dt9tluJkkhpskaq0cf/zxOumkk5g9ezZmhiTMDEm8buQyM5ZZZhmuu+461lxzTXLOFhG4O68Gk8Rwk8RDDz3EpEmTdPvtt2NmSEISOWdKKbxu5HJ3IoKDDz6YyZMnM2bMGON/RATuznAySbwavv3tb+vYY4/lmWeewcyQRMvMkMTrRq6cM6UU3va2tzF9+nRWX3113N16vR7dbpfhZpJ4NWy88ca69dZbMTNqrbT6+voYHBzkdSNfSolaK2eddRZ77703nU7HJGFmDDeTxCsREbg7rVorKSVapRT+9re/af311+eJJ57A3YkIWp1Oh6ZpmBczQxIpJWqtuDsRQc6ZUgqLu5QSEUFLEmaGJFJK1FpZUGaGJHLOfOhDH+LCCy9kxRVXNOaICNyd4WSSeCVqraSUaEnCzCilkHPmm9/8pr7+9a8ze/Zs3J2IoOXuRATzknOmlMIQM0MSr/u/dTodSim4O51Oh1IKpRSGi5nxxje+kXPPPZfNN9+cvr4+mwMzYziZJF6JUgo5Z+bWNA0DAwNsvPHGuuuuu3B3JCGJIe5ORDAvZoaZYWa4O7VWIoKUErVWFmedToemaXB3IoJXg5nRksTnP/95TjvtNDqdjuWcGW4miVeilELOmZYkzIzWv/zLv2jrrbfmxRdfpGVmSMLdiQjmV7fbpdZKrZW5mRmSeN1/MzNSSkQE7k5EEBEsKDOjJYnVVluNn//85yy//PLknI1hZpJ4JSTRMjMigpaZcdBBB+nss89mcHAQSaSUqLViZpgZEcH8cncigjFjxjAwMEBKiYggIljcdTodSilIIudMKYWcM6UUhlNKidZpp53GF7/4RSLCcs4MJ5PEgpKEJO677z7tuuuu/Ou//itN09DKOVNKoeXuRATz4u5EBDlnaq1IojVhwgT6+/sxMxZ37k5EYGa4Ow8//DCtvr4+BgcHGQ5mhiRa66yzDjfeeCNLLbUUcxjDyP6/9uAFxs6q7Pvw777XevYMPQRpoCAKmBpiUCFgAokIVpREoUQEKpJWRI42YEGBKkENGC1qLfriIQgIBLCFlkrwABYICEERIgkSRakEBPGMqLTOae+17v87T75vkn4N0k5niH5xX5ckpkISZkatlS984QtasWIFL7zwApszMySxrVJK1FrZ3BFHHMGCBQvYddddGRkZ4b9dRJBSYocddmDjxo3cd999rF27lm63S62V6WBmSCKlREqJm266iXe/+92klIxpZJKYLElIwt3p9Xo0TUMphSOPPFL33nsvvV6PnDOtUgopJVq1VraVuxMRmBk77rgjX/ziFznxxBMZGBig1+vRB7VWOp0OEcGvfvUrTjnlFB5++GGmyt2JCFo5Z0op5JxZtGgRK1euZJdddjGmkUlie0nCzGg9+OCDWrhwIX/4wx+QxFQNDAwwNjZG621vexvXX389e+yxBxFh7s5/u1IKOWe63S6dTgeNO+2001i9ejWjo6NMMDMk0TIzJDEZOWdKKZgZc+fOZfXq1RxyyCF0Oh2LCNydliQkYWaYGZNhktgeEYGZ0SqlcPHFF2vFihXUWpHEVKSUqLUy4eKLL2bZsmXMmDGDcUbf/0MSZsb3vvc9nXLKKfz1r3/FzJDE5nLO1FqRxNaYGZIwMyTRyjlz/vnnc/HFF5NztpQSkpCEu7O9TBJT9bvf/Y4jjjhCv/jFL8g5U0phKtydiMDd2Wmnnfjud7/LwQcfTCnFcs70/R+1VlJK9Ho9mqZh48aNOvbYY/nhD39IRODuRAQTUkpEBJKYDDNDEq0DDjiAO+64gzlz5lhKiVZE4O5sL5PEVEji29/+tk488US63S6tiGCqzAx358gjj+Tqq69ml112oZRiOWf+20UE7k5LEpJwd0opXHPNNTr33HMZGhoi50wphalyd8yMiGDmzJnceOONLFiwAEnm7kyICNydyTJJTFZEIImUEi+88AJLly7VDTfcQM6ZUgrT6corr+T9738/AwMD5u70QSmFlBJmhiTMjFa32+X555/XYYcdxoYNG3B3JNGSxLYyMySxpZQStVYWL17MlVdeSafTsZwzrYjA3ZGEmTEZJontERG4Ow899JAWL17Mk08+yXRJKVFrZccdd+SBBx5g7733pmkaY1xE4O70QUTg7kjCzJhw0kkn6aabbqLb7dIyMySxPdydiKDl7kQEu+66K7fffjtvetObGGeSaJkZEYG7Mxkmie0VEVxyySX6/Oc/z9DQEC13JyKYCncnIjjmmGO49tprmT17Nu5ukmiZGX1QayWlRK2VlBItSaxbt07Lli3jmWeeYapSSkQEkmillJDEhRdeyAUXXMDMmTONzUjCzJgMk8RklVLIOTM8PMzRRx+te++9l1IKZoYkpsPs2bO59NJL+eAHP0jO2cZRSiHnzH87SZgZLUmYGa1SCjln/vjHP+rYY4/l4YcfppSCuxMRmBmS2Bozw8yICCa4OxGBmWFmvPGNb+SWW25hr732IudsjCulkHNmskwS2yIiMDPMjAk/+MEPdMIJJzA8PEwphZaZIYmXYmZIouXuRATuTkRgZpgZb3zjG7n11lvZY489cHcbhyTcnb6XVmvl05/+tFauXMno6ChmRkQwnWbPns0nP/lJzjnnHAYGBkwSZkatlZQSk2GSeDGSaJkZWyqlUGvltNNO0y233MLw8DAtd0cSkngpZoYkJpgZZkZE4O5EBEuWLGH58uXMmTPH6Ju0O+64QyeffDLPPfccpRRaOWdKKUyVuxMRHHzwwdx99910Oh1zd7rdLp1Oh8kySbwYSbTMjC1J4umnn9ZBBx3EP/7xD0optNydiGBrzAx3p9ZKy92JCCbssMMOrF69mgULFtA0jUUE7k4rInB3+l7aCy+8oNNPP53vfOc7dLtdWu5ORDAd3B1354EHHmC//fZjYGDAJGFmTJZJYltIYoKZcf3112vJkiWMjIzQSilRa2VbuTuSkMSEnDOlFA466CDWrl3Lq1/9alJKJgkzQxItM6PvX6u1klLi+9//vhYtWsSmTZtIKVFrZbp0Oh263S7nnnsun/3sZ2maxnLORATuzmSYJLYmImi5O62///3vnHrqqbrzzjsZGhqi5e5IQhLbysxIKVFKwcxomoZut8vy5cs599xz6XQ6xjh3RxItM6PvpZVSyDnzz3/+UwceeCCPP/44KSVqrZgZkpgOZsa8efO477772Hnnna3T6WBmTJZJYkuSMDMmSMLMmHDXXXfp5JNP5ve//z0pJWqttNydiGBrUkrUWmnlnCmlYGZIYubMmdx///3sv//+jDPGmRkRgZlhZvRtG0mccsopuv7664kI3J2IYLqtXbuWhQsXUmu1nDOTZZJ4KZIwM1qSqLVy/vnn64orrmB0dJSmaSilIAkzQxJbY2aYGRGBuxMRTDjssMO49dZbmT17NuOMcWZGRODuSMLM6HtpkogIvvvd7+qcc87h2WefxcyQxHRIKVFrpXXcccfxP//zP7zqVa/CxjFJJol/JSJouTutXq/H6Ogo8+fP189//nMigojA3ZFESxLbomkaer0e7k5E0BocHOTjH/84F1xwAQMDAzaOVkTg7vRtG0nUWsk589e//lULFy7koYceYnR0lJQStVamQ0qJiOAVr3gFV199NQsWLKDT6RiTZJJ4MbVWUkpsLiJYtWqVzjzzTEZHRyml0DIzJNFydyKCl5JSotZKy91pRQSvfOUrue222zjggAMYZ/Rtl4jA3WnVWrn88st13nnn0e12MTMkMVVmhiRaKSUWLFjAt771LWbOnGmSSCkhCTOj1+vRNA2tWispJTZnkthSrZWUEpKotZJzZnR0lMHBQRYuXKjbbruNbrdLRNAyMyTRMjMksTU5Z0opuDsRQeuEE07gq1/9KjvvvDPjjL4p6fV6NE3Do48+quOPP56nnnqKiCAimCp3JyIwMySx++67c8cdd/CGN7yBcca4Wis5ZyZEBGaGmbE5k8SWIgJ3pyUJM6PWysaNG/W6172O559/noigZWa0JNEyMySxNSklaq24OxHB4OAgl19+Oe9///vJORt92y0icHciAnen1+vpIx/5CN/85jfpdrtMJ3cnImitXLmSD3/4wwwMDBjjJCEJd6dVSiHnzJZMEi+m1kpKiVav16NpGm644QYtWbKE4eFhJpgZLUm0zAxJvBQzQxLujrtTa2X//ffnuuuuY5999iHnbPRtt4jA3WlFBK27775bxxxzDENDQ5gZkpgKdyciaLk7ZsaBBx7I7bffzk477WQRgbsjCUm4O/+KSeLFlFLIOdOqtfL8889r8eLF/OhHP2J0dJSWmdGSxAQzQxIvxcyQRM4ZSdRaufDCC1m2bBmveMUrjL4pGxsbY2BggFYphU2bNmn+/Pk8/vjjlFJoSWJ7pZSQRETQSinR6XS4++67OfDAA6m12sDAAK2IwN1plVLIObM5k8SWSinknGnVWkkpccstt+j000/nb3/7G2bGBElszsyQxNbknKm1IonWXXfdxSGHHMLg4KDRN2URgbvTqrWSUuJjH/uYvvSlLxERTJDEZLk7EYGZ0ZJEy8w4++yzWb58OTNmzLBaKzlnaq2klGhJwszYnEliS6UUcs5Iwszo9XqcccYZWrNmDSMjI5gZLUlsr5wzpRRa++yzD+vXr2e33Xaj0+kYfdMmImi5Oz/+8Y914okn8vTTTzNBEpPl7kQEE3LO1Fpp7bnnnlx33XXMnz+fWqullCilkHMmInB3tmSSeDGSiAhSSvz2t7/l8MMP1zPPPEO322VLZkZLEtvC3YkIzIycM6eddhorV65kxowZRt+06PV6pJRwd1qSGBoa0qmnnsq6deuQREsS2yOlhCQiAjPD3am10ul0+OhHP8qnPvUpZs6caYyThJnR6/VomoYtmST+lVIKOWeuuOIKLVu2jKGhISKCqTIzJNGaO3cua9as4S1veQtN01gphZwzfVMXEbg7E0oprF27VkuWLGHTpk3knGmVUkgpUWtlOuyzzz7cc8897LLLLpZSYnMRgbuzOZPEi6m1IomcM+95z3u0fv16xsbGmC4pJSTx+te/njvvvJNdd92ViLCcM31TIwkzY0KtFXfHzHjkkUe0aNEinnzySXq9HmZGSxItM0MSUzFz5ky+8pWvcMIJJzBjxgxjXK2VlBIvxiTxUn75y1/qHe94B8899xy1VtydiGA6pJT48Ic/zBe/+EVyzjaOvukREbg7rVorZoa7MzQ0xAUXXKCrrrqKsbExWmaGJNydiGA6vOtd7+Lb3/42g4OD5u5Iwsx4MSaJLUnCzGgtX75cl1xyCcPDw7g7EcF0MDPmzp3LmjVrePOb30yn0zHGScLM6JuaiMDdeTH33XefjjzySCKC0dFRJqSUqLUyVe7OjjvuyE9/+lP23HNPmqYxxknCzNiSSeLF9Ho9/vjHP3LSSSfpvvvuQxIzZsxgeHiYqXJ3IoJFixZx2WWXsfPOOzPOut0unU6HvukjCTOjVUohpcTw8LDmz5/Po48+SimFVkqJWivTaeXKlZx11lk0TWMpJf4Vk8S/cu211+qCCy7gL3/5C+5ORODuRART4e5EBLfeeivvfOc7GRwcNElMMDP6tl9E4O60JBERpJSotZJSQhKf+9zndNFFF1FKwd1xd0op5JwppTBVOWf2339/1q5dy2te8xoiwlJKSMLM2JxJYksRQa2VE044Qbfeeistd6eUQqfTodvtMhVmxi677MIjjzzCbrvtxjiTREqJWispJfq2X62VlBKSMDMiAndHEmZGRPDLX/5Sxx9/PBs2bEAS7k6tlZQStVamqmkacs6sXLmSU089laZpzN2RhJmxOZPEi9mwYYOOPPJInnrqKcwMSTRNQ6/XY6rMjPe9731cddVVzJo1i3EWEZgZZkbf9Oj1ejRNwwRJtMyMXq+nk046iZtvvplSCu5OKyKYqpQStVZSSrz97W9n9erV7LzzzsY4SZgZmzNJSMLMkMSEz3zmM1q5ciWbNm3CzGhJYls1TUOv1yOlRK2VlrsTEcyYMYM1a9Zw+OGHMzAwYOOICMwMM6Pv5dftdrnpppu0dOlSNm7ciJkhCXcnIpiqnDOSGBwcZNWqVRx99NGMM0mYGZszSUQE7k5E4O4MDQ3xrne9Sw888ACSkERKiYigJYnJ6HQ6dLtdWk3TsO+++3LzzTczb948xpkkzIxWrZWUEn0vn4jA3dmwYYNOOeUUHnzwQSKCgYEBxsbGmA5mhiRaH/rQh7j00ktpmsY6nQ5bMkm0JGFmtH7yk5/o8MMPZ3h4mJwzpRRaZkZLEtvCzJBEzplSChPOOussLrvsMlJKJglJuDutiMDd6Xv5RATuTq2VL3/5y/rkJz/J2NgYOWdKKUyVuxMRmBmS2GuvvbjnnnvYc889LefMlkwSrYjA3RkaGuJTn/qUvv71r9PtdnF3Ukr0ej22lbvTigg2Nzg4SERwww03cPzxx1NKMXfH3YkIWu5O38tLEmZGrZUnnnhCBx98MBs3bqTWirsTEUyFmSEJd6cVEdx44428733vIyIspcTmLCJoScLd2bBhA0cddZSeffZZxsbGaHU6HbrdLi0zQxJbY2ZIwsyQREoJSRx66KFcd9117L777jRNY5IwMyICM8PM6Ht5lVLIOVNKISL09re/nYcffpixsTGmk5lhZkQECxcu5Bvf+AazZ8+2TqfD5qzWirvTksS6dev0wQ9+kOHhYVJK1FppNU1Dr9fD3YkItkXOmVIK7k4rIvjyl7/MWWedhSTrdDpIomVmtGqtpJToe3nVWkkp0brsssv0iU98gqGhIaaLuxMRTJg7dy6rVq3i8MMPZ5yxGYsIzIzWn//8Zy688ELdeOONjIyMkHOmlEIr50wphclIKVFrxd2JCGbNmsW9997LAQccQERYzplWRODutCICd6fv5dXr9WiahtYzzzyjo446iscee4yWJKbK3YkI3J2IIOfMGWecwYoVK5g5c6axGZOEJEopPPLII3rve9/L7373OyTRkoS7ExG4OxHB1rg7EUHLzJBE65BDDmHdunXMnTsXG1dKIedMq5RCSgkzo+/lFRG4OxFBy921ePFi1q1bR7fbZTqllKi10jQNr3zlK/n+97/Pvvvuyzjj/zJJ1FpJKbF06VJdddVVjI2NMVXuTkSQUqLWSqfT4Wtf+xonnngig4ODRt+/TSmFnDMRQbfbZXBwkLVr1+rMM8/khRdeoJTClgYGBhgbG2N7mBmSyDlz0UUXsWzZMgYGBiwicHeslEJKieeff563vvWt+vWvf00phakwMyTRSikREcyZM4cHH3yQefPm4e5G37+NJFqScHdav/nNb3TmmWeyfv163B0zo9bKlnLOlFLYGncnImillDAzSinst99+rF+/njlz5tjAwAClFEwSkrjjjjt0zDHHMDY2hiSmKudMKYVWSon58+dz++23MzAwwDij798qInB3WqUU3F3XXnstS5cuZWRkBHcnIjAzJDHB3YkItibnTCmFzZkZkrjzzjs59NBDGRwctIjAIoKRkRHOO+88XXfddYyMjDAdmqah1+vRmjFjBitWrOADH/gAs2fPNvr+Y0iiVWvlT3/6kw499FCefvpp3J2IwMxwd2qtbCszQxJmhpkREbQGBwcZHR3l7LPPZvny5XQ6Het0Oli32+Xpp59mwYIFeuKJJ5gOTdPQ6/UwM3LO7LfffqxevZp58+aRczb6/u0k0YoIUkrUWkkp6eijj2b9+vWUUogINpdSotbK1uScKaUwodPp0O12cXcigte+9rXcfPPN7LvvvuSczWqtXHPNNTrnnHMYHh7G3YkIpsLdiQgmfPazn+Wcc85h1qxZRt9/hFIKOWckYWZMuP7667V06VI2btyIu9OKCFopJWqtbI2ZIYmcM6UUUkpIIiJouTsrL4FDwwAAAfFJREFUVqzgvPPOY5zZ73//e5YsWaIf/OAHSEISEcFUpZSotbLDDjtw//33s++++5JSspQSff9ZxsbG6HQ6mBl//vOfddRRR/Hwww/TcnciAjNDEtvKzMg50+v12FxKiYjgrW99K1dddRV77703dtttt+n000/nD3/4A9PFzJBE6/Wvfz333HMPu+66K+MsInB3+v59JGFmlFLIOdOShJkhiaVLl+qGG25g48aNTEgpUWtlstydiKDl7kQEZkan0+Gb3/wmixcvxo477jitX7+ekZERIoKmaej1ekyXc889l0suuYSUkuWc6fvPd9ddd+n000/nmWeeIaVErRV3JyKYDu5ORDB//nxuueUWbO+999YTTzxBa/bs2WzatImmaZgKM6PX6zFv3jxWrVrFG97wBmbNmmWMq7WSUqLvP9ff//53nX/++axZs4ahoSHMjFmzZtHtdpGEJKYiIjAzOp0OP/vZz7BVq1bpn//8J7VW3J2cM7VWpkoSc+bM4dhjjyUiaJrGGCcJM6PvP9tjjz2mhx56iForEUGr1krTNEhiKnq9HpLodDosWrQI07hut0un02FoaIjBwUEigqmQRKfTodXr9Wiaxuj7/0av16NpGkZHR+l0OnJ3er0ekkgpERFMRdM0jIyMsMMOOzA6Osr/AkOsXrZhYdsoAAAAAElFTkSuQmCC","scaled_width":20.71,"scaled_height":22.38,"exact_perimeter":85.62,"approximate_perimeter":80.34,"convex_hull_perimeter":71.63,"perimeter_pixels":665.73,"approximation_points":8,"original_contour_points":346,"shape_analysis":{"perimeter_to_area_ratio":0.4469,"compactness":0.3284,"aspect_ratio":1.08}}],"image_metadata":{"name":"input_image_698c6890d93928.17020760.jpg","saved_path":"uploads/20260226_061330_input_image_698c6890d93928.17020760.jpg","original_height":286,"original_width":956,"target_height":177,"target_width":933,"target_bounds":{"min_x":11,"min_y":46,"max_x":944,"max_y":223},"channels":3,"size_bytes":22508,"content_type":"image/jpeg","scaling_factor":0.1286173118971061,"cropped_image_base64":"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"}},"dataObjects":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92,"perimeter":83.47,"area":104.81,"image":"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"},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92,"perimeter":80.27,"area":164.2,"image":"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"},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97,"perimeter":61.57,"area":78.86,"image":"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"},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75,"perimeter":79.1,"area":107.84,"image":"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"},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28,"perimeter":73.09,"area":226.98,"image":"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"},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15,"perimeter":72.57,"area":225.14,"image":"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"},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71,"perimeter":85.62,"area":191.58,"image":"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"}],"no_of_letters":7,"perimeter_of_sign":44.64,"nested_area":15.15,"occupied_area":7.63,"avg_char_height":20.818571428571428,"widthOfSign":"120","otherDimensionOfSign":22.77,"width_of_smaller_line":20},"timestamp":"2026-02-26 06:13:32"} 
[2026-02-26 06:13:37] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","quotationId":"888","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"91926218-7ee5-4f94-9b15-082a18d8e0f8\",\"width\":14.92,\"perimeter\":83.47,\"height\":16.33,\"area\":104.81,\"image\":\"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\",\"boxArea\":\"243.64\"},{\"id\":\"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b\",\"width\":14.92,\"perimeter\":80.27,\"height\":17.11,\"area\":164.2,\"image\":\"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\",\"boxArea\":\"255.28\"},{\"id\":\"2a575533-934a-47ba-a451-5dcde10c9c63\",\"width\":7.97,\"perimeter\":61.57,\"height\":21.99,\"area\":78.86,\"image\":\"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\",\"boxArea\":\"175.26\"},{\"id\":\"80dcbcb2-6696-44ea-bda4-c88cec88bc79\",\"width\":17.75,\"perimeter\":79.1,\"height\":22.38,\"area\":107.84,\"image\":\"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\",\"boxArea\":\"397.25\"},{\"id\":\"fb9d1778-cb70-4da3-97af-410ed65f4e84\",\"width\":14.28,\"perimeter\":73.09,\"height\":22.77,\"area\":226.98,\"image\":\"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\",\"boxArea\":\"325.16\"},{\"id\":\"4ec2d711-a25d-4fb1-8f22-601cd8a21639\",\"width\":14.15,\"perimeter\":72.57,\"height\":22.77,\"area\":225.14,\"image\":\"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\",\"boxArea\":\"322.20\"},{\"id\":\"8c3e5cef-4d69-4441-8714-0643d8f5b2db\",\"width\":20.71,\"perimeter\":85.62,\"height\":22.38,\"area\":191.58,\"image\":\"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\",\"boxArea\":\"463.49\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77"}},"timestamp":"2026-02-26 06:13:37"} 
[2026-02-26 06:13:37] 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","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 06:13:37"} 
[2026-02-26 06:13:37] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 06:13:37"} 
[2026-02-26 06:13:37] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-02-26 06:13:37"} 
[2026-02-26 06:13:37] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-02-26 06:13:37"} 
[2026-02-26 06:13:37] 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":"2026-02-26 06:13:37"} 
[2026-02-26 06:13:37] 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":"2026-02-26 06:13:37"} 
[2026-02-26 06:13:37] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 06:13:37"} 
[2026-02-26 06:13:37] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-02-26 06:13:37"} 
[2026-02-26 06:13:37] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-02-26 06:13:37"} 
[2026-02-26 06:13:37] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-02-26 06:13:37"} 
[2026-02-26 06:13:37] local.INFO: Initializing MathExecutor {"data":{"variables_count":191},"timestamp":"2026-02-26 06:13:37"} 
[2026-02-26 06:13:37] local.INFO: MathExecutor variables set {"data":{"variables_count":191},"timestamp":"2026-02-26 06:13:37"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"3.83789"},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"43.826526"},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"1.40616"},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"9.9007056"},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":6.67625},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":58.955922},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"1.212"},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"57.88815"},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":0.0037610513160000005},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":3.7610513160000005},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":0.00029871497500000006},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":0.29871497500000005},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":0.0028492813000000005},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":2.8492813000000003},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"0.0058559644"},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"5.8559644"},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"0.0028420854"},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2.8420854"},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"0.003805428"},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"3.805428"},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"0.0003036352"},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"0.3036352"},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":3.9432321182000005},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":11.3625},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"11.514"},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"3.8923000912057"},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] 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":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":252.0779963092,"totalDenseWeight_before_formula":30.621316251796696},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":277.28579594012},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":7,"totalDenseWeight":33.683447876976366},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":7,"sign_depth":"1"},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":14.92,"height":16.33,"depth":"1"},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":14.92,"height":17.11,"depth":"1"},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":7.97,"height":21.99,"depth":"1"},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":17.75,"height":22.38,"depth":"1"},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":14.28,"height":22.77,"depth":"1"},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":14.15,"height":22.77,"depth":"1"},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:38] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":20.71,"height":22.38,"depth":"1"},"timestamp":"2026-02-26 06:13:38"} 
[2026-02-26 06:13:39] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1772086418_5a5713831059ca61f524438df6741d47","bins_packed":[{"bin_data":{"w":21.01,"h":23.07,"d":9.1,"id":"unique","used_space":66.5515,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":23.07,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/54e4d53cc339bd2190ffd48c685fc6b4/1772086418-9649-3028731.svg","items":[{"id":"item-3","w":8.27,"h":22.29,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/54e4d53cc339bd2190ffd48c685fc6b4/1772086418-9643-5634518.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":15.22,"h":17.41,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/54e4d53cc339bd2190ffd48c685fc6b4/1772086418-9645-7969827.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":15.22,"h":16.63,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/54e4d53cc339bd2190ffd48c685fc6b4/1772086418-9646-4582565.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":21.01,"h":22.68,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/54e4d53cc339bd2190ffd48c685fc6b4/1772086418-9646-9522283.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":18.05,"h":22.68,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/54e4d53cc339bd2190ffd48c685fc6b4/1772086418-9647-4749788.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":14.58,"h":23.07,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/54e4d53cc339bd2190ffd48c685fc6b4/1772086418-9648-8356355.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":14.45,"h":23.07,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/54e4d53cc339bd2190ffd48c685fc6b4/1772086418-9648-5078889.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-02-26 06:13:39"} 
[2026-02-26 06:13:39] local.INFO: Box added from packed bin {"data":{"length":9.1,"width":21.01,"height":23.07,"denseWeight":33.683447876976366},"timestamp":"2026-02-26 06:13:39"} 
[2026-02-26 06:13:39] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":11.1,"width":23.01,"height":25.32},"quantity":1,"denseWeight":33.683447876976366}],"cheapestShippingCost":328.86670749999996,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":430.5246774973183,"tariffAndDS":430.5246774973183,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":675.8456058422449,"totalShipmentCostFormula":"((tariffAndDS (430.52467749732) + overlengthSurcharge (0) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 675.85","careerDDPValue":0,"warnings":[]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":246.67283845946702,"tariffAndDS":246.67283845946702,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":401.262884239214,"totalShipmentCostFormula":"((tariffAndDS (246.67283845947) + overlengthSurcharge (0) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 401.26","careerDDPValue":0,"warnings":[]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":331.9385749864238,"tariffAndDS":331.9385749864238,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":510.18958975413335,"totalShipmentCostFormula":"(( tariffAndDS (331.93857498642) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 510.18958975413","careerDDPValue":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":"319.65","tariffAndDS":319.65,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":341.65,"totalShipmentCostFormula":"(((tariffAndDS (319.65) + overlengthSurcharge (0) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 341.65","careerDDPValue":0,"warnings":[]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":218.01999999999998,"tariffAndDS":218.01999999999998,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":328.86670749999996,"totalShipmentCostFormula":"(((tariffAndDS (218.02) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 328.8667075","careerDDPValue":0,"warnings":[]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":786.8344787697637,"tariffAndDS":786.8344787697637,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":786.8344787697637,"totalShipmentCostFormula":"((tariffAndDS (786.83447876976) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 786.83447876976","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":238.56,"tariffAndDS":238.56,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":359.63306,"totalShipmentCostFormula":"(((tariffAndDS (238.56) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 359.63306","careerDDPValue":0,"warnings":[]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":237.48,"tariffAndDS":237.48,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":358.015355,"totalShipmentCostFormula":"(((tariffAndDS (237.48) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 358.015355","careerDDPValue":0,"warnings":[]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":218.01999999999998,"tariffAndDS":218.01999999999998,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":328.86670749999996,"totalShipmentCostFormula":"(((tariffAndDS (218.02) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 328.8667075","careerDDPValue":0,"warnings":[]}}}},"timestamp":"2026-02-26 06:13:39"} 
[2026-02-26 06:13:39] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":1.66},"timestamp":"2026-02-26 06:13:39"} 
[2026-02-26 06:13:39] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"22.77","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":280.0,"total_production_cost":470.0,"totalDenseWeight":33.683447876976366,"totalVolumetricWeight":21.5,"bin_packing_result":{"response":{"id":"1772086418_5a5713831059ca61f524438df6741d47","bins_packed":[{"bin_data":{"w":21.01,"h":23.07,"d":9.1,"id":"unique","used_space":66.5515,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":23.07,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/54e4d53cc339bd2190ffd48c685fc6b4/1772086418-9649-3028731.svg","items":[{"id":"item-3","w":8.27,"h":22.29,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/54e4d53cc339bd2190ffd48c685fc6b4/1772086418-9643-5634518.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":15.22,"h":17.41,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/54e4d53cc339bd2190ffd48c685fc6b4/1772086418-9645-7969827.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":15.22,"h":16.63,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/54e4d53cc339bd2190ffd48c685fc6b4/1772086418-9646-4582565.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":21.01,"h":22.68,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/54e4d53cc339bd2190ffd48c685fc6b4/1772086418-9646-9522283.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":18.05,"h":22.68,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/54e4d53cc339bd2190ffd48c685fc6b4/1772086418-9647-4749788.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":14.58,"h":23.07,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/54e4d53cc339bd2190ffd48c685fc6b4/1772086418-9648-8356355.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":14.45,"h":23.07,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/54e4d53cc339bd2190ffd48c685fc6b4/1772086418-9648-5078889.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":430.5246774973183,"tariffAndDS":430.5246774973183,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":675.8456058422449,"totalShipmentCostFormula":"((tariffAndDS (430.52467749732) + overlengthSurcharge (0) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 675.85","careerDDPValue":0,"warnings":[]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":246.67283845946702,"tariffAndDS":246.67283845946702,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":401.262884239214,"totalShipmentCostFormula":"((tariffAndDS (246.67283845947) + overlengthSurcharge (0) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 401.26","careerDDPValue":0,"warnings":[]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":331.9385749864238,"tariffAndDS":331.9385749864238,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":510.18958975413335,"totalShipmentCostFormula":"(( tariffAndDS (331.93857498642) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 510.18958975413","careerDDPValue":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":"319.65","tariffAndDS":319.65,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":341.65,"totalShipmentCostFormula":"(((tariffAndDS (319.65) + overlengthSurcharge (0) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 341.65","careerDDPValue":0,"warnings":[]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":218.01999999999998,"tariffAndDS":218.01999999999998,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":328.86670749999996,"totalShipmentCostFormula":"(((tariffAndDS (218.02) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 328.8667075","careerDDPValue":0,"warnings":[]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":786.8344787697637,"tariffAndDS":786.8344787697637,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":786.8344787697637,"totalShipmentCostFormula":"((tariffAndDS (786.83447876976) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 786.83447876976","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":238.56,"tariffAndDS":238.56,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":359.63306,"totalShipmentCostFormula":"(((tariffAndDS (238.56) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 359.63306","careerDDPValue":0,"warnings":[]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":237.48,"tariffAndDS":237.48,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":358.015355,"totalShipmentCostFormula":"(((tariffAndDS (237.48) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 358.015355","careerDDPValue":0,"warnings":[]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":218.01999999999998,"tariffAndDS":218.01999999999998,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":328.86670749999996,"totalShipmentCostFormula":"(((tariffAndDS (218.02) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 328.8667075","careerDDPValue":0,"warnings":[]}}},"cheapest_shipping_cost_usd":330.0,"totalCost":800.0,"productionResults":[{"material_id":1,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":null,"sequence_no":1},{"material_id":2,"dense_weight_expression":3.83789,"result":"43.826526","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":"Aluminium 12 G / 0.08 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":2},{"material_id":3,"dense_weight_expression":1.40616,"result":"9.9007056","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"Aluminium 14 G / 0.074 inch - Corrosion-resistant, and Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":6.67625,"result":58.955922,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"Frosted Acrylic 8mm / 0.315 inch - Ideal Light Diffusion for Halo Sign Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":1.212,"result":"57.88815","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC, IP65, 0.72–1.2W per module","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 – 12V DC output (10A + 5A split), 180W total, UL certified.","sequence_no":15},{"variable_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":16},{"material_id":17,"dense_weight_expression":0.945,"result":"4.8755","sign_material":"Wire 18g UL UL Certified Red & White China","description":"Wire 18 Gauge (Red & White) UL Certified – 18 AWG stranded copper, 300V, PVC insulated, UL-approved.","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.0037610513160000005,"result":3.7610513160000005,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.00029871497500000006,"result":0.29871497500000005,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.0028492813000000005,"result":2.8492813000000003,"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":0.0058559644,"result":"5.8559644","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.0028420854,"result":"2.8420854","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.003805428,"result":"3.805428","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.0003036352,"result":"0.3036352","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":3.9432321182000005,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":11.3625,"sign_material":"Packaging/Box Making","description":"Custom Packaging with 3–5 ply corrugated boxes with inner foam/styro and stretch wrap.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":11.514,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":3.8923000912057,"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":33.683447876976366,"result":277.28579594012,"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","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":0},"timestamp":"2026-02-26 06:13:39"} 
[2026-02-26 06:13:39] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 06:13:39"} 
[2026-02-26 06:13:40] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-02-26 06:13:40"} 
[2026-02-26 06:13:40] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":22.77,"sign_width":"120","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]},"timestamp":"2026-02-26 06:13:40"} 
[2026-02-26 06:13:40] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-02-26 06:13:40"} 
[2026-02-26 06:13:41] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":22.77,"sign_width":"120","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]}},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}],"sign_height_raw":22.77,"sign_width_raw":"120"},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":23.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Dimension Calculation {"data":{"dim_id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92,"ceilHeight":17.0,"ceilWidth":15.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":27,"sign_type_id":1,"heightOrWidth":"17.00","return":2,"price":163,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Dimension Calculation {"data":{"dim_id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92,"ceilHeight":18.0,"ceilWidth":15.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":29,"sign_type_id":1,"heightOrWidth":"18.00","return":2,"price":175,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Dimension Calculation {"data":{"dim_id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97,"ceilHeight":22.0,"ceilWidth":8.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Dimension Calculation {"data":{"dim_id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75,"ceilHeight":23.0,"ceilWidth":18.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Dimension Calculation {"data":{"dim_id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28,"ceilHeight":23.0,"ceilWidth":15.0,"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":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Dimension Calculation {"data":{"dim_id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15,"ceilHeight":23.0,"ceilWidth":15.0,"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":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Dimension Calculation {"data":{"dim_id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71,"ceilHeight":23.0,"ceilWidth":21.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":7,"baseProductionCost":1574,"result":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92,"depth":2,"price":163},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92,"depth":2,"price":175},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97,"depth":2,"price":236},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75,"depth":2,"price":250},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28,"depth":2,"price":250},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15,"depth":2,"price":250},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71,"depth":2,"price":250}]},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":23.0},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.807"},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1672.98,"taxFactor":0.0887,"tax":148.393326},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Box Calculation Details {"data":{"breadth":29.0,"boxDepth":8,"oneBoxCapacity":85.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":85.0,"widthOfHalfBox":35.0},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":220.3165467625899,"shippingWeightInKG":99.91680125287523},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":99.91680125287523,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":5,"min":"91","max":"110","rate":"105","created_at":null,"updated_at":null}}},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":105,"defaultShippingRate":null},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1574,"PSUCost":98.98,"tax":148.393326,"shippingRate":105,"miscellaenous":0,"signPrice":1926.373326},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":22.77,"sign_depth":2,"totalCost":1926.373326,"TATDays":7,"baseProductionCost":1574,"productionCost":1672.98,"PSUCost":98.98,"tax":148.393326,"shippingCost":105,"uniqueReturns_count":2,"objects_count":7},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}],"sign_height_raw":22.77,"sign_width_raw":"120"},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":23.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Dimension Calculation {"data":{"dim_id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92,"ceilHeight":17.0,"ceilWidth":15.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":28,"sign_type_id":1,"heightOrWidth":"17.00","return":3,"price":171,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Dimension Calculation {"data":{"dim_id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92,"ceilHeight":18.0,"ceilWidth":15.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":30,"sign_type_id":1,"heightOrWidth":"18.00","return":3,"price":184,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Dimension Calculation {"data":{"dim_id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97,"ceilHeight":22.0,"ceilWidth":8.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Dimension Calculation {"data":{"dim_id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75,"ceilHeight":23.0,"ceilWidth":18.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Dimension Calculation {"data":{"dim_id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28,"ceilHeight":23.0,"ceilWidth":15.0,"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":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Dimension Calculation {"data":{"dim_id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15,"ceilHeight":23.0,"ceilWidth":15.0,"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":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Dimension Calculation {"data":{"dim_id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71,"ceilHeight":23.0,"ceilWidth":21.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":7,"baseProductionCost":1651,"result":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92,"depth":3,"price":171},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92,"depth":3,"price":184},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97,"depth":3,"price":248},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75,"depth":3,"price":262},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28,"depth":3,"price":262},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15,"depth":3,"price":262},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71,"depth":3,"price":262}]},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":23.0},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.807"},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1749.98,"taxFactor":0.0887,"tax":155.223226},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Box Calculation Details {"data":{"breadth":29.0,"boxDepth":8,"oneBoxCapacity":85.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":85.0,"widthOfHalfBox":35.0},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":220.3165467625899,"shippingWeightInKG":99.91680125287523},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":99.91680125287523,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":5,"min":"91","max":"110","rate":"105","created_at":null,"updated_at":null}}},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":105,"defaultShippingRate":null},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1651,"PSUCost":98.98,"tax":155.223226,"shippingRate":105,"miscellaenous":0,"signPrice":2010.203226},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":22.77,"sign_depth":3,"totalCost":2010.203226,"TATDays":7,"baseProductionCost":1651,"productionCost":1749.98,"PSUCost":98.98,"tax":155.223226,"shippingCost":105,"uniqueReturns_count":2,"objects_count":7},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] 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":22.77,"sign_width":"120","shipping_weight":33.683447876976366,"shape":"rectangular","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]}},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Validation Passed {"data":[],"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] 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","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"}},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:13:41] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1020.1099999999999,"dimensions_count":7},"timestamp":"2026-02-26 06:13:41"} 
[2026-02-26 06:14:10] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Standard Raceway","quotationId":"888","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"91926218-7ee5-4f94-9b15-082a18d8e0f8\",\"width\":14.92,\"perimeter\":83.47,\"height\":16.33,\"area\":104.81,\"image\":\"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\",\"boxArea\":\"243.64\"},{\"id\":\"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b\",\"width\":14.92,\"perimeter\":80.27,\"height\":17.11,\"area\":164.2,\"image\":\"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\",\"boxArea\":\"255.28\"},{\"id\":\"2a575533-934a-47ba-a451-5dcde10c9c63\",\"width\":7.97,\"perimeter\":61.57,\"height\":21.99,\"area\":78.86,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAAD4AAACrCAYAAAA+ai+0AAAdE0lEQVR4Ad3Bb6xmV0H24d+91j5nOtPpyHS10EoKMRZjSZQP1NKuNkJGg0QwakiqG7QF/9AY0zjUDxpJ5AMfmhASYm1gtFqIRALpOGu6z7FU0krqJFbBCtK0DWWgsVprW6wznT/7zHn2Xvd7nrxMMmlepzP78eFNuC7ZZllsMyeJuVor4zhim9XVVYZhoNbKV77yFT/44IPcd999/OiP/igf/OAH+bEf+zFtQRLLINssQ62VEAJn8/jjj3ttbY21tTUef/xxXnrpJd74xjdy11138RM/8RPagiSWQbZZJtvMZjOapiGEgG1OnDjBoUOH/Gd/9mc89NBDHDt2jM3NTeZe97rX8dnPfpZrr72WEIK2sAyyzTLYRhK2kcTc8ePHOXTokB966CG+9KUv8c///M+M44htQgjUWrnkkkvYv38/N9xwA9oSQmAZZJspbDObzVhdXcU2c5KwjSRqrcyFEJj713/9Vx84cIB77rmHxx9/nKNHj3ImSdgmpUQphZwzMUaxJLLNIk6ePMmOHTuotRJCYBgGmqbhtOeee44HH3zQa2trPPzww/z7v/874zjycpKwTUqJUgo5Z2KMYklkmymGYaBpGs60ubnJ6uoqc8ePH+fQoUPuuo6/+7u/4/Dhw2xubjLXNA3DMHAmSdgmpUQphZwzMUaxJLLNomazGSsrK8zNZjMeffRR33///Xzxi1/k4YcfZnNzkxACc7axzctJwjYpJUop5JyJMYolkW2mqLUSQqDWSgiBzc1N5rqu85/8yZ/w2GOP8eKLL3Lq1CkkYZuzkYRtUkqUUsg5E2MUSyLbTHXq1Cm2bdvGOI4cOnTIpRQeeOABvvnNbzIMA7Y5kySapmFuNptxJknYJqVEKYWcMzFGsSSyzRS1VkIIfPOb3+Qzn/mMH3zwQb785S8zNwwDZ4oxIolhGPifSMI2KSVKKeSciTGKJZFtpnr++ef58Ic/7L/6q7/iv/7rv6i1EkKg1spcCIFaK3MhBGxjG0nY5kySsE1KiVIKOWdijGJJZJspaq185Stf4d3vfrefeeYZJBFjZBgGJGGb8yEJ26SUKKWQcybGKJZEtpliGAYeeughv/vd7+bo0aPMScI2U0jCNiklSinknIkxiiWRbaawzfr6um+88UY2NjaQxJxtJGGb8yEJ26SUKKWQcybGKJZEtpnq3nvvddu2nDp1CtucyTbnQxK2SSlRSiHnTIxRLIlsM9W9997r9773vfR9T62VOUnY5nxJwjYpJUop5JyJMYolkW2msM3a2pp/5Vd+hRMnTlBrZS6EQK2V8yUJ26SUKKWQcybGKJZEtpnCNuvr627blpMnT2IbSZxmm/MhCduklCilkHMmxiiWRLaZ6t577/Uv//Ivs7GxwZkkYZvzIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtnm5cRwJIfBKuq7zr/7qr3Ls2DFCCMzVWjkfTdMwDAOnXXbZZfzlX/4lb33rW9GWEAJztpmTxLmwjSTmbCOJ02qtaBxHQgjUWpmThCTOxcGDB922LRsbG5ypaRqGYeBsJGGbuRACIQSGYSClxPr6Om95y1vQFv4HtjkbSYzjyNw4jqyurjKOIzFG5jSbzWiahjnb1FqJMfJKbHPffff5xhtvZGNjg7laK+dKEnO2mYsxMrdz507uvfdecs6EEBRC4DTbnBZC4FzZRhJnkm3GcSTGyJls80ruv/9+33jjjRw/fpy5GCOSGIaBcxFjpNaKbeZijFx88cWsra1xzTXXoC38D2xzNrVWJBFCYG5zc5OmaQghMI4jsk3f91xwwQVIYq7WSgiBV/LXf/3Xft/73sd3vvMdTosxMo4jr0QStplrmoZhGJh7zWtew8GDB7n22mvZItucSRLnahxHYozMDcNAjBFJ1FrRiy++yL/8y7/wXWbLOI7Y5mxWV1f5whe+wB133MHm5ia2GceROUnY5lxJIoTAOI5s376dW2+9lXe9613UWqm1YpuXG8eRs4kxcurUKXbs2KHXvva1XHnllZxJd9xxhz//+c/T9z0xRiTRNA2SOJumaTh8+DDPPPMMcyEEaq00TUOtlVorryTGiG1qrYQQiDEym8247LLLeMMb3oBtaq3Y5ky2CSFwNrVWbHPhhRdy5ZVX8od/+IdcdtllCiEwp/e///3+i7/4C2zTNA2bm5ucC0nYJsaIJIZhYG51dZXNzU3ORYyRuXEcmZOEbUII2MY2Z5KEbc6VJGyzc+dO/vZv/5Y3velNWl1dxTbau3ev9+3bx8bGBpKwzfeblZUV1tfX2bNnD03TiC3au3ev9+3bx8bGBpKwzfeblZUV1tfX2bNnD03TiC3au3ev9+3bx8bGBpKwzfeblZUV1tfX2bNnD03TiC3au3ev9+3bx8bGBpKwzfeblZUV1tfX2bNnD03TiC3au3ev9+3bx8bGBpKwzfeblZUV1tfX2bNnD03TiC3au3ev9+3bx8bGBpKwzfeblZUV1tfX2bNnD03TiC3au3ev9+3bx8bGBpKwzfeblZUV1tfX2bNnD03TiC3au3ev9+3bx8bGBpKwzfeblZUV1tfX2bNnD03TiC36nd/5HX/iE59gNpsRY2QcRyRhm7OJMTKOI6urq8xmM2KMDMPAuQohMFdrJcbIOI7MScI2krDNIpqmodZKCIG1tTV+5md+hlqrYozotttu8yc/+Un6vkcSc7aZKoRAjJHZbMYrkcScbSSxsrLCMAzM1Vr537J9+3YOHDjA29/+drYohIBuvfVW33XXXWxsbDC3bds2hmGg1srZ2OaCCy5gY2ODGCMhBGazGedrZWWF2WzGy0liUbaZ2759O/v37+cd73gHIQSxRbfeeqvvvvtuZrMZm5ubLCqEgG1sczaSsE2MkVortpFE0zSM40itlUVIQhK2iTGytrbGT//0T9M0jWqt6NZbb/Uf//Efc1qMkRACwzBwNjFGhmEgxkgIgXEcqbUiCdu8khACtVbmYoyM44gkYowMw8BpkpiThG3OlW1O2717N/fffz9vfvObiTFqGAb0kY98xB//+MeZzWZs27aNGCPjOPJKbHP06FGGYSCEgG1sE0Kg1sorkYQkaq283I4dO9i+fTuSmJPEmWzzSiSxubnJzp07ueqqq7j77ru54oorxHfpG9/4hr/85S8TQmB1dRXb9H3P6uoqZzObzXj00Uf55Cc/ycbGBsMwcL4kYRtJSKJpGmKMfOADH+Caa65BEpKYk4Rt5mwjibNpmoa+74kxcvnll/O2t70NbTl16hRN0yDbjOPoEAK2CSFwrh566CHe9a53cfz4ceZijIzjyLkIIVBrZU4Sc7bZtWsXDzzwAG9+85uRhCSmsI0kvkvjOBJjxDaSkG2mWltbc9u2nDx5EttIwjZTSMI2KSVKKeSciTGKJZFtplpbW3Pbtpw8eRLbSMI2U0jCNiklSinknIkxiiWRbaZaW1tz27acPHkS20jCNlNIwjYpJUop5JyJMYolkW2m6rrObdvS9z22kYRtppCEbVJKlFLIORNjFEsi20xhm7W1NbdtS9/32EYStplCErZJKVFKIedMjFEsiWwzhW3W1tbcti1932MbSdhmCknYJqVEKYWcMzFGsSSyzRS2WVtbc9u2nDx5kjlJ2GYKSdgmpUQphZwzMUaxJLLNFLbpus7vec97OHnyJHOSsM0UkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6kOHDjg973vfRw/fhzbhBCotSIJ25yPEAK2SSlx4MABcs7EGMWSyDZTHTx40DfffDPHjx+n1kqMkXEcORchBOZqrZzp4osvppTC9ddfT4xRLIlsM9XBgwd98803c/z4cWqtxBixTa2VVyKJOdvMScI2l1xyCaUUrrvuOmKMYklkm6kOHjzo9773vfR9j21CCNjGNudDEiEEaq2klDhw4AA5Z2KMYklkm6nW19d944030vc9/1t2795NKYUbbriBGKNYEtlmqkOHDvkXfuEXePHFF5GEbeYkYZuzkYRtXu7SSy/l4MGDvOUtbyHGKJZEtpnqiSee8M/93M/x7W9/mznbzEnCNudDEnMpJUopXHfddcQYxZLINlM9++yzfuc738nXv/51xnFEEraRhG1eiSQkYRvbzO3YsYP9+/fz9re/nRijWBLZZqqnnnqKtm39T//0T4zjiCRscy4kYZumaRiGgRACtVbm/vRP/5T3vOc9XHjhheK7xnEkxohtJHE+xnEkxshpwzAg20z1rW99i5tuuskPP/wwtgkhUGvlXEjCNiEEaq3EGBnHEUl87GMf47bbbmOLhmEgxogk5mazGSsrK7ySYRhomoYz1VqptdI0DbLNVE899RS33HKLH3jgAWwTQqDWyrmQhG1OizEyjiNN0/Bbv/Vb3H777aysrKhpGkIIzGYzVlZWOB/jOGKbGCPjONI0DXO1VmSbqZ555hl+7/d+z5/73OcYxxFJ2OZchRCotSIJ28yFELjhhhv4whe+wI4dO2QbSQzDgCRijAzDQNM0nM04joQQkMTLbW5uIttMdeTIEW6//XbfcccdbGxscJokbPNKYoyM48iZJHHJJZdw3333cfXVV7OxsaHV1VVCCNhGEsMw0DQNZzMMA03TUGtlY2ODHTt2MDeOIzFGZJupNjc32bdvnz/0oQ9x/PhxzlcIgVorp4UQmLPNzTffzMc//nFe9apXMY6jYozYRhLnwzaSqLUSQuA02WYRn/nMZ/zbv/3bHDt2jBACtrHNVCEEaq1ceuml/NEf/RHvfOc72bVrl9hSa0USknglwzAQQiCEwDAMNE3DmWSbKWqthBC45557/Ou//uscO3aMpmmotVJr5ZWEEKi1MicJ25wmCdtcffXV/OZv/ia/9Eu/xK5du9AWzkOtlX/4h3/gH//xH/nABz7AhRdeyDiOxBiRbaYax5FHH33UP/mTP8mxY8dYWVlhNpshCdssanV1lde//vVcf/31vOMd7+Daa6/lta99rZqm4UzDMNA0DXMvvPACzzzzDI899pi/9rWv8cgjj/Ctb32Lz372s1x//fVsEVtkmylqrYQQeOGFF/zDP/zDnDhxgrlaK5KwzSJCCNRamdu5cyc/8iM/wtVXX82b3vQmrrjiCi655BIuvPBCVlZWNJvNOHr0qJ9++mm+/vWv841vfIMnnniCF154gWPHjjEMAx/72Me45ZZb2L59u7Yg20wxDANN01Br9eWXX86RI0fY3NxkThK2WUSMEdvUWjntoosu4tWvfjW7d+9m165drKysEEJgc3OTEydOcOTIEZ577jn++7//mxACtVbmYoy8//3v584772Tbtm1ii2wz1TAMxBi57rrr/NWvfpXNzU3mJGGb/w0xRmxTa+XlJHEmSUhiThLDMDAXQuCnfuqn2L9/P7t27dJsNkO2mWo2m9E0DbfddpvvvPNOhmFgLoRArZVFSMI2ZwohIAnb1Fo5TRK2+Z9I4rrrruNzn/scV1xxhdgi2yzqwIED/rVf+zWOHj2KJGyzqBgjtjmTbWwzF2PENrVWzsWVV17JnXfeydve9ja2bdsm2WaKYRhomoa5p59+2r/4i7/IV7/6VWzzvSQJSZxWa2VOEpKotTK3c+dObr/9dm655RZWVlYk2yyi1koIgbZtvX//foZhIIRArZVFSMI2ZyOJOdv8v0jCNjFGaq18+MMf5kMf+hAhBMk2i6q1cuDAAd96660899xzzNnmNEnEGBmGgbkQArVWlkkSc7ZpmoZxHLnpppvYt28f27Ztk2wzhW3mJGGb//zP//QHP/hB9u/fT62V1dVVTp06xZkk0TQNs9mM75WmaRiGgblrrrmGBx98kJ07d0q2mWo2m7GyssJpX/ziF33TTTfx3HPPcVoIgRACwzDw/8MFF1zAxsYGIQR2797N4cOHedWrXiXZZirbzEliHEc2Nzf9+7//+3z605/mpZdeomkahmHgtBACtVa+FyQhiVorkgghsG3bNp588kkuv/xyZJspbCOJcRyJMTI3jiNPP/20P/rRj/KpT32Kzc1NQgjMjePIXAiBWivfC03TMAwDkpDEysoKDz/8MD/+4z+ObDOVbSQxV2slhMAWP/HEE/zBH/wBf/M3f0Pf92zbto3ZbEatlRACtVa+F2KMjOPInCTm9u/fz8///M8j20w1m81YWVlhbmNjgwsuuIC+79m+fbsfeeQRPvGJT3DPPfdw7Ngx5mKMSGIYBr4XQgjM1VqRhG0+8pGP8Lu/+7vINlPUWgkhMI4jIQQkcdo4jkjyt7/9be666y4+/elP8/zzz3NajJFxHPleCSFQayWEwM0338xHP/pRZJsl8rPPPsuf//mf86lPfYp/+7d/YxgGbDO3urrK5uYmc03TMDcMA/8vkpizzZkkYZs5SczZZi6EgCTGcWR1dZXNzU1yznz+859HtlmWzc1NVldXfeTIEQ4dOsT6+jpf+tKXOHz4MHO2mYsxMo4jc5KQRAgB29Rasc3LScI2/5MQArVWTosxMo4jb33rW7n77ruRbZZhGAaapuG0jY0NP/vsszzyyCMcOnSIv//7v+fJJ5/kpZdeIoRArZW5pmkYhoGXk8Rpkqi1cloIgblaK3NN0zAMA6dt27aNK664gje84Q387M/+LL/xG7+BbLNMs9mMuaZpkMQWP/300zz22GN87Wtf48knn+Tpp5/m8OHDHDlyhForGxsbSKLWSq0V28xJwjZns337dnbu3MnOnTv5oR/6Ia644gpe97rX8cY3vpGrrrqK173udezcuRPZZplqrYQQmBuGgaZpqLVSa/VLL73EkSNH+M53vsNTTz3Fk08+yeHDh/mP//gPXnzxRU6cOMGRI0c4ceIEs9mM0yQhiRgjO3bs4Ad+4AfYvXs3r3nNa3j961/PD/7gD3LVVVexe/duLrnkEi699FIuuugitm/fzhaxRbZZhmEYaJqGuVorc5KQxJnGcWQYBrb45MmTPP/88xw9epS+7zl58iTHjh3j5MmTDMOAJCQxN44jTdNwwQUXsGPHDnbs2MGuXbt49atfzcUXX8xFF12EJLSF7xqGgRAC4zgi2yzLMAxIIsbIabPZjJWVFU6dOsW2bds4zTa2kYQktpgttnk528yFEDjNNrbR/8VptVaGYSCEQNM0nPZ/AGh9Bsq6h61FAAAAAElFTkSuQmCC\",\"boxArea\":\"175.26\"},{\"id\":\"80dcbcb2-6696-44ea-bda4-c88cec88bc79\",\"width\":17.75,\"perimeter\":79.1,\"height\":22.38,\"area\":107.84,\"image\":\"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\",\"boxArea\":\"397.25\"},{\"id\":\"fb9d1778-cb70-4da3-97af-410ed65f4e84\",\"width\":14.28,\"perimeter\":73.09,\"height\":22.77,\"area\":226.98,\"image\":\"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\",\"boxArea\":\"325.16\"},{\"id\":\"4ec2d711-a25d-4fb1-8f22-601cd8a21639\",\"width\":14.15,\"perimeter\":72.57,\"height\":22.77,\"area\":225.14,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAAG4AAACxCAYAAAAlM4gBAAAgAElEQVR4AezBC5DlZX3n//fn+f1O9zAjsKQQRAomDFV4iYkSN8a4YROjxugZjeAFjYmKcjPmYYkIZnWhVJwH3YiCiaSMYiIaNFIYFCEmjBfmLGsMk+CucjGoyMUBhBEZZk53n/N7vp///qr+XTVFEcXuxggzr5dss9vKighSSlx55ZVs3rzZd911F7axTdu2/Dht29J1HU3TMJlMkMR0OuXAAw/kZS97GY997GMl2+y28mxz8skn++KLL+aHP/whTdPQiwgerKZp6LqO2dlZfvCDH3DwwQfzrne9i6OPPhrZZreVNzc3x/r1671p0yYigoigJwnbLEVKiQ0bNnDSSSch2+y28ubm5li/fr03bdpErRXbLFdKiQ0bNnDSSSch2+y28sbjMevXr/emTZuICGyzXCklNmzYwEknnYRss9vKss3c3Bzr16/3pk2bqLWyElJKbNiwgZNOOgnZZreVZZu5uTnWr1/vK6+8kohgJaSU2LBhAyeddBKyzW4ryzZzc3OsX7/emzZtIiKwzXKllNiwYQMnnXQSss1uK8s2c3NzrF+/3ps2bSIisE1PErZZipQSGzZs4KSTTkK22W1l2WZubo7169d706ZNRAS26UnCNkuRUmLDhg2cdNJJyDa7rbzxeMxwOPRoNCIisM1ySaKUQs4Z2Wa3lTcejxkOhx6NRkQEtlkuSZRSyDkj2+y28sbjMcPh0KPRiIjANssliVIKOWdkm91W3ng8ZjgcejQaERHYZrkkUUoh54xss9vKG4/HDIdDj0YjIgLbLJckSinknJFtdlt54/GY4XDo0WhERGCb5ZJEKYWcM7LNbitvPB4zHA49Go2ICGyzXJIopZBzRrbZbeWNx2OGw6FHoxERgW2WSxKlFHLOyDa7rbzxeMxwOPRoNCIisM1ySaKUQs4Z2Wa3lTcejxkOhx6NRkQEtlkuSZRSyDkj2+y28sbjMcPh0KPRiIjANssliVIKOWdkm91W3ng8ZjgcejQaERHYZrkkUUoh54xss9vKG4/HDIdDj0YjIgLbLJckSinknJFtdlt54/GY4XDo0WhERGCb5ZJEKYWcM7LNbitvPB4zHA49Go2ICGyzXJIopZBzRrbZbeWNx2OGw6FHoxERgW2WSxKlFHLOyDa7rbzxeMxwOPRoNCIisM1ySaKUQs4Z2Wa3lTcejxkOhx6NRkQEtlkuSZRSyDkj2+y28sbjMcPh0KPRiIjANssliVIKOWdkm91W3ng8ZjgcejQaERHYZrkkUUoh54xss9vKG4/HDIdDj0YjIgLbLJckSinknJFtdlt54/GY4XDo0WhERGCb5ZJEKYWcM7LNbitvPB4zHA49Go2ICGyzXJIopZBzRrbZbeWNx2OGw6FHoxERgW2WSxKlFHLOyDa7rbzxeMxwOPRoNCIisM1ySaKUQs4Z2Wa3lTcejxkOhx6NRkQEtlkuSZRSyDkj2+y28sbjMcPh0KPRiIjANssliVIKOWdkm91W3ng8ZjgcejQaERHYZrkkUUoh54xss9vKG4/HDIdDj0YjIgLbLJckSinknJFtdlt54/GY4XDo0WhERGCb5ZJEKYWcM7LNbitvPB4zHA49Go2ICGyzXJIopZBzRrbZbeWNx2OGw6FHoxERgW2WSxKlFHLOyDY/bbVWmqZhkW0kscg2PUksqrUiiZQS9xcRpJRYVGulaRoW1VrpNU2DbSQREUhCEotsI4n7iwhsk1JCEg/GeDxmOBx6NBoREdhmuSRRSiHnjGzzH8U2klgUEUQEbdtiG9v0Ukosso1tIoKmaZCEbSTRiwhSSthmkSR6trFNSomebSICSaSU6NnGNj1JSGIpxuMxw+HQo9GIiMA2yyWJUgo5Z2Sbnzbb9CSxyDaS6HVdR9u29GwTEfRqrUynU+bm5pifn2dubo65uTl27NhB13X+f4gI2ral6zqapiGlpL322ou99tqLwWDAz/3cz5FSYjAYIAnb9CTRiwhSSvQigl5KiV5EUGtlMBjw44zHY4bDoUejERGBbZZLEqUUcs7INv9RIoKeJCRhm67rGAwGLJpOp2zdupVbbrmFm266yXfeeSfXXXcd4/GY7du3s2PHDnbs2IFtmqZBEr2u6xgMBkynUx71qEex9957Mzs7y8///M/zi7/4izzmMY/hkEMOYf/999fMzAw923RdhyTatmVRRCAJSTxY4/GY4XDo0WhERGCb5ZJEKYWcM7LNT1tEkFLigdRa+c53vsONN97or3/969x8883cfffd3H333WzdupXt27dz22230XUdPdvYppdSwja26bVtS9d19JqmodbKfvvtx3777cejHvUo9ttvPw488EAOOuggHve4x/HLv/zL/PzP/7wigpQS9xcRdF3HzMwMP854PGY4HHo0GhER2Ga5JFFKIeeMbPMfxTaSmE6n3H777Xzta1/z9ddfzze+8Q1uuukmvvWtb3HPPfcwnU6xzaKUEhFBSglJRAS2kYRtJGGblBIRQdu29LquYzAYUGslIkgpsWrVKvbaay8OPvhgnvKUp/CEJzyB4XDIPvvso3322YemaYgIbNM0DQ/WeDxmOBx6NBoREdhmuSRRSiHnjGzz02YbSUQEt956q//pn/6JL3zhC2zevJnvfe973HfffUwmE2qt7EwSbdtSayUiuD9J2CalRETw75GEbe7vUY96FP/pP/0nHv/4x/Nf/st/4XnPex5PfvKTWbVqlfgJjcdjhsOhR6MREYFtlksSpRRyzsg2P20RwebNm71x40a++tWvcv3113PrrbcyPz9PSomIYGeSsM39SUISEUFPErbpSUISkqi10muahlori1JKLLLNzvbdd1+e+MQn8hu/8Rv89m//NocffjirV69WrZWmafhxxuMxw+HQo9GIiMA2yyWJUgo5Z2SbpYgIJLFIEr2IwDZN09CzTUTQNA2TyYSbb77Zl1xyCV/4whfYvHkz27ZtYzqd0pOEbX6W7LPPPjz5yU/mt3/7t3n+85/Pk5/8ZKbTqQaDAdPplMFggG16kli0Y8cOhsOhR6MRtrHNckmilELOGdlmqWwjiV5EMD8/z+rVq+lFBF3XMTMzQ++mm27yFVdcwWc/+1n+7//9v9x+++10XUfTNEQEtpGEbX4WSKKXUkISe+21F8961rM4+uijed7znsfq1avF/882kqi10jQNvfF4zHA49Gg0wjYRwXJJopRCzhnZ5idVayWlhCQigoigbVt6tqm10jQNkti+fTtXXHGFP/WpT/HP//zP3HLLLXRdx6KUEhFBr21bbFNr5T9a27Z0XUevbVu6rmNmZoZf+IVf4HnPex5/8Ad/wKGHHspgMNB0OqVpGlJK1Fppmoa5uTmGw6E3bdpERGCb5ZJEKYWcM7LNT8o2EUHTNPQmkwkzMzP0ptMpg8GAWis33HCDL7nkEj71qU9x3XXX0XUdvZQStmmahl7XdfRSSkQEPwsGgwHT6ZTeYDDANl3XIYl99tmHZz3rWbzhDW/giCOOwLaapqFnm97c3Bzr16/3lVdeiW1ss1ySKKWQc0a2WQm1ViKCwWBA7/LLL/eFF17IF7/4RW6//XYk0bYt0+mU+5NEzzY/S1JKSKLWyqKUEhHB6tWredKTnsQZZ5zBcDgkIhQRpJTozc/P84IXvMBf/vKXiQh6krDNUkmilELOGdlmOWqt9JqmobewsMBHP/pRf+ITn+Cqq66i6zratmU6ndKbmZmh13UdEcH9NU1DrZX/SG3b0nUdvZmZGabTKb2UErVWJGGb3lOf+lROOOEEXvnKV7J69Wrx/0QECwsLvOAFL/CXvvQlIoKeJGyzVJIopZBzRrZZrq7raNuWLVu2cNlll/lP//RPuemmm+i6jl5KiV5EsLOUEpKQRK0V2/wsGwwGdF2HbWZmZui6jpQSBx54IH/yJ3/CiSeeyGQy0czMDJPJhPXr1/uLX/witVZ6krDNUkmilELOGdnmJxURpJSICHopJe666y4+9KEP+f3vfz/33HMPk8mEtm2JCCICSdhGErZp25ZaK7bpScI2PyskYRtJpJSotdKThG0kYZueJJ70pCdx3HHH8frXv562bdV1HevXr/cXv/hFptMpPUnYZqkkUUoh54xsc3+1VpqmodZK0zTUWkkpIYleRJBSojedTpmfn+fd7363P/jBD/KDH/yAiGC5mqYhIrDNA5GEJGzTk4RtbCMJ2zwQSdhmkSQk0YsIFqWUSClRa8U2vZQSEUFKiYggpURE0DQNtVYOPfRQTj31VF71qlexxx576DnPeY7/9//+34zHY3opJSKCpZJEKYWcM7LNA7FN13UMBgMW1VqJCFJKNE1DRHDvvffy3ve+13/5l3/Jvffey8LCAitNEj3bNE2DJCKCiOD+mqah1kovpUTPNrbZWUoJ29jmx5FESomebSRRayWlRESwsyc+8YmcccYZPOMZz+DYY4/liiuuwDaSsE3btnRdx1JIopRCzhnZ5oFEBCkleraRxM4igslkQinFH/rQh7jjjjvoNU1DrZXlaNuWXq0V2zRNQ0Rgm/tr25aUEl3XERH8KJKQRESQUkIStVZ6KSV6EUEvpYRtJNGLCO6vbVu6rqM3GAyYTqf0/ut//a+84AUv4FOf+hRXX301kkgpUWslpUREsBSSKKWQc0a2ub9aK03T0IsIeiklIoKUEr0f/vCH/NVf/ZXf8Y53sG3bNmzTNA1d17FSUkrYxjaLZmdnsU3XdUQEO5NESonZ2VkigoigZ5uIoNbKjyKJnm0kYZteSgnb2EYStpHEItv0mqah1krbtjzucY/jzjvvZNu2bUwmE1JKpJTouo6lkkQphZwzss2/xza1Vtq2pTeZTJiZmaHrOv76r//ab3vb27jjjjuQRNd1pJSICJarbVtqrdimJwnb7GzPPffkgAMOYN9992Xfffdl//33Z99992X16tXUWrFNTxK1VsbjMdu2bWPHjh1s2bKFLVu2cNtttzE3N0dKCUl0XUevaRpsExEsatsW29RaSSkhiVorvbZt6bqORSklIgJJNE1D13X0ZmdnWVhYYKkkUUoh54xs8++JCFJK9GqtNE1D7x//8R/9xje+kW9+85tEBBHBYDBgOp3Sti1d17ESUkrsbNWqVey555485SlP4UlPehKHH344Bx10EHvvvTd77rkna9asoW1bUkpEBL2UEr2FhQV27NjBeDzmrrvuYsuWLVx77bV87Wtf4/rrr2fLli1Mp1PatqXrOnpN0yCJruu4v7Zt6bqO3szMDF3XEREMBgNqrUQEkrDNziRhm6WQRCmFnDOyzQOxjSR6EYEkJPH1r3/dp5xyCldccQVN01Brpdc0DZLouo6VkFIiIuitXr2aJzzhCTzzmc/k6U9/Oo997GM54IADOOCAA5idnaUXEUiiJ4mIwDaSSCmxyDaSmJub46677uLuu+9my5YtXHPNNXz+85/nn/7pn2jblslkQm/VqlXMz8/TGwwGRAS1VpqmoVdrZWeSsI0kJBERSKJpGrquQxK2WQpJlFLIOSPbPBDbSKI3nU4ZDAZs27aNM8880+eeey5d15FSQhJd19FLKdGLCJZDErbZY489OPzww/md3/kdjjjiCB73uMfx6Ec/mrZt6dlmkSQerIggpYRtepL44Q9/yL/+67/yr//6r1xyySV8/etfZ9u2bUjCNr22bem6jrZt6bqOniR6TdPQdR29lBIRwc5SSkQEKSUigqWQRCmFnDOyzf1FBCklerVWmqah98lPftKnnXYat956KythMBgwnU7pDQYDptMpKSUigoMPPphnPvOZvOY1r+GpT30qs7OzzMzMEBGklFgJtpHEoul0Std1/Mu//AsXXXQRn/70p7n99ttpmobJZEJKiYigJwnbtG1L13X0ZmdnmUwm2OahIIlSCjlnZJt/z8LCArOzs9jm2muv9Zvf/GY+//nPExEsV9u2dF1Hr21buq5jZmaGyWTCr/zKr/D617+eZz7zmTzmMY9h1apVRASSkMRKsI1tJCGJnm1qrbRty3XXXccNN9zAeeedxxe+8AXub3Z2lohgOp3SNA2DwYD5+XkeSpIopZBzRrb599hGEtPplLe85S0+99xzmU6nLFfTNNRa6Q0GA6bTKb01a9Zw1FFH8fKXv5xnPetZzM7OsrCwwOzsLL2IIKXESrFNTxL3FxGklNi8eTPnn38+F198MVu3biUikIRtJGEbSbRty3Q65aEkiVIKOWdkm/urtSKJlBIRwTXXXOOXvvSl3HTTTczOzrKwsMBySMI2bdtim1orMzMzHHfccZxwwgn84i/+Ir3JZMJgMEASEUFKiZ8G20ynU2ZmZrDNbbfdxp//+Z/zF3/xF2zfvh1JRAS9wWDAdDqlNxgM6LoO2zwUJFFKIeeMbPNAbCOJe+65h7e97W0+77zziAgigpWwevVqxuMxKSUk8d/+23/jhBNO4LDDDqM3nU4ZDAb0bGOblBK1VpqmYaXZpieJRbbpuo7BYMAtt9zChRdeyJ/92Z+xZcsWZmdnmU6nRASS6NnmoSSJUgo5Z2SbBxIRpJTYuHGjTzjhBL773e8iiVoryyUJ2/Qe9ahH8epXv5pTTjmFQw45hForTdNgm4ig1kpKibZt6dVaaZqG5YgIJCGJBxIRSMI2KSUigpQSCwsLvOtd7+L888/n1ltvZWezs7MsLCzwUJJEKYWcM7LNA7HN9u3beeMb3+iPfexjLCwskFLCNrZZrsFgQK2VN73pTbzmNa/hCU94Ar1aK5JIKXF/tVaapmG5bLNIEj/KdDplMBhgmx07dmCbD3zgA5x77rnccccdNE1DrZWmaai1IgnbPBQkUUoh54xsc3+1Vpqm4aqrrvIrXvEKvve972Eb20jCNsshCdu86EUv4qyzzuLxj388vYggpUSv6zratqUXEUhCEivJNj1JPBDbRARN02AbSdRamZub4y1veQsXXHAB9957L4skYZuHiiRKKeSc0XQ6pW1bFtlGEuPxmDe84Q3+6Ec/iiRSSnRdhyRs8+MMBgOm0ymLUkpEBCkler/+67/Oe97zHg4//HDatqXWSq9pGn7W1Vq58847OfPMM/nIRz7CZDJhMBgwnU5p25au63goSKKUQs4Z2aZXayWlhCR611xzjV/+8pdz4403YpuUEr2I4CfRNA226dnGNgcddBBnn302v/u7v8vMzAw7iwhSSvysq7Xy3e9+lz/+4z/m0ksvJaVERPBQkkQphZwzsk2tFUmklOjVWjnnnHP8pje9iaZpiAhsIwnb/DgpJSKCRSklIoJFJ598Mu985ztZs2YNtVaapmFRRJBS4mdZRJBSovcP//APvPrVr2br1q10XUfbtnRdx0NBEqUUcs6o1optmqahZ5ubbrqJY4891l/60peQREqJWis9Sdjmx5GEbXopJSKC3pOf/GQ+/vGP88QnPpGu6xgMBkiiZxtJPFyMx2MGgwGnnHIKH/zgB5lMJqSUiAgeCpIopZBzRrVWUkr0ptMpbdtywQUXOOfMwsICk8kESdim1zQNtVZ+nKZpqLXSa5qGWis/93M/xxlnnMEf/dEfEREMBgN6XdfRti29WitN0/Bwcv3113PMMcdwzTXXMJlMeKhIopRCzhlFBJKotdI0Db3Xvva1/uhHP0pEIAnb9JqmodbKTyKlRETQe/azn81HPvIRHvvYx9I0DYsigul0yuzsLF3X0bYtP8sigl5KiUUXXnghp556Klu2bOGhIolSCjlnZJuIQBKS2LJlC8Ph0N/4xjfouo6UEhFBr2kaaq38JCRhm3333Ze3v/3tvP71r0cSvVorKSUkUWulaRoeThYWFpidnaXrOsbjMccccwyf/vSneahIopRCzhnZptZK0zR0Xcff/d3f+YQTTuCee+6haRpqrTRNQ62VniRs82C0bUvXdfR+7dd+jQsvvJCDDz4YSdgmpcTOuq6jaRok8bMsIpCEJKbTKYPBgIjg4osv5thjj2Xbtm08FCRRSiHnjGyzs6OOOsqf+cxnsE3PNkuVUiIi6J199tkcf/zxrFmzBkk83NVaaZqG3sLCArOzs9xzzz0cccQRfPOb36TrOiRhG0nYJqVERLBUkiilkHNGtVZSSvTuuOMOfv3Xf93f+c53WGSbpWiahlorvf3335+LL76YZzzjGUjikcA2krCNbVJKTKdTTj/9dM455xy6riMisM0iSdhmqSRRSiHnjGqtpJTojUYjP+c5z2EymbDINst11FFHccEFF7BmzRpsI4lHgoggpcTOrrnmGl74whdy55130nUdtumllIgIlkMSpRRyzsg2vYWFBf78z//cp59+OvPz8/Rssxxt25JS4oMf/CCvec1riAgkIYmHu4igl1KiFxGklJhOpxx55JFcfvnl2GZR0zTUWlkOSZRSyDkj2/TuvPNOjj/+eP/DP/wDk8kE2yxXSokDDjiAL3/5yxx66KHYJqXEI0GtlaZp6HVdR9M0SKL33ve+l7e85S1MJhNsI4mebZZDEqUUcs7INr3/83/+j1/84hfz7W9/m5UwGAyYTqc85znP4eKLL2bPPffkkaTWStM09Lquo21behHB5s2befWrX82NN95IrZWUEhGBJGyzVJIopZBzRrbpffKTn/SJJ57Ivffey0pomoZaK+94xzs47bTTmJ2dpRcRpJR4pIgIUkosss19993HG97wBj71qU8xmUyQhG2apqHWylJJopRCzhnZZn5+nrPOOstnnXUWtVYiguVIKRER7L333vzN3/wNz3/+8+m6jsFggG0k8XAWEaSU6NVaaZqGruuQRNM09EopvPOd72R+fh7b9AaDAdPplKWSRCmFnDOqtZJS4qijjvLnPvc5ptMpy9U0DbVWnvGMZ/DXf/3XHHLIIbRtS882kngkiwi++tWv8qxnPYu5uTl6kpBERLBUkiilkHNGEcFdd93FS1/6Ul911VXUWlkJKSVe85rX8O53v5t9992XXc1tt93G0572NL7//e9Ta2UlSKKUQs4ZRQRXXXWVX/3qV3PTTTdhm5WQUuK9730vxx9/PHvssQe2kYRtJPFI13Udv/qrv8rXvvY1bGObniRssxSSKKWQc0Zd13H++ef7TW96Ezt27CAiWCl/93d/x3Of+1z22GMPFtVaaZqGR7Ku62jblj/4gz/gE5/4BLVWepLo2WYpJFFKIeeMIoI3v/nNPvfcc4kIuq5juSSRUuJ//a//xS//8i8zMzPDIttIYldw3nnn8d//+39n27Zt9FJKRARLJYlSCjlnZJuXvexl/sxnPkNE0HUdK2Gfffbhn//5n1m3bh0pJSICSUhiV9B1HZs3b+boo4/mlltuoZdSIiJYKkmUUsg5o1orT3/6033NNdfQdR0r5fGPfzxf/vKX2W+//ZBErRVJpJR4pIsIbHPHHXfwvOc9j2uvvZaIQBK2WSpJlFLIOaPxeMzjHvc433rrrfTatqXrOpajbVt+9Vd/lc997nPstddepJTYldhGEjt27OA5z3kOmzdvZjqd0kspEREshSRKKeSc0fz8PAceeKC3bt1K0zTUWlkuSRx//PG85z3vYfXq1aSU6NVaaZqGRzrbSKLWyqte9Souuugiaq30IoKlkkQphZwzuummm/yf//N/ZuvWrbRtS9d1LJckTj31VE4//XTWrFmDJHoRQUqJRzrbSKLWynHHHcfHP/5xptMpkrDNUkmilELOGY1GI7/whS/knnvuoWkaaq0s12Aw4E//9E859thjWbNmDYsigpQSu4qI4OSTT+Yv//IvWVhYoCcJ2yyFJEop5JzR5Zdf7le84hXce++9rJQ999yTCy64gN/5nd9h1apV2EYStpHErsA2vbe//e38z//5P5mbm6MnCdsshSRKKeSc0aWXXurf+73f47777mOl7L///lx66aU85SlPYTAYYJtFktgVRAQpJc455xxOP/10tm/fTk8StlkKSZRSyDmjCy+80Mcffzw7duzANith7dq1XHHFFRx66KGklLBNTxK7ioggpcT555/PySefzPbt25GEbZZKEqUUcs6olOIzzzyT+fl5bCMJ2yzHunXr2LhxI4cccgi2kYRtJLGriAhSSnz84x/n+OOPZ25ujpQSEcFSSaKUQs4Z/eEf/qHPP/98FhYW6EnCNstxyCGHsHHjRtatW0dEkFLCNpLYVUQEKSUuvPBCXvva17KwsEDTNNRaWSpJlFLIOaOjjz7an/nMZ5hMJkQEK2HdunVs3LiRtWvXklKiZxtJ7Eq6ruPyyy/nJS95CdPplKZpqLWyVJIopZBzRuvXr/fnP/95uq5DErZZrnXr1rFx40bWrl1LSomebSSxK7CNJHpf+MIXePGLX8y2bdvo2WapJFFKIeeMnvnMZ3rTpk3UWpGEbZZr3bp1bNy4kbVr15JSomcbSewKIoKUEr3Nmzdz5JFHsmXLFiKC5ZBEKYWcMzriiCP81a9+lclkQkqJiGC51q1bx8aNG1m7di0pJXq2kcSuwjaSuPbaaznqqKP41re+RUQgCdsshSRKKeSc0RFHHOGvfvWrTCYTUkpEBMu1bt06Nm7cyNq1a0kp0bONJHYVEYEkbrjhBl7ykpdwww03EBEshyRKKeSc0W/+5m9606ZNRASSsM1yrVu3jo0bN7J27VpSSvRsI4ldhW0ign/7t3/jJS95Cddffz22WQ5JlFLIOaPnP//5/vznP09EIImebZZj3bp1bNy4kbVr15JSomcbSexKbPPNb36TF7/4xVx33XVIwjZLJYlSCjln9NKXvtSf+cxnmEwmrJR169axceNG1q5dS0qJnm0ksSuICFJK9L75zW9y5JFHcv3115NSIiJYKkmUUsg5o9e97nW+4IIL6LoO26SUiAiWY926dXzpS1/ioIMOQhK2kcSupOs62rblxhtv5NnPfja333470+kUSdhmKSRRSiHnjN72trf5Xe96F5PJhIhAErZZjoMPPpgvfelLrF27FpWCQTwAABjBSURBVEn0UkrsSrquo21bvvKVr/CiF72Iu+66i55tlkoSpRRyzuijH/2o//AP/5C5uTkiAknYZjkOPvhgrrjiCg477DBsI4mIIKXErqLWSkqJz372s/z+7/8+27dvp21buq5jqSRRSiHnjC655BK/6lWv4r777sM2krDNcuy///589rOf5Vd+5VeQRC8iSCmxq7CNbf72b/+W1772tczPz9M0DbVWlkoSpRRyzujSSy/1K1/5SrZt20ZPErZZjj322IOPfexjrF+/nsFgQEqJXYltJGGbT3ziExx77LHMz89jG0nYZikkUUoh54y++MUv+sgjj+Tee+9FErZZrsFgwHve8x6OO+449thjDxZFBJKQxCNZRJBSonfBBRfw+te/nvn5eSKClBIRwVJIopRCzhn927/9m5/2tKfxwx/+kJQSEcFyDQYDTjvtNN761reyxx57YBtJ1FpJKSGJRzLbSKL3gQ98gFNPPZX5+XlsIwnbLIUkSinknNF9993ngw8+mHvuuYemaai1shJOPPFE3v3ud7PnnnsSETRNQ0SQUmJXYZt3vetdvP3tb2dhYQFJ2GapJFFKIeeM5ubmfNBBB3H33XfTk4RtliOlxFOf+lQ+97nPsd9++2EbSdRaaZqGXUGtlaZpOPnkkznvvPPoug7bpJSICJZCEqUUcs5oOp1y+OGH+/rrrycisM1KOPDAA7nyyis55JBDSClhG9uklNgVdF1H27Ycc8wxfOxjH6PWynJJopRCzhnZ5qijjvJll11G13VEBCth1apVXH311TzxiU8kpUREkFJiV2EbSbzgBS/g7//+77GNbWyzVJIopZBzRrZ585vf7HPOOYfJZIIkbLMckkgpMRqNePrTn06tlbZt6XVdR9u27Arm5ub4rd/6La6++mps04sIlkoSpRRyzigi+NCHPuRTTjmF7du30zQNtVZWwt/8zd/wile8gq7rGAwG9GwjiUeyiCClxPXXX88LX/hCvvOd7xARLJckSinknFGtlSuvvNLHHHMMN998MyklIoLlkIRtTjvtNM4880xmZmbo1VppmoZHuoggpcQnP/lJTjrpJO6++25ss1ySKKWQc0a2ue222/yKV7yCq666CtssV9u2dF3Hc5/7XD74wQ+ydu1aIoJeSoldxamnnsp5553H3NwckogIUkpEBEshiVIKOWdkm67rePnLX+5LL72UyWTCSjnssMP48Ic/zK/92q+RUiKlhG0k8UjXdR0ve9nLuOSSS7CNJGwjCdsshSRKKeSckW0igre+9a1+//vfz3g8ZpEkbLMzSdjmR0kpERGsWrWKc845h9e97nXYZjAY8EhRa6VpGmqt2KZtW3a2fft2fuEXfoHvfe97RAS2kYRtlkoSpRRyzsg2vU984hM+/vjj2b59O4skYZulSCnRO/7443nf+97H7Owskui6jrZteTizTUTQNA07m0wmzMzMYJurr76a5z//+WzdupVFKSVsY5ulkEQphZwziggkcd111/m5z30ud9xxB13XsVxt29J1HU960pP4x3/8Rw444AB6tpHEI4VtJNGLCFJK9M4991z+x//4H2zfvp1FkrDNUkmilELOGdmmd++99/K6173Ol112GfPz86yEpmlo25aLLrqI5z73uQwGAyTxSDKZTBgMBkiiZ5sdO3bwute9js9+9rMsLCzQs81ySaKUQs4Z2aYXEVx44YU+7rjjmJ+f5/4kYZsHI6VERJBSIiI45phjeP/738+aNWuQxMNdRJBS4oHUWvnKV77CMcccw7e//W1s05OEbZZDEqUUcs7INrVWmqbh5ptv9i/90i9x3333YZudSaJnmwcjpURE0LYtj3nMY9i0aROHHHIItpHEw51tJLFoOp0yGAzoveMd7+Dd73434/GYRZKwjSRssxSSKKWQc0a2qbUiiVqrf+M3foOrr76aiCAiWCSJnm0eDEnYZjAYUGvlIx/5CL/3e7/HYDDgkcA2PUnUWpFESon77ruPF73oRVx55ZVEBIts05OEbZZCEqUUcs7INr2IIKXEG9/4Rn/gAx+g1kqtlUWSsM2D0TQNtVYkYRtJvPKVr+Q973kPj370o0kp8XBWa6VpGhbVWmmahslkwr/8y7/wohe9iO9///tIwjaSsE0vpUREsBSSKKWQc0a2qbXSNA2TyYSvfOUrPvroo/n+97+PbRa1bUvXdTxYTdNQa0UStjnwwAM5//zzefazn03TNEQEkpBEzza1Vtq25eHANpKotdI0Db2u68g58+EPf5iIwDa22ZkkbLMUkiilkHNGtokIUkr07rjjDp944olcccUVzM3NYZudDQYDptMpP4okbJNSIqVErRVJvPzlL+dDH/oQMzMztG3LZDKhaRqapuHhxDaSmE6nDAYDbGObW265hWc/+9l897vfxTa2sc3OJGGbpZBEKYWcM7KNbbquYzAY0PvIRz7iP/qjP2Jubo6eJHq2SSkREfwokrBN0zTUWkkpERHsvffe/MVf/AVHH3000+mU2dlZaq1IopdSYjqdMhgMeDiICFJKdF1H13WcffbZnHHGGdimZ5uVJIlSCjlnZJvedDqlbVskceONN3o4HPLtb38b29gmpYQkaq08GLOzsywsLNCTRNu2TKdTnva0p/HpT3+axzzmMTRNw6Ku62jbFttI4mddRJBSIiKQxGg04thjj+W2225jbm6Oh4IkSinknJFtFtlGEvPz87zzne/02WefTW9+fp5e0zTUWnkwBoMB0+mUtm2JCCKCtm3puo6zzjqL0047jYWFBVatWoUkIoKUEg8HtpFE13W0bcudd97JKaecwt/+7d8SEUQEO5OEbZZLEqUUcs4oIpDEzmqt3HDDDf7N3/xNfvCDHxAR9CRhmwdDErbpNU1DrZWUEhHBoYceytlnn83v/u7vEhGklLBNrZWmaZDEz7KIIKXEove9732cddZZ/OAHP6DWykNFEqUUcs4oIrCNJHqSiAi6rvPv//7v8+lPf5paKyklIoIHQxI92/Qk0bONJGzzW7/1W/zZn/0Zhx12GG3b8nBiG0lEBJs2bSLnzA033EDXdUjCNg8FSZRSyDkj2+zMNpKYTCZcdtllPu6449i6dSs9SfRs82A1TUNEYJudtW3LkUceybnnnssBBxzAwsICs7OzPFzY5qabbuKtb30rF110EbVWeiklbGOblSaJUgo5Z2SbB1JrZTwe+yUveQlXXHEFtpmZmWEymbBIErbZmSRs86OklIgIZmdnOeOMMzjhhBPYe++9adsW23Rdx2AwoBcRpJTodV1H27b8NNRasU3btjyQrVu38ra3vY2/+qu/Ym5uDttIIiJ4qEiilELOGdnmgdRa6V122WX+kz/5E771rW8xnU5p25au6+hJwjZLMTMzQ0Sw7777ctppp3HCCSfQti0zMzP0xuMxq1atIqVErZWUEpKotdI0DQ+l6XTKYDCgFxGklOhNp1MGgwGTyYT3vve9fPjDH+aWW25hOp3Sk4RtHiqSKKWQc0a2+ffUWplOpz7rrLPYsGEDvVory5VSIiKQhG0OOugg/viP/5jXvva17L333kynUwaDAb2FhQVmZmaQxE/TZDKhaRqapmFnO3bs4KKLLuKd73wn3/72t2mahlorvaZpqLXyUJFEKYWcM7LN/dVaaZqGWiuSuPbaa/3iF7+Ym2++mclkwkpas2YNO3bs4IADDuD000/nyCOP5NGPfjQ9SaSU6EUEkrBNSomfFtvUWmnblu9///tcfvnlnH322XzjG99AEiklaq20bUvXdUjCNg8FSZRSyDkj2zyQ6XTKYDCgt7Cw4Pe9732ceeaZzM/PExHcnyRs82CklIgIepKQRERw2GGH8bKXvYwTTzyRAw88kJ5tJNF1/19z8Buq9V3/cfz5en++13WcOXVqOjKMrdGIleGNGkVRsnIICwoa7EY3MgqmclF32uhOhMEVxCCCYHRnkNbKWCRpYcTGKqLNBU1qmljNlbrEPxyPnqPnur6f9+t3vtCBg7h/+tufx6OlaRreCLaRRNu2RAQRwfHjx9m1axc//vGPOXToEJKwjW0igsykU0qh1srrQRLD4ZDBYIBs82ocP37cg8GAPXv2IAnbLCSJjm1eSdM0tG1Lv99nNBrRKaWQmaxevZpNmzbx1a9+lfXr11NKQRK1VmwTEUQEr7e2bWmahs4zzzzDrl272LdvH88//zydpmlo25aOJGwTEWQmrxdJDIdDBoMBss2VMpOIoNZKp5TCHP/mN7/ha1/7GocPHyYzyUzmSaJjm1ejaRpsU2ullEJmYhtJlFLYvHkz27ZtY+PGjUxMTDDPNpJ4I0xPT/O73/2OH/zgBzzxxBNMT08TEdRaiQgyk4X6/T6j0YjXiySGwyGDwQDZ5mpqrZRS6LRtS9M0TE1N+eGHH+Yb3/gGtVZqrcyThG1ejVIKtVbmRQSlFMbjMZKICDKTj3zkI3zqU59i8+bNfOhDH8I2kni9ZSaHDx/mscceY8+ePfzjH/9gZmaGzGReRNCxjW3eCJIYDocMBgNkmytlJhFBJzORhCQuXbrE1NSUt2/fzt69exmNRkjCNvNKKdRauV6SkMSyZcv4wAc+wKZNm/jkJz/JHXfcweLFi+lkJpKQhG1sExG8HNtIwjaSsI1tIoKLFy9y9OhRfvGLX/DnP/+ZAwcOcPbsWToRQWYyTxId21xNr9djPB7TiQgigrZtuR6SGA6HDAYDZJsrZSYRQSczkYQkOuPx2H/961/50pe+xNGjR7l48SKdUgq2yUyulyQ6tulI4uabb+bOO+/kzjvvZOPGjbz73e9m1apVdGqtlFLojMdjer0eC2UmnYigY5vMpJRC59y5c/zrX//iySef5PHHH+fAgQNMT08zOzuLJCSRmXQkIYnMpCOJiMA2mUmnaRratuWGG27g8uXLdGzTkYRtroUkhsMhg8EA2ebl2MY2kpDE/3j37t3s2LGDQ4cO0WmahlortrleTdPQti0dSXRsU0ph1apVvPe97+XWW29l/fr1bNiwgTvuuIOVK1cyLzOJCK5Ua8U2EcHZs2c5duwYf/nLXzhw4ABHjhzh3//+NydOnKDWyksppWCbzKQjCUlkJgv1+31GoxHzJFFKwTa1Vq6FJIbDIYPBANnmldgmM+lEBJ3xeOyf/vSnfP3rX+fFF1/ENp2maWjblusVEdimExFkJraJCDKTpmlYs2YN73nPe1i3bh1Llixh2bJlrF69mrVr11JrxTaSsM2lS5eYnJzkwoULTE1Ncfr0af7zn//wwgsvcPLkSWZnZymlYBtJ2CYz6UhCEpmJbTqSkERmslBEkJmUUpiYmGA0GtG2LU3T0LYt10MSw+GQwWCAbHM1tpHE1YzHY3q9HpOTk969ezfD4ZDjx4/TkUStlevV6/XITGqtLBQRZCYRQScziQh6vR433ngjy5cvZ/HixdRasU1EIInZ2Vmmpqa4ePEitpmdnaXWiiQkYZvMZKGIIDOZJ4mObSQREdRa6UhCEraRhG0eeOABDh48yBNPPEGtlVorkrDNtZDEcDhkMBgg27wU23QksVCtlVIKncnJSf/sZz/j29/+NseOHeP/gyQ6tun0ej0yk1or8yKCzKQTEUii1srVSGIh23Qk0bFNJyLo9/uMx2MkYZtaK/MigoigbVskYZt5EUFm0okIPvOZz/Dd736X/fv38+CDDzI1NUVm0uv1GI/HXAtJDIdDBoMBss3LyUw6kujYJiLo2EYSp0+f9s9//nN27NjBmTNnGI/HvF4mJiaYnZ1loYggM+n0ej1qrUiiU2tloYggM1lIEra5GkmUUpBE27bYppRCrZWr6fV6fPjDH+Zb3/oWH/vYx9i/fz/33nsv09PTXC9JDIdDBoMBss2V2ralaRquxja2iQhs05HEzMyMH3nkER566CFeeOEFrlcphczENqUUbJOZzIsIMpOOJGxzNZKQRCczmRcRZCadiMA2tpGEJGxjm6uRhG06pRRqrXQWL17M6tWr+d73vsfdd9/NxMQEv/71r7nvvvu4cOECvV6P8XjMtZLEcDhkMBgg21yr8XhMr9ejbVuapmFyctK7d+9mx44d/Pe//8U2tokIJJGZ2GaeJGwzTxId27zZSinUWplXSqHWSqdpGtq2RRK2KaVQa+Xtb3873/zmN/nCF75Av9+naRo9+uijvv/++7lw4QIRQWZyrSQxHA4ZDAbINq9V27Y0TUNmEhEsdObMGf/qV7/i4Ycf5umnn6aUQq2VeU3T0LYtEUEnM+lIwjZvFZKICGxjG9t0JGGbpmlo25Z569at48tf/jJbt25l6dKlNE2jOfzoRz/y/fffz/T0NNdLEsPhkMFggGxzrWqtRASSGI/HNE2DJC5fvux9+/bx/e9/nz/+8Y+0bcsNN9zApUuX6EQEmUmnlIIk2rblrSIisI1tOhFBZtIppWCbzKQzMTHB6tWr2bJlCw888AC9Xo9+vy/+Z+fOnd66dSszMzNcL0kMh0MGgwGyzWtlG0l0aq2UUujUWpFERDAajfyHP/yBRx55hD179jAzM0MphU5mYpuOJDq2iQiapmE0GvFmk4RtOqUUaq3Mk0QphbZtWbNmDQ8++CD33Xcfq1atopSiiKBjmx/+8Ifevn07MzMzRASZybWSxHA4ZDAYINu8VplJJyKwjW0igit5zpEjR/jlL3/JT37yEw4fPszs7CydXq9HZzwe81YUEWQm8yQREfR6PS5fvkznrrvu4nOf+xyf/vSnWbt2LXPEApnJrl27vH37dqanp4kIMpNrJYnhcMhgMEC2uRZt29I0DZ22belIolNKoVNrpZTiOezdu5dHH32U3//+95w6dYrMpNM0DU3T0LYtbdsiCdu8mSTRsc3VLFu2jHvuuYctW7bw0Y9+lImJCTJTEYFtJDFv586d3rZtG9PT00jCNtdKEsPhkMFggGxzLWqt2KZpGhayjSQ6tslMaq3M8bFjx9i7dy+PPfYY//znPzl9+jRXkoRt3gok0ev1yEzatqXX67FixQq2bNnCF7/4RW699VYkoTm1VkopdCQxb+fOnd62bRvT09NIwjbXShLD4ZDBYIBs81qNx2N6vR6dWiulFDKTiKDTti1N05CZRAS2kcQcT09Pc/DgQZ5++mn27dvHgQMHuHjxIr1ej854POataPny5XziE5/g7rvv5rOf/Sxr1qxhPB7T6/XE/9hGEraRRGfnzp3eunUrMzMzRASZybWSxHA4ZDAYINu8CXz+/Hn+/ve/8+STT/L444/z7LPPcubMGWzzSiRhm44kJGEb2ywkCUnYxjbzIoLMZKGIoJOZSMI2naVLl/LBD36Qe+65h7vuuotbbrmFJUuWMEe8gsxkz549/vznP8+lS5foSOKV2CYisE3HNvO+853v8JWvfAXZ5o2WmUiibVtPTk7y/PPP86c//Yn9+/fzzDPPcOHCBWqt2KZjG9t0JGGbK0liIdtcjSTmSUIStVbmNU1D27YsX76cDRs2sGnTJj7+8Y9z++23s2zZMkopzBGvIDOJCJ566ikPBgMOHTrEzMwMTdMgiZfTNA2zs7PYZmJigrZtqbVy880389BDD3Hvvfci27zZPGdycpKjR49y9OhRDh48yJEjR3j22Wc5ceIEtVYkIQnb2EYSHdu8FElIYp5tbHM1kli5ciVr165l48aN3H777WzYsIFbbrmF5cuX0+/3mSNepVorpRQuX77Mb3/7W588eZJaK03TEBG8nIig1krHNpmJbd72trexefNmVq5ciWzzRmvblqZp6GQmkpBEx3POnTvH8ePHee6553juuec4duwYx48f5+TJk5w9e5ZLly4xGo3ITK5USiEz6djmakopLF26lEWLFrFkyRLe8Y538K53vYv3ve99vP/972f9+vWsWLGCRYsWMUe1ViICSdRaKaXwarRtS9M02KbW6qZpyEwyk5czGo1YtGgREcFoNKJpGiKCtm2JCCJCss0bzTaSWCgzyUwk0YkIRqORJycnmZyc5OzZs5w4cYIXX3yRv/3tb5w6dYpTp05x4cIFpqammJycZHZ2llIKtulIIiKYmJhg2bJlrFixgiVLlrBkyRJuu+02brvtNtatW8c73/lObrrpJpYuXcrKlSuRRNu2Yk7TNLxWbdvSNA1t2yKJUgqj0Yh+v0/btjRNw7WyjSRkmzeDbTITSXRsU0phocxkNBrR6/UopZCZnpqa4ty5c5w7d47z58/Tti2XL1/m/PnzzM7O0jQNkuhkJplJKYXFixdz4403snjxYm666SZWrVrF0qVLmZiYoN/vM0e8hLZtsU0phYjgldhGEguNRiP6/T6vlm1sI4nMpNZKv9/HNpKQbd5o4/GYiKCUwkKZiSRGoxETExNcjW06tVYkUUoxc2yTmUjCNpLoSEISC7Vtq6ZpuJJtbGObUgod20hiXq2VUgqvRmbSiQjatqVpGmwjiZczHo8ppdCJCBayjST+D970ohAKMaLvAAAAAElFTkSuQmCC\",\"boxArea\":\"322.20\"},{\"id\":\"8c3e5cef-4d69-4441-8714-0643d8f5b2db\",\"width\":20.71,\"perimeter\":85.62,\"height\":22.38,\"area\":191.58,\"image\":\"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\",\"boxArea\":\"463.49\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77"}},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Initializing MathExecutor {"data":{"variables_count":191},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: MathExecutor variables set {"data":{"variables_count":191},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"3.83789"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"43.826526"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.40616"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"9.9007056"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":6.67625},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":58.955922},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.212"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"57.88815"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"1.118"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0.945"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"4.8755"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0037610513160000005},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":3.7610513160000005},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00029871497500000006},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.29871497500000005},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0028492813000000005},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":2.8492813000000003},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0058559644"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"5.8559644"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.0028420854"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"2.8420854"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.003805428"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"3.805428"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.0003036352"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.3036352"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":3.9432321182000005},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":11.3625},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"11.514"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"3.8923000912057"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] 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":"8.4915"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"114.8778"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] 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":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":365.95579630919997,"totalDenseWeight_before_formula":39.112816251796694},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":402.55137594012},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":7,"totalDenseWeight":0},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"1","raceway_depth":"2"},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:10] local.INFO: Box added for line 1 in standard raceway 6x2 {"data":{"line":1,"width":120.0,"height":22.77,"length":5,"denseWeight":0},"timestamp":"2026-02-26 06:14:10"} 
[2026-02-26 06:14:11] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":5,"width":122.0,"height":24.77},"quantity":1,"denseWeight":1}],"cheapestShippingCost":522.26,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":645.74,"tariffAndDS":645.74,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1034.60719,"totalShipmentCostFormula":"((tariffAndDS (645.74) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1034.61","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":366.11,"tariffAndDS":366.11,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":616.979785,"totalShipmentCostFormula":"((tariffAndDS (366.11) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 616.98","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":489.01,"tariffAndDS":489.01,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":751.6083699999998,"totalShipmentCostFormula":"(( tariffAndDS (489.01) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 751.60837","careerDDPValue":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":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":"470.26","tariffAndDS":470.26,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":522.26,"totalShipmentCostFormula":"(((tariffAndDS (470.26) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 522.26","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":463.51,"tariffAndDS":463.51,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":705.56729125,"totalShipmentCostFormula":"(((tariffAndDS (463.51) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 705.56729125","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":950,"tariffAndDS":950,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":950,"totalShipmentCostFormula":"((tariffAndDS (950) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 950","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":526.6800000000001,"tariffAndDS":526.6800000000001,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":800.1880550000001,"totalShipmentCostFormula":"(((tariffAndDS (526.68) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 800.188055","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":581.5799999999999,"tariffAndDS":581.5799999999999,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":882.4213924999998,"totalShipmentCostFormula":"(((tariffAndDS (581.58) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 882.4213925","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":463.51,"tariffAndDS":463.51,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":705.56729125,"totalShipmentCostFormula":"(((tariffAndDS (463.51) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 705.56729125","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-02-26 06:14:11"} 
[2026-02-26 06:14:11] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":1.66},"timestamp":"2026-02-26 06:14:11"} 
[2026-02-26 06:14:11] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"22.77","sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/raceway/halo-lit-with-raceway.png","mounting_type":"Standard Raceway","combined_production_cost_usd":410.0,"total_production_cost":670.0,"totalDenseWeight":0,"totalVolumetricWeight":50,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":645.74,"tariffAndDS":645.74,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1034.60719,"totalShipmentCostFormula":"((tariffAndDS (645.74) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1034.61","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":366.11,"tariffAndDS":366.11,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":616.979785,"totalShipmentCostFormula":"((tariffAndDS (366.11) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 616.98","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":489.01,"tariffAndDS":489.01,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":751.6083699999998,"totalShipmentCostFormula":"(( tariffAndDS (489.01) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 751.60837","careerDDPValue":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":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":"470.26","tariffAndDS":470.26,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":522.26,"totalShipmentCostFormula":"(((tariffAndDS (470.26) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 522.26","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":463.51,"tariffAndDS":463.51,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":705.56729125,"totalShipmentCostFormula":"(((tariffAndDS (463.51) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 705.56729125","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":950,"tariffAndDS":950,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":950,"totalShipmentCostFormula":"((tariffAndDS (950) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 950","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":526.6800000000001,"tariffAndDS":526.6800000000001,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":800.1880550000001,"totalShipmentCostFormula":"(((tariffAndDS (526.68) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 800.188055","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":581.5799999999999,"tariffAndDS":581.5799999999999,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":882.4213924999998,"totalShipmentCostFormula":"(((tariffAndDS (581.58) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 882.4213925","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":463.51,"tariffAndDS":463.51,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":705.56729125,"totalShipmentCostFormula":"(((tariffAndDS (463.51) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 705.56729125","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]}}},"cheapest_shipping_cost_usd":530.0,"totalCost":1200.0,"productionResults":[{"material_id":1,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":null,"sequence_no":1},{"material_id":2,"dense_weight_expression":3.83789,"result":"43.826526","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":"Aluminium 12 G / 0.08 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":2},{"material_id":3,"dense_weight_expression":1.40616,"result":"9.9007056","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"Aluminium 14 G / 0.074 inch - Corrosion-resistant, and Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":6.67625,"result":58.955922,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"Frosted Acrylic 8mm / 0.315 inch - Ideal Light Diffusion for Halo Sign Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":1.212,"result":"57.88815","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC, IP65, 0.72–1.2W per module","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 – 12V DC output (10A + 5A split), 180W total, UL certified.","sequence_no":15},{"variable_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":16},{"material_id":17,"dense_weight_expression":0.945,"result":"4.8755","sign_material":"Wire 18g UL UL Certified Red & White China","description":"Wire 18 Gauge (Red & White) UL Certified – 18 AWG stranded copper, 300V, PVC insulated, UL-approved.","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.0037610513160000005,"result":3.7610513160000005,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.00029871497500000006,"result":0.29871497500000005,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.0028492813000000005,"result":2.8492813000000003,"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":0.0058559644,"result":"5.8559644","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.0028420854,"result":"2.8420854","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.003805428,"result":"3.805428","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.0003036352,"result":"0.3036352","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":3.9432321182000005,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":11.3625,"sign_material":"Packaging/Box Making","description":"Custom Packaging with 3–5 ply corrugated boxes with inner foam/styro and stretch wrap.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":11.514,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":3.8923000912057,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"0","sign_material":"Flush/Stud mounted","description":null,"sequence_no":46},{"variable_id":25,"dense_weight_expression":8.4915,"result":"114.8778","sign_material":"Standard Raceway (6x2)","description":"Sign to be mounted onto 6\"x2\" Serviceable Raceway","sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":43.02409787697637,"result":402.55137594012,"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","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":43.02409787697637},"timestamp":"2026-02-26 06:14:11"} 
[2026-02-26 06:14:11] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 06:14:11"} 
[2026-02-26 06:14:12] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-02-26 06:14:12"} 
[2026-02-26 06:14:12] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":22.77,"sign_width":"120","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]},"timestamp":"2026-02-26 06:14:12"} 
[2026-02-26 06:14:12] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-02-26 06:14:12"} 
[2026-02-26 06:14:12] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":22.77,"sign_width":"120","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]}},"timestamp":"2026-02-26 06:14:12"} 
[2026-02-26 06:14:12] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 06:14:12"} 
[2026-02-26 06:14:12] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-02-26 06:14:12"} 
[2026-02-26 06:14:12] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-02-26 06:14:12"} 
[2026-02-26 06:14:12] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":22.77,"sign_width":"120","shipping_weight":50,"shape":"rectangular","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]}},"timestamp":"2026-02-26 06:14:12"} 
[2026-02-26 06:14:12] local.INFO: Validation Passed {"data":[],"timestamp":"2026-02-26 06:14:12"} 
[2026-02-26 06:14:12] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-02-26 06:14:12"} 
[2026-02-26 06:14:12] 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","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"}},"timestamp":"2026-02-26 06:14:12"} 
[2026-02-26 06:14:12] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-02-26 06:14:12"} 
[2026-02-26 06:14:12] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-02-26 06:14:12"} 
[2026-02-26 06:14:38] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Flat Backer","quotationId":"888","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"91926218-7ee5-4f94-9b15-082a18d8e0f8\",\"width\":14.92,\"perimeter\":83.47,\"height\":16.33,\"area\":104.81,\"image\":\"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\",\"boxArea\":\"243.64\"},{\"id\":\"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b\",\"width\":14.92,\"perimeter\":80.27,\"height\":17.11,\"area\":164.2,\"image\":\"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\",\"boxArea\":\"255.28\"},{\"id\":\"2a575533-934a-47ba-a451-5dcde10c9c63\",\"width\":7.97,\"perimeter\":61.57,\"height\":21.99,\"area\":78.86,\"image\":\"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\",\"boxArea\":\"175.26\"},{\"id\":\"80dcbcb2-6696-44ea-bda4-c88cec88bc79\",\"width\":17.75,\"perimeter\":79.1,\"height\":22.38,\"area\":107.84,\"image\":\"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\",\"boxArea\":\"397.25\"},{\"id\":\"fb9d1778-cb70-4da3-97af-410ed65f4e84\",\"width\":14.28,\"perimeter\":73.09,\"height\":22.77,\"area\":226.98,\"image\":\"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\",\"boxArea\":\"325.16\"},{\"id\":\"4ec2d711-a25d-4fb1-8f22-601cd8a21639\",\"width\":14.15,\"perimeter\":72.57,\"height\":22.77,\"area\":225.14,\"image\":\"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\",\"boxArea\":\"322.20\"},{\"id\":\"8c3e5cef-4d69-4441-8714-0643d8f5b2db\",\"width\":20.71,\"perimeter\":85.62,\"height\":22.38,\"area\":191.58,\"image\":\"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\",\"boxArea\":\"463.49\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77"}},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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","mounting_type":"Flat Backer","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: Initializing MathExecutor {"data":{"variables_count":191},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: MathExecutor variables set {"data":{"variables_count":191},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"3.83789"},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"43.826526"},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"1.40616"},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"9.9007056"},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":6.67625},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":58.955922},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"1.212"},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"57.88815"},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":0.0037610513160000005},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":3.7610513160000005},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":0.00029871497500000006},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":0.29871497500000005},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":0.0028492813000000005},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":2.8492813000000003},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"0.0058559644"},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"5.8559644"},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"0.0028420854"},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2.8420854"},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"0.003805428"},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"3.805428"},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"0.0003036352"},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"0.3036352"},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":3.9432321182000005},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":11.3625},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"11.514"},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"3.8923000912057"},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"14.499673055556"},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"176.54377756667"},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] 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":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":427.62177387586996,"totalDenseWeight_before_formula":45.120989307352694},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":470.383951263457},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":7,"totalDenseWeight":0},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:38] local.INFO: Box added for flat backer 2.5mm mounting {"data":{"length":3.5,"width":124,"height":26.77,"denseWeight":0},"timestamp":"2026-02-26 06:14:38"} 
[2026-02-26 06:14:39] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":3.5,"width":124,"height":26.77},"quantity":1,"denseWeight":1}],"cheapestShippingCost":414.01,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":494.055,"tariffAndDS":494.055,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":808.0656425000001,"totalShipmentCostFormula":"((tariffAndDS (494.055) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 808.07","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":281.93,"tariffAndDS":281.93,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":491.256955,"totalShipmentCostFormula":"((tariffAndDS (281.93) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 491.26","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":384.15,"tariffAndDS":384.15,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":590.43855,"totalShipmentCostFormula":"(( tariffAndDS (384.15) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 590.43855","careerDDPValue":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":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":"362.01","tariffAndDS":362.01,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":414.01,"totalShipmentCostFormula":"(((tariffAndDS (362.01) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 414.01","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":409.25,"tariffAndDS":409.25,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":624.2925937499999,"totalShipmentCostFormula":"(((tariffAndDS (409.25) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 624.29259375","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":835,"tariffAndDS":835,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":835,"totalShipmentCostFormula":"((tariffAndDS (835) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 835","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":433.38,"tariffAndDS":433.38,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":660.4363175,"totalShipmentCostFormula":"(((tariffAndDS (433.38) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 660.4363175","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":432.09999999999997,"tariffAndDS":432.09999999999997,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":658.5190374999999,"totalShipmentCostFormula":"(((tariffAndDS (432.1) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 658.5190375","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":409.25,"tariffAndDS":409.25,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":624.2925937499999,"totalShipmentCostFormula":"(((tariffAndDS (409.25) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 624.29259375","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-02-26 06:14:39"} 
[2026-02-26 06:14:39] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":1.66},"timestamp":"2026-02-26 06:14:39"} 
[2026-02-26 06:14:39] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"22.77","sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flat-aluminum-backer/halo-Lit-channel-letters-with-flat-aluminum-backer.png","mounting_type":"Flat Backer","combined_production_cost_usd":480.0,"total_production_cost":790.0,"totalDenseWeight":0,"totalVolumetricWeight":38.5,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":494.055,"tariffAndDS":494.055,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":808.0656425000001,"totalShipmentCostFormula":"((tariffAndDS (494.055) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 808.07","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":281.93,"tariffAndDS":281.93,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":491.256955,"totalShipmentCostFormula":"((tariffAndDS (281.93) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 491.26","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":384.15,"tariffAndDS":384.15,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":590.43855,"totalShipmentCostFormula":"(( tariffAndDS (384.15) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 590.43855","careerDDPValue":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":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":"362.01","tariffAndDS":362.01,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":414.01,"totalShipmentCostFormula":"(((tariffAndDS (362.01) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 414.01","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":409.25,"tariffAndDS":409.25,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":624.2925937499999,"totalShipmentCostFormula":"(((tariffAndDS (409.25) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 624.29259375","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":835,"tariffAndDS":835,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":835,"totalShipmentCostFormula":"((tariffAndDS (835) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 835","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":433.38,"tariffAndDS":433.38,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":660.4363175,"totalShipmentCostFormula":"(((tariffAndDS (433.38) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 660.4363175","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":432.09999999999997,"tariffAndDS":432.09999999999997,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":658.5190374999999,"totalShipmentCostFormula":"(((tariffAndDS (432.1) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 658.5190375","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":409.25,"tariffAndDS":409.25,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":624.2925937499999,"totalShipmentCostFormula":"(((tariffAndDS (409.25) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 624.29259375","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]}}},"cheapest_shipping_cost_usd":420.0,"totalCost":1210.0,"productionResults":[{"material_id":1,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":null,"sequence_no":1},{"material_id":2,"dense_weight_expression":3.83789,"result":"43.826526","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":"Aluminium 12 G / 0.08 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":2},{"material_id":3,"dense_weight_expression":1.40616,"result":"9.9007056","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"Aluminium 14 G / 0.074 inch - Corrosion-resistant, and Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":6.67625,"result":58.955922,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"Frosted Acrylic 8mm / 0.315 inch - Ideal Light Diffusion for Halo Sign Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":1.212,"result":"57.88815","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC, IP65, 0.72–1.2W per module","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 – 12V DC output (10A + 5A split), 180W total, UL certified.","sequence_no":15},{"variable_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":16},{"material_id":17,"dense_weight_expression":0.945,"result":"4.8755","sign_material":"Wire 18g UL UL Certified Red & White China","description":"Wire 18 Gauge (Red & White) UL Certified – 18 AWG stranded copper, 300V, PVC insulated, UL-approved.","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.0037610513160000005,"result":3.7610513160000005,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.00029871497500000006,"result":0.29871497500000005,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.0028492813000000005,"result":2.8492813000000003,"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":0.0058559644,"result":"5.8559644","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.0028420854,"result":"2.8420854","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.003805428,"result":"3.805428","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.0003036352,"result":"0.3036352","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":3.9432321182000005,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":11.3625,"sign_material":"Packaging/Box Making","description":"Custom Packaging with 3–5 ply corrugated boxes with inner foam/styro and stretch wrap.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":11.514,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":3.8923000912057,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"0","sign_material":"Flush/Stud mounted","description":null,"sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":14.499673055556,"result":"176.54377756667","sign_material":"Flat Backer (2mm)","description":"Sign to be Mounted onto 2mm Aluminum Backer","sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":49.633088238087964,"result":470.383951263457,"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","mounting_type":"Flat Backer","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":49.633088238087964},"timestamp":"2026-02-26 06:14:39"} 
[2026-02-26 06:14:39] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 06:14:39"} 
[2026-02-26 06:14:40] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-02-26 06:14:40"} 
[2026-02-26 06:14:40] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flat Backer","sign_height":22.77,"sign_width":"120","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]},"timestamp":"2026-02-26 06:14:40"} 
[2026-02-26 06:14:40] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-02-26 06:14:40"} 
[2026-02-26 06:14:40] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flat Backer","sign_height":22.77,"sign_width":"120","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]}},"timestamp":"2026-02-26 06:14:40"} 
[2026-02-26 06:14:40] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 06:14:40"} 
[2026-02-26 06:14:40] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-02-26 06:14:40"} 
[2026-02-26 06:14:40] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Flat Backer"},"timestamp":"2026-02-26 06:14:40"} 
[2026-02-26 06:14:40] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flat Backer","sign_height":22.77,"sign_width":"120","shipping_weight":38.5,"shape":"rectangular","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]}},"timestamp":"2026-02-26 06:14:40"} 
[2026-02-26 06:14:40] local.INFO: Validation Passed {"data":[],"timestamp":"2026-02-26 06:14:40"} 
[2026-02-26 06:14:40] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-02-26 06:14:40"} 
[2026-02-26 06:14:40] 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","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"}},"timestamp":"2026-02-26 06:14:40"} 
[2026-02-26 06:14:40] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-02-26 06:14:40"} 
[2026-02-26 06:14:40] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Flat Backer"},"timestamp":"2026-02-26 06:14:40"} 
[2026-02-26 06:14:57] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Standard Raceway","quotationId":"888","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"91926218-7ee5-4f94-9b15-082a18d8e0f8\",\"width\":14.92,\"perimeter\":83.47,\"height\":16.33,\"area\":104.81,\"image\":\"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\",\"boxArea\":\"243.64\"},{\"id\":\"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b\",\"width\":14.92,\"perimeter\":80.27,\"height\":17.11,\"area\":164.2,\"image\":\"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\",\"boxArea\":\"255.28\"},{\"id\":\"2a575533-934a-47ba-a451-5dcde10c9c63\",\"width\":7.97,\"perimeter\":61.57,\"height\":21.99,\"area\":78.86,\"image\":\"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\",\"boxArea\":\"175.26\"},{\"id\":\"80dcbcb2-6696-44ea-bda4-c88cec88bc79\",\"width\":17.75,\"perimeter\":79.1,\"height\":22.38,\"area\":107.84,\"image\":\"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\",\"boxArea\":\"397.25\"},{\"id\":\"fb9d1778-cb70-4da3-97af-410ed65f4e84\",\"width\":14.28,\"perimeter\":73.09,\"height\":22.77,\"area\":226.98,\"image\":\"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\",\"boxArea\":\"325.16\"},{\"id\":\"4ec2d711-a25d-4fb1-8f22-601cd8a21639\",\"width\":14.15,\"perimeter\":72.57,\"height\":22.77,\"area\":225.14,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAAG4AAACxCAYAAAAlM4gBAAAgAElEQVR4AezBC5DlZX3n//fn+f1O9zAjsKQQRAomDFV4iYkSN8a4YROjxugZjeAFjYmKcjPmYYkIZnWhVJwH3YiCiaSMYiIaNFIYFCEmjBfmLGsMk+CucjGoyMUBhBEZZk53n/N7vp///qr+XTVFEcXuxggzr5dss9vKighSSlx55ZVs3rzZd911F7axTdu2/Dht29J1HU3TMJlMkMR0OuXAAw/kZS97GY997GMl2+y28mxz8skn++KLL+aHP/whTdPQiwgerKZp6LqO2dlZfvCDH3DwwQfzrne9i6OPPhrZZreVNzc3x/r1671p0yYigoigJwnbLEVKiQ0bNnDSSSch2+y28ubm5li/fr03bdpErRXbLFdKiQ0bNnDSSSch2+y28sbjMevXr/emTZuICGyzXCklNmzYwEknnYRss9vKss3c3Bzr16/3pk2bqLWyElJKbNiwgZNOOgnZZreVZZu5uTnWr1/vK6+8kohgJaSU2LBhAyeddBKyzW4ryzZzc3OsX7/emzZtIiKwzXKllNiwYQMnnXQSss1uK8s2c3NzrF+/3ps2bSIisE1PErZZipQSGzZs4KSTTkK22W1l2WZubo7169d706ZNRAS26UnCNkuRUmLDhg2cdNJJyDa7rbzxeMxwOPRoNCIisM1ySaKUQs4Z2Wa3lTcejxkOhx6NRkQEtlkuSZRSyDkj2+y28sbjMcPh0KPRiIjANssliVIKOWdkm91W3ng8ZjgcejQaERHYZrkkUUoh54xss9vKG4/HDIdDj0YjIgLbLJckSinknJFtdlt54/GY4XDo0WhERGCb5ZJEKYWcM7LNbitvPB4zHA49Go2ICGyzXJIopZBzRrbZbeWNx2OGw6FHoxERgW2WSxKlFHLOyDa7rbzxeMxwOPRoNCIisM1ySaKUQs4Z2Wa3lTcejxkOhx6NRkQEtlkuSZRSyDkj2+y28sbjMcPh0KPRiIjANssliVIKOWdkm91W3ng8ZjgcejQaERHYZrkkUUoh54xss9vKG4/HDIdDj0YjIgLbLJckSinknJFtdlt54/GY4XDo0WhERGCb5ZJEKYWcM7LNbitvPB4zHA49Go2ICGyzXJIopZBzRrbZbeWNx2OGw6FHoxERgW2WSxKlFHLOyDa7rbzxeMxwOPRoNCIisM1ySaKUQs4Z2Wa3lTcejxkOhx6NRkQEtlkuSZRSyDkj2+y28sbjMcPh0KPRiIjANssliVIKOWdkm91W3ng8ZjgcejQaERHYZrkkUUoh54xss9vKG4/HDIdDj0YjIgLbLJckSinknJFtdlt54/GY4XDo0WhERGCb5ZJEKYWcM7LNbitvPB4zHA49Go2ICGyzXJIopZBzRrbZbeWNx2OGw6FHoxERgW2WSxKlFHLOyDa7rbzxeMxwOPRoNCIisM1ySaKUQs4Z2Wa3lTcejxkOhx6NRkQEtlkuSZRSyDkj2+y28sbjMcPh0KPRiIjANssliVIKOWdkm91W3ng8ZjgcejQaERHYZrkkUUoh54xss9vKG4/HDIdDj0YjIgLbLJckSinknJFtdlt54/GY4XDo0WhERGCb5ZJEKYWcM7LNbitvPB4zHA49Go2ICGyzXJIopZBzRrbZbeWNx2OGw6FHoxERgW2WSxKlFHLOyDY/bbVWmqZhkW0kscg2PUksqrUiiZQS9xcRpJRYVGulaRoW1VrpNU2DbSQREUhCEotsI4n7iwhsk1JCEg/GeDxmOBx6NBoREdhmuSRRSiHnjGzzH8U2klgUEUQEbdtiG9v0Ukosso1tIoKmaZCEbSTRiwhSSthmkSR6trFNSomebSICSaSU6NnGNj1JSGIpxuMxw+HQo9GIiMA2yyWJUgo5Z2Sbnzbb9CSxyDaS6HVdR9u29GwTEfRqrUynU+bm5pifn2dubo65uTl27NhB13X+f4gI2ral6zqapiGlpL322ou99tqLwWDAz/3cz5FSYjAYIAnb9CTRiwhSSvQigl5KiV5EUGtlMBjw44zHY4bDoUejERGBbZZLEqUUcs7INv9RIoKeJCRhm67rGAwGLJpOp2zdupVbbrmFm266yXfeeSfXXXcd4/GY7du3s2PHDnbs2IFtmqZBEr2u6xgMBkynUx71qEex9957Mzs7y8///M/zi7/4izzmMY/hkEMOYf/999fMzAw923RdhyTatmVRRCAJSTxY4/GY4XDo0WhERGCb5ZJEKYWcM7LNT1tEkFLigdRa+c53vsONN97or3/969x8883cfffd3H333WzdupXt27dz22230XUdPdvYppdSwja26bVtS9d19JqmodbKfvvtx3777cejHvUo9ttvPw488EAOOuggHve4x/HLv/zL/PzP/7wigpQS9xcRdF3HzMwMP854PGY4HHo0GhER2Ga5JFFKIeeMbPMfxTaSmE6n3H777Xzta1/z9ddfzze+8Q1uuukmvvWtb3HPPfcwnU6xzaKUEhFBSglJRAS2kYRtJGGblBIRQdu29LquYzAYUGslIkgpsWrVKvbaay8OPvhgnvKUp/CEJzyB4XDIPvvso3322YemaYgIbNM0DQ/WeDxmOBx6NBoREdhmuSRRSiHnjGzz02YbSUQEt956q//pn/6JL3zhC2zevJnvfe973HfffUwmE2qt7EwSbdtSayUiuD9J2CalRETw75GEbe7vUY96FP/pP/0nHv/4x/Nf/st/4XnPex5PfvKTWbVqlfgJjcdjhsOhR6MREYFtlksSpRRyzsg2P20RwebNm71x40a++tWvcv3113PrrbcyPz9PSomIYGeSsM39SUISEUFPErbpSUISkqi10muahlori1JKLLLNzvbdd1+e+MQn8hu/8Rv89m//NocffjirV69WrZWmafhxxuMxw+HQo9GIiMA2yyWJUgo5Z2SbpYgIJLFIEr2IwDZN09CzTUTQNA2TyYSbb77Zl1xyCV/4whfYvHkz27ZtYzqd0pOEbX6W7LPPPjz5yU/mt3/7t3n+85/Pk5/8ZKbTqQaDAdPplMFggG16kli0Y8cOhsOhR6MRtrHNckmilELOGdlmqWwjiV5EMD8/z+rVq+lFBF3XMTMzQ++mm27yFVdcwWc/+1n+7//9v9x+++10XUfTNEQEtpGEbX4WSKKXUkISe+21F8961rM4+uijed7znsfq1avF/882kqi10jQNvfF4zHA49Gg0wjYRwXJJopRCzhnZ5idVayWlhCQigoigbVt6tqm10jQNkti+fTtXXHGFP/WpT/HP//zP3HLLLXRdx6KUEhFBr21bbFNr5T9a27Z0XUevbVu6rmNmZoZf+IVf4HnPex5/8Ad/wKGHHspgMNB0OqVpGlJK1Fppmoa5uTmGw6E3bdpERGCb5ZJEKYWcM7LNT8o2EUHTNPQmkwkzMzP0ptMpg8GAWis33HCDL7nkEj71qU9x3XXX0XUdvZQStmmahl7XdfRSSkQEPwsGgwHT6ZTeYDDANl3XIYl99tmHZz3rWbzhDW/giCOOwLaapqFnm97c3Bzr16/3lVdeiW1ss1ySKKWQc0a2WQm1ViKCwWBA7/LLL/eFF17IF7/4RW6//XYk0bYt0+mU+5NEzzY/S1JKSKLWyqKUEhHB6tWredKTnsQZZ5zBcDgkIhQRpJTozc/P84IXvMBf/vKXiQh6krDNUkmilELOGdlmOWqt9JqmobewsMBHP/pRf+ITn+Cqq66i6zratmU6ndKbmZmh13UdEcH9NU1DrZX/SG3b0nUdvZmZGabTKb2UErVWJGGb3lOf+lROOOEEXvnKV7J69Wrx/0QECwsLvOAFL/CXvvQlIoKeJGyzVJIopZBzRrZZrq7raNuWLVu2cNlll/lP//RPuemmm+i6jl5KiV5EsLOUEpKQRK0V2/wsGwwGdF2HbWZmZui6jpQSBx54IH/yJ3/CiSeeyGQy0czMDJPJhPXr1/uLX/witVZ6krDNUkmilELOGdnmJxURpJSICHopJe666y4+9KEP+f3vfz/33HMPk8mEtm2JCCICSdhGErZp25ZaK7bpScI2PyskYRtJpJSotdKThG0kYZueJJ70pCdx3HHH8frXv562bdV1HevXr/cXv/hFptMpPUnYZqkkUUoh54xsc3+1VpqmodZK0zTUWkkpIYleRJBSojedTpmfn+fd7363P/jBD/KDH/yAiGC5mqYhIrDNA5GEJGzTk4RtbCMJ2zwQSdhmkSQk0YsIFqWUSClRa8U2vZQSEUFKiYggpURE0DQNtVYOPfRQTj31VF71qlexxx576DnPeY7/9//+34zHY3opJSKCpZJEKYWcM7LNA7FN13UMBgMW1VqJCFJKNE1DRHDvvffy3ve+13/5l3/Jvffey8LCAitNEj3bNE2DJCKCiOD+mqah1kovpUTPNrbZWUoJ29jmx5FESomebSRRayWlRESwsyc+8YmcccYZPOMZz+DYY4/liiuuwDaSsE3btnRdx1JIopRCzhnZ5oFEBCkleraRxM4igslkQinFH/rQh7jjjjvoNU1DrZXlaNuWXq0V2zRNQ0Rgm/tr25aUEl3XERH8KJKQRESQUkIStVZ6KSV6EUEvpYRtJNGLCO6vbVu6rqM3GAyYTqf0/ut//a+84AUv4FOf+hRXX301kkgpUWslpUREsBSSKKWQc0a2ub9aK03T0IsIeiklIoKUEr0f/vCH/NVf/ZXf8Y53sG3bNmzTNA1d17FSUkrYxjaLZmdnsU3XdUQEO5NESonZ2VkigoigZ5uIoNbKjyKJnm0kYZteSgnb2EYStpHEItv0mqah1krbtjzucY/jzjvvZNu2bUwmE1JKpJTouo6lkkQphZwzss2/xza1Vtq2pTeZTJiZmaHrOv76r//ab3vb27jjjjuQRNd1pJSICJarbVtqrdimJwnb7GzPPffkgAMOYN9992Xfffdl//33Z99992X16tXUWrFNTxK1VsbjMdu2bWPHjh1s2bKFLVu2cNtttzE3N0dKCUl0XUevaRpsExEsatsW29RaSSkhiVorvbZt6bqORSklIgJJNE1D13X0ZmdnWVhYYKkkUUoh54xs8++JCFJK9GqtNE1D7x//8R/9xje+kW9+85tEBBHBYDBgOp3Sti1d17ESUkrsbNWqVey555485SlP4UlPehKHH344Bx10EHvvvTd77rkna9asoW1bUkpEBL2UEr2FhQV27NjBeDzmrrvuYsuWLVx77bV87Wtf4/rrr2fLli1Mp1PatqXrOnpN0yCJruu4v7Zt6bqO3szMDF3XEREMBgNqrUQEkrDNziRhm6WQRCmFnDOyzQOxjSR6EYEkJPH1r3/dp5xyCldccQVN01Brpdc0DZLouo6VkFIiIuitXr2aJzzhCTzzmc/k6U9/Oo997GM54IADOOCAA5idnaUXEUiiJ4mIwDaSSCmxyDaSmJub46677uLuu+9my5YtXHPNNXz+85/nn/7pn2jblslkQm/VqlXMz8/TGwwGRAS1VpqmoVdrZWeSsI0kJBERSKJpGrquQxK2WQpJlFLIOSPbPBDbSKI3nU4ZDAZs27aNM8880+eeey5d15FSQhJd19FLKdGLCJZDErbZY489OPzww/md3/kdjjjiCB73uMfx6Ec/mrZt6dlmkSQerIggpYRtepL44Q9/yL/+67/yr//6r1xyySV8/etfZ9u2bUjCNr22bem6jrZt6bqOniR6TdPQdR29lBIRwc5SSkQEKSUigqWQRCmFnDOyzf1FBCklerVWmqah98lPftKnnXYat956KythMBgwnU7pDQYDptMpKSUigoMPPphnPvOZvOY1r+GpT30qs7OzzMzMEBGklFgJtpHEoul0Std1/Mu//AsXXXQRn/70p7n99ttpmobJZEJKiYigJwnbtG1L13X0ZmdnmUwm2OahIIlSCjlnZJt/z8LCArOzs9jm2muv9Zvf/GY+//nPExEsV9u2dF1Hr21buq5jZmaGyWTCr/zKr/D617+eZz7zmTzmMY9h1apVRASSkMRKsI1tJCGJnm1qrbRty3XXXccNN9zAeeedxxe+8AXub3Z2lohgOp3SNA2DwYD5+XkeSpIopZBzRrb599hGEtPplLe85S0+99xzmU6nLFfTNNRa6Q0GA6bTKb01a9Zw1FFH8fKXv5xnPetZzM7OsrCwwOzsLL2IIKXESrFNTxL3FxGklNi8eTPnn38+F198MVu3biUikIRtJGEbSbRty3Q65aEkiVIKOWdkm/urtSKJlBIRwTXXXOOXvvSl3HTTTczOzrKwsMBySMI2bdtim1orMzMzHHfccZxwwgn84i/+Ir3JZMJgMEASEUFKiZ8G20ynU2ZmZrDNbbfdxp//+Z/zF3/xF2zfvh1JRAS9wWDAdDqlNxgM6LoO2zwUJFFKIeeMbPNAbCOJe+65h7e97W0+77zziAgigpWwevVqxuMxKSUk8d/+23/jhBNO4LDDDqM3nU4ZDAb0bGOblBK1VpqmYaXZpieJRbbpuo7BYMAtt9zChRdeyJ/92Z+xZcsWZmdnmU6nRASS6NnmoSSJUgo5Z2SbBxIRpJTYuHGjTzjhBL773e8iiVoryyUJ2/Qe9ahH8epXv5pTTjmFQw45hForTdNgm4ig1kpKibZt6dVaaZqG5YgIJCGJBxIRSMI2KSUigpQSCwsLvOtd7+L888/n1ltvZWezs7MsLCzwUJJEKYWcM7LNA7HN9u3beeMb3+iPfexjLCwskFLCNrZZrsFgQK2VN73pTbzmNa/hCU94Ar1aK5JIKXF/tVaapmG5bLNIEj/KdDplMBhgmx07dmCbD3zgA5x77rnccccdNE1DrZWmaai1IgnbPBQkUUoh54xsc3+1Vpqm4aqrrvIrXvEKvve972Eb20jCNsshCdu86EUv4qyzzuLxj388vYggpUSv6zratqUXEUhCEivJNj1JPBDbRARN02AbSdRamZub4y1veQsXXHAB9957L4skYZuHiiRKKeSc0XQ6pW1bFtlGEuPxmDe84Q3+6Ec/iiRSSnRdhyRs8+MMBgOm0ymLUkpEBCkler/+67/Oe97zHg4//HDatqXWSq9pGn7W1Vq58847OfPMM/nIRz7CZDJhMBgwnU5p25au63goSKKUQs4Z2aZXayWlhCR611xzjV/+8pdz4403YpuUEr2I4CfRNA226dnGNgcddBBnn302v/u7v8vMzAw7iwhSSvysq7Xy3e9+lz/+4z/m0ksvJaVERPBQkkQphZwzsk2tFUmklOjVWjnnnHP8pje9iaZpiAhsIwnb/DgpJSKCRSklIoJFJ598Mu985ztZs2YNtVaapmFRRJBS4mdZRJBSovcP//APvPrVr2br1q10XUfbtnRdx0NBEqUUcs6o1optmqahZ5ubbrqJY4891l/60peQREqJWis9Sdjmx5GEbXopJSKC3pOf/GQ+/vGP88QnPpGu6xgMBkiiZxtJPFyMx2MGgwGnnHIKH/zgB5lMJqSUiAgeCpIopZBzRrVWUkr0ptMpbdtywQUXOOfMwsICk8kESdim1zQNtVZ+nKZpqLXSa5qGWis/93M/xxlnnMEf/dEfEREMBgN6XdfRti29WitN0/Bwcv3113PMMcdwzTXXMJlMeKhIopRCzhlFBJKotdI0Db3Xvva1/uhHP0pEIAnb9JqmodbKTyKlRETQe/azn81HPvIRHvvYx9I0DYsigul0yuzsLF3X0bYtP8sigl5KiUUXXnghp556Klu2bOGhIolSCjlnZJuIQBKS2LJlC8Ph0N/4xjfouo6UEhFBr2kaaq38JCRhm3333Ze3v/3tvP71r0cSvVorKSUkUWulaRoeThYWFpidnaXrOsbjMccccwyf/vSneahIopRCzhnZptZK0zR0Xcff/d3f+YQTTuCee+6haRpqrTRNQ62VniRs82C0bUvXdfR+7dd+jQsvvJCDDz4YSdgmpcTOuq6jaRok8bMsIpCEJKbTKYPBgIjg4osv5thjj2Xbtm08FCRRSiHnjGyzs6OOOsqf+cxnsE3PNkuVUiIi6J199tkcf/zxrFmzBkk83NVaaZqG3sLCArOzs9xzzz0cccQRfPOb36TrOiRhG0nYJqVERLBUkiilkHNGtVZSSvTuuOMOfv3Xf93f+c53WGSbpWiahlorvf3335+LL76YZzzjGUjikcA2krCNbVJKTKdTTj/9dM455xy6riMisM0iSdhmqSRRSiHnjGqtpJTojUYjP+c5z2EymbDINst11FFHccEFF7BmzRpsI4lHgoggpcTOrrnmGl74whdy55130nUdtumllIgIlkMSpRRyzsg2vYWFBf78z//cp59+OvPz8/Rssxxt25JS4oMf/CCvec1riAgkIYmHu4igl1KiFxGklJhOpxx55JFcfvnl2GZR0zTUWlkOSZRSyDkj2/TuvPNOjj/+eP/DP/wDk8kE2yxXSokDDjiAL3/5yxx66KHYJqXEI0GtlaZp6HVdR9M0SKL33ve+l7e85S1MJhNsI4mebZZDEqUUcs7INr3/83/+j1/84hfz7W9/m5UwGAyYTqc85znP4eKLL2bPPffkkaTWStM09Lquo21behHB5s2befWrX82NN95IrZWUEhGBJGyzVJIopZBzRrbpffKTn/SJJ57Ivffey0pomoZaK+94xzs47bTTmJ2dpRcRpJR4pIgIUkosss19993HG97wBj71qU8xmUyQhG2apqHWylJJopRCzhnZZn5+nrPOOstnnXUWtVYiguVIKRER7L333vzN3/wNz3/+8+m6jsFggG0k8XAWEaSU6NVaaZqGruuQRNM09EopvPOd72R+fh7b9AaDAdPplKWSRCmFnDOqtZJS4qijjvLnPvc5ptMpy9U0DbVWnvGMZ/DXf/3XHHLIIbRtS882kngkiwi++tWv8qxnPYu5uTl6kpBERLBUkiilkHNGEcFdd93FS1/6Ul911VXUWlkJKSVe85rX8O53v5t9992XXc1tt93G0572NL7//e9Ta2UlSKKUQs4ZRQRXXXWVX/3qV3PTTTdhm5WQUuK9730vxx9/PHvssQe2kYRtJPFI13Udv/qrv8rXvvY1bGObniRssxSSKKWQc0Zd13H++ef7TW96Ezt27CAiWCl/93d/x3Of+1z22GMPFtVaaZqGR7Ku62jblj/4gz/gE5/4BLVWepLo2WYpJFFKIeeMIoI3v/nNPvfcc4kIuq5juSSRUuJ//a//xS//8i8zMzPDIttIYldw3nnn8d//+39n27Zt9FJKRARLJYlSCjlnZJuXvexl/sxnPkNE0HUdK2Gfffbhn//5n1m3bh0pJSICSUhiV9B1HZs3b+boo4/mlltuoZdSIiJYKkmUUsg5o1orT3/6033NNdfQdR0r5fGPfzxf/vKX2W+//ZBErRVJpJR4pIsIbHPHHXfwvOc9j2uvvZaIQBK2WSpJlFLIOaPxeMzjHvc433rrrfTatqXrOpajbVt+9Vd/lc997nPstddepJTYldhGEjt27OA5z3kOmzdvZjqd0kspEREshSRKKeSc0fz8PAceeKC3bt1K0zTUWlkuSRx//PG85z3vYfXq1aSU6NVaaZqGRzrbSKLWyqte9Souuugiaq30IoKlkkQphZwzuummm/yf//N/ZuvWrbRtS9d1LJckTj31VE4//XTWrFmDJHoRQUqJRzrbSKLWynHHHcfHP/5xptMpkrDNUkmilELOGY1GI7/whS/knnvuoWkaaq0s12Aw4E//9E859thjWbNmDYsigpQSu4qI4OSTT+Yv//IvWVhYoCcJ2yyFJEop5JzR5Zdf7le84hXce++9rJQ999yTCy64gN/5nd9h1apV2EYStpHErsA2vbe//e38z//5P5mbm6MnCdsshSRKKeSc0aWXXurf+73f47777mOl7L///lx66aU85SlPYTAYYJtFktgVRAQpJc455xxOP/10tm/fTk8StlkKSZRSyDmjCy+80Mcffzw7duzANith7dq1XHHFFRx66KGklLBNTxK7ioggpcT555/PySefzPbt25GEbZZKEqUUcs6olOIzzzyT+fl5bCMJ2yzHunXr2LhxI4cccgi2kYRtJLGriAhSSnz84x/n+OOPZ25ujpQSEcFSSaKUQs4Z/eEf/qHPP/98FhYW6EnCNstxyCGHsHHjRtatW0dEkFLCNpLYVUQEKSUuvPBCXvva17KwsEDTNNRaWSpJlFLIOaOjjz7an/nMZ5hMJkQEK2HdunVs3LiRtWvXklKiZxtJ7Eq6ruPyyy/nJS95CdPplKZpqLWyVJIopZBzRuvXr/fnP/95uq5DErZZrnXr1rFx40bWrl1LSomebSSxK7CNJHpf+MIXePGLX8y2bdvo2WapJFFKIeeMnvnMZ3rTpk3UWpGEbZZr3bp1bNy4kbVr15JSomcbSewKIoKUEr3Nmzdz5JFHsmXLFiKC5ZBEKYWcMzriiCP81a9+lclkQkqJiGC51q1bx8aNG1m7di0pJXq2kcSuwjaSuPbaaznqqKP41re+RUQgCdsshSRKKeSc0RFHHOGvfvWrTCYTUkpEBMu1bt06Nm7cyNq1a0kp0bONJHYVEYEkbrjhBl7ykpdwww03EBEshyRKKeSc0W/+5m9606ZNRASSsM1yrVu3jo0bN7J27VpSSvRsI4ldhW0ign/7t3/jJS95Cddffz22WQ5JlFLIOaPnP//5/vznP09EIImebZZj3bp1bNy4kbVr15JSomcbSexKbPPNb36TF7/4xVx33XVIwjZLJYlSCjln9NKXvtSf+cxnmEwmrJR169axceNG1q5dS0qJnm0ksSuICFJK9L75zW9y5JFHcv3115NSIiJYKkmUUsg5o9e97nW+4IIL6LoO26SUiAiWY926dXzpS1/ioIMOQhK2kcSupOs62rblxhtv5NnPfja333470+kUSdhmKSRRSiHnjN72trf5Xe96F5PJhIhAErZZjoMPPpgvfelLrF27FpWCQTwAABjBSURBVEn0UkrsSrquo21bvvKVr/CiF72Iu+66i55tlkoSpRRyzuijH/2o//AP/5C5uTkiAknYZjkOPvhgrrjiCg477DBsI4mIIKXErqLWSkqJz372s/z+7/8+27dvp21buq5jqSRRSiHnjC655BK/6lWv4r777sM2krDNcuy///589rOf5Vd+5VeQRC8iSCmxq7CNbf72b/+W1772tczPz9M0DbVWlkoSpRRyzujSSy/1K1/5SrZt20ZPErZZjj322IOPfexjrF+/nsFgQEqJXYltJGGbT3ziExx77LHMz89jG0nYZikkUUoh54y++MUv+sgjj+Tee+9FErZZrsFgwHve8x6OO+449thjDxZFBJKQxCNZRJBSonfBBRfw+te/nvn5eSKClBIRwVJIopRCzhn927/9m5/2tKfxwx/+kJQSEcFyDQYDTjvtNN761reyxx57YBtJ1FpJKSGJRzLbSKL3gQ98gFNPPZX5+XlsIwnbLIUkSinknNF9993ngw8+mHvuuYemaai1shJOPPFE3v3ud7PnnnsSETRNQ0SQUmJXYZt3vetdvP3tb2dhYQFJ2GapJFFKIeeM5ubmfNBBB3H33XfTk4RtliOlxFOf+lQ+97nPsd9++2EbSdRaaZqGXUGtlaZpOPnkkznvvPPoug7bpJSICJZCEqUUcs5oOp1y+OGH+/rrrycisM1KOPDAA7nyyis55JBDSClhG9uklNgVdF1H27Ycc8wxfOxjH6PWynJJopRCzhnZ5qijjvJll11G13VEBCth1apVXH311TzxiU8kpUREkFJiV2EbSbzgBS/g7//+77GNbWyzVJIopZBzRrZ585vf7HPOOYfJZIIkbLMckkgpMRqNePrTn06tlbZt6XVdR9u27Arm5ub4rd/6La6++mps04sIlkoSpRRyzigi+NCHPuRTTjmF7du30zQNtVZWwt/8zd/wile8gq7rGAwG9GwjiUeyiCClxPXXX88LX/hCvvOd7xARLJckSinknFGtlSuvvNLHHHMMN998MyklIoLlkIRtTjvtNM4880xmZmbo1VppmoZHuoggpcQnP/lJTjrpJO6++25ss1ySKKWQc0a2ue222/yKV7yCq666CtssV9u2dF3Hc5/7XD74wQ+ydu1aIoJeSoldxamnnsp5553H3NwckogIUkpEBEshiVIKOWdkm67rePnLX+5LL72UyWTCSjnssMP48Ic/zK/92q+RUiKlhG0k8UjXdR0ve9nLuOSSS7CNJGwjCdsshSRKKeSckW0igre+9a1+//vfz3g8ZpEkbLMzSdjmR0kpERGsWrWKc845h9e97nXYZjAY8EhRa6VpGmqt2KZtW3a2fft2fuEXfoHvfe97RAS2kYRtlkoSpRRyzsg2vU984hM+/vjj2b59O4skYZulSCnRO/7443nf+97H7Owskui6jrZteTizTUTQNA07m0wmzMzMYJurr76a5z//+WzdupVFKSVsY5ulkEQphZwziggkcd111/m5z30ud9xxB13XsVxt29J1HU960pP4x3/8Rw444AB6tpHEI4VtJNGLCFJK9M4991z+x//4H2zfvp1FkrDNUkmilELOGdmmd++99/K6173Ol112GfPz86yEpmlo25aLLrqI5z73uQwGAyTxSDKZTBgMBkiiZ5sdO3bwute9js9+9rMsLCzQs81ySaKUQs4Z2aYXEVx44YU+7rjjmJ+f5/4kYZsHI6VERJBSIiI45phjeP/738+aNWuQxMNdRJBS4oHUWvnKV77CMcccw7e//W1s05OEbZZDEqUUcs7INrVWmqbh5ptv9i/90i9x3333YZudSaJnmwcjpURE0LYtj3nMY9i0aROHHHIItpHEw51tJLFoOp0yGAzoveMd7+Dd73434/GYRZKwjSRssxSSKKWQc0a2qbUiiVqrf+M3foOrr76aiCAiWCSJnm0eDEnYZjAYUGvlIx/5CL/3e7/HYDDgkcA2PUnUWpFESon77ruPF73oRVx55ZVEBIts05OEbZZCEqUUcs7INr2IIKXEG9/4Rn/gAx+g1kqtlUWSsM2D0TQNtVYkYRtJvPKVr+Q973kPj370o0kp8XBWa6VpGhbVWmmahslkwr/8y7/wohe9iO9///tIwjaSsE0vpUREsBSSKKWQc0a2qbXSNA2TyYSvfOUrPvroo/n+97+PbRa1bUvXdTxYTdNQa0UStjnwwAM5//zzefazn03TNEQEkpBEzza1Vtq25eHANpKotdI0Db2u68g58+EPf5iIwDa22ZkkbLMUkiilkHNGtokIUkr07rjjDp944olcccUVzM3NYZudDQYDptMpP4okbJNSIqVErRVJvPzlL+dDH/oQMzMztG3LZDKhaRqapuHhxDaSmE6nDAYDbGObW265hWc/+9l897vfxTa2sc3OJGGbpZBEKYWcM7KNbbquYzAY0PvIRz7iP/qjP2Jubo6eJHq2SSkREfwokrBN0zTUWkkpERHsvffe/MVf/AVHH3000+mU2dlZaq1IopdSYjqdMhgMeDiICFJKdF1H13WcffbZnHHGGdimZ5uVJIlSCjlnZJvedDqlbVskceONN3o4HPLtb38b29gmpYQkaq08GLOzsywsLNCTRNu2TKdTnva0p/HpT3+axzzmMTRNw6Ku62jbFttI4mddRJBSIiKQxGg04thjj+W2225jbm6Oh4IkSinknJFtFtlGEvPz87zzne/02WefTW9+fp5e0zTUWnkwBoMB0+mUtm2JCCKCtm3puo6zzjqL0047jYWFBVatWoUkIoKUEg8HtpFE13W0bcudd97JKaecwt/+7d8SEUQEO5OEbZZLEqUUcs4oIpDEzmqt3HDDDf7N3/xNfvCDHxAR9CRhmwdDErbpNU1DrZWUEhHBoYceytlnn83v/u7vEhGklLBNrZWmaZDEz7KIIKXEove9732cddZZ/OAHP6DWykNFEqUUcs4oIrCNJHqSiAi6rvPv//7v8+lPf5paKyklIoIHQxI92/Qk0bONJGzzW7/1W/zZn/0Zhx12GG3b8nBiG0lEBJs2bSLnzA033EDXdUjCNg8FSZRSyDkj2+zMNpKYTCZcdtllPu6449i6dSs9SfRs82A1TUNEYJudtW3LkUceybnnnssBBxzAwsICs7OzPFzY5qabbuKtb30rF110EbVWeiklbGOblSaJUgo5Z2SbB1JrZTwe+yUveQlXXHEFtpmZmWEymbBIErbZmSRs86OklIgIZmdnOeOMMzjhhBPYe++9adsW23Rdx2AwoBcRpJTodV1H27b8NNRasU3btjyQrVu38ra3vY2/+qu/Ym5uDttIIiJ4qEiilELOGdnmgdRa6V122WX+kz/5E771rW8xnU5p25au6+hJwjZLMTMzQ0Sw7777ctppp3HCCSfQti0zMzP0xuMxq1atIqVErZWUEpKotdI0DQ+l6XTKYDCgFxGklOhNp1MGgwGTyYT3vve9fPjDH+aWW25hOp3Sk4RtHiqSKKWQc0a2+ffUWplOpz7rrLPYsGEDvVory5VSIiKQhG0OOugg/viP/5jXvva17L333kynUwaDAb2FhQVmZmaQxE/TZDKhaRqapmFnO3bs4KKLLuKd73wn3/72t2mahlorvaZpqLXyUJFEKYWcM7LN/dVaaZqGWiuSuPbaa/3iF7+Ym2++mclkwkpas2YNO3bs4IADDuD000/nyCOP5NGPfjQ9SaSU6EUEkrBNSomfFtvUWmnblu9///tcfvnlnH322XzjG99AEiklaq20bUvXdUjCNg8FSZRSyDkj2zyQ6XTKYDCgt7Cw4Pe9732ceeaZzM/PExHcnyRs82CklIgIepKQRERw2GGH8bKXvYwTTzyRAw88kJ5tJNF1/19z8Buq9V3/cfz5en++13WcOXVqOjKMrdGIleGNGkVRsnIICwoa7EY3MgqmclF32uhOhMEVxCCCYHRnkNbKWCRpYcTGKqLNBU1qmljNlbrEPxyPnqPnur6f9+t3vtCBg7h/+tufx6OlaRreCLaRRNu2RAQRwfHjx9m1axc//vGPOXToEJKwjW0igsykU0qh1srrQRLD4ZDBYIBs82ocP37cg8GAPXv2IAnbLCSJjm1eSdM0tG1Lv99nNBrRKaWQmaxevZpNmzbx1a9+lfXr11NKQRK1VmwTEUQEr7e2bWmahs4zzzzDrl272LdvH88//zydpmlo25aOJGwTEWQmrxdJDIdDBoMBss2VMpOIoNZKp5TCHP/mN7/ha1/7GocPHyYzyUzmSaJjm1ejaRpsU2ullEJmYhtJlFLYvHkz27ZtY+PGjUxMTDDPNpJ4I0xPT/O73/2OH/zgBzzxxBNMT08TEdRaiQgyk4X6/T6j0YjXiySGwyGDwQDZ5mpqrZRS6LRtS9M0TE1N+eGHH+Yb3/gGtVZqrcyThG1ejVIKtVbmRQSlFMbjMZKICDKTj3zkI3zqU59i8+bNfOhDH8I2kni9ZSaHDx/mscceY8+ePfzjH/9gZmaGzGReRNCxjW3eCJIYDocMBgNkmytlJhFBJzORhCQuXbrE1NSUt2/fzt69exmNRkjCNvNKKdRauV6SkMSyZcv4wAc+wKZNm/jkJz/JHXfcweLFi+lkJpKQhG1sExG8HNtIwjaSsI1tIoKLFy9y9OhRfvGLX/DnP/+ZAwcOcPbsWToRQWYyTxId21xNr9djPB7TiQgigrZtuR6SGA6HDAYDZJsrZSYRQSczkYQkOuPx2H/961/50pe+xNGjR7l48SKdUgq2yUyulyQ6tulI4uabb+bOO+/kzjvvZOPGjbz73e9m1apVdGqtlFLojMdjer0eC2UmnYigY5vMpJRC59y5c/zrX//iySef5PHHH+fAgQNMT08zOzuLJCSRmXQkIYnMpCOJiMA2mUmnaRratuWGG27g8uXLdGzTkYRtroUkhsMhg8EA2ebl2MY2kpDE/3j37t3s2LGDQ4cO0WmahlortrleTdPQti0dSXRsU0ph1apVvPe97+XWW29l/fr1bNiwgTvuuIOVK1cyLzOJCK5Ua8U2EcHZs2c5duwYf/nLXzhw4ABHjhzh3//+NydOnKDWyksppWCbzKQjCUlkJgv1+31GoxHzJFFKwTa1Vq6FJIbDIYPBANnmldgmM+lEBJ3xeOyf/vSnfP3rX+fFF1/ENp2maWjblusVEdimExFkJraJCDKTpmlYs2YN73nPe1i3bh1Llixh2bJlrF69mrVr11JrxTaSsM2lS5eYnJzkwoULTE1Ncfr0af7zn//wwgsvcPLkSWZnZymlYBtJ2CYz6UhCEpmJbTqSkERmslBEkJmUUpiYmGA0GtG2LU3T0LYt10MSw+GQwWCAbHM1tpHE1YzHY3q9HpOTk969ezfD4ZDjx4/TkUStlevV6/XITGqtLBQRZCYRQScziQh6vR433ngjy5cvZ/HixdRasU1EIInZ2Vmmpqa4ePEitpmdnaXWiiQkYZvMZKGIIDOZJ4mObSQREdRa6UhCEraRhG0eeOABDh48yBNPPEGtlVorkrDNtZDEcDhkMBgg27wU23QksVCtlVIKncnJSf/sZz/j29/+NseOHeP/gyQ6tun0ej0yk1or8yKCzKQTEUii1srVSGIh23Qk0bFNJyLo9/uMx2MkYZtaK/MigoigbVskYZt5EUFm0okIPvOZz/Dd736X/fv38+CDDzI1NUVm0uv1GI/HXAtJDIdDBoMBss3LyUw6kujYJiLo2EYSp0+f9s9//nN27NjBmTNnGI/HvF4mJiaYnZ1loYggM+n0ej1qrUiiU2tloYggM1lIEra5GkmUUpBE27bYppRCrZWr6fV6fPjDH+Zb3/oWH/vYx9i/fz/33nsv09PTXC9JDIdDBoMBss2V2ralaRquxja2iQhs05HEzMyMH3nkER566CFeeOEFrlcphczENqUUbJOZzIsIMpOOJGxzNZKQRCczmRcRZCadiMA2tpGEJGxjm6uRhG06pRRqrXQWL17M6tWr+d73vsfdd9/NxMQEv/71r7nvvvu4cOECvV6P8XjMtZLEcDhkMBgg21yr8XhMr9ejbVuapmFyctK7d+9mx44d/Pe//8U2tokIJJGZ2GaeJGwzTxId27zZSinUWplXSqHWSqdpGtq2RRK2KaVQa+Xtb3873/zmN/nCF75Av9+naRo9+uijvv/++7lw4QIRQWZyrSQxHA4ZDAbINq9V27Y0TUNmEhEsdObMGf/qV7/i4Ycf5umnn6aUQq2VeU3T0LYtEUEnM+lIwjZvFZKICGxjG9t0JGGbpmlo25Z569at48tf/jJbt25l6dKlNE2jOfzoRz/y/fffz/T0NNdLEsPhkMFggGxzrWqtRASSGI/HNE2DJC5fvux9+/bx/e9/nz/+8Y+0bcsNN9zApUuX6EQEmUmnlIIk2rblrSIisI1tOhFBZtIppWCbzKQzMTHB6tWr2bJlCw888AC9Xo9+vy/+Z+fOnd66dSszMzNcL0kMh0MGgwGyzWtlG0l0aq2UUujUWpFERDAajfyHP/yBRx55hD179jAzM0MphU5mYpuOJDq2iQiapmE0GvFmk4RtOqUUaq3Mk0QphbZtWbNmDQ8++CD33Xcfq1atopSiiKBjmx/+8Ifevn07MzMzRASZybWSxHA4ZDAYINu8VplJJyKwjW0igit5zpEjR/jlL3/JT37yEw4fPszs7CydXq9HZzwe81YUEWQm8yQREfR6PS5fvkznrrvu4nOf+xyf/vSnWbt2LXPEApnJrl27vH37dqanp4kIMpNrJYnhcMhgMEC2uRZt29I0DZ22belIolNKoVNrpZTiOezdu5dHH32U3//+95w6dYrMpNM0DU3T0LYtbdsiCdu8mSTRsc3VLFu2jHvuuYctW7bw0Y9+lImJCTJTEYFtJDFv586d3rZtG9PT00jCNtdKEsPhkMFggGxzLWqt2KZpGhayjSQ6tslMaq3M8bFjx9i7dy+PPfYY//znPzl9+jRXkoRt3gok0ev1yEzatqXX67FixQq2bNnCF7/4RW699VYkoTm1VkopdCQxb+fOnd62bRvT09NIwjbXShLD4ZDBYIBs81qNx2N6vR6dWiulFDKTiKDTti1N05CZRAS2kcQcT09Pc/DgQZ5++mn27dvHgQMHuHjxIr1ej854POataPny5XziE5/g7rvv5rOf/Sxr1qxhPB7T6/XE/9hGEraRRGfnzp3eunUrMzMzRASZybWSxHA4ZDAYINu8CXz+/Hn+/ve/8+STT/L444/z7LPPcubMGWzzSiRhm44kJGEb2ywkCUnYxjbzIoLMZKGIoJOZSMI2naVLl/LBD36Qe+65h7vuuotbbrmFJUuWMEe8gsxkz549/vznP8+lS5foSOKV2CYisE3HNvO+853v8JWvfAXZ5o2WmUiibVtPTk7y/PPP86c//Yn9+/fzzDPPcOHCBWqt2KZjG9t0JGGbK0liIdtcjSTmSUIStVbmNU1D27YsX76cDRs2sGnTJj7+8Y9z++23s2zZMkopzBGvIDOJCJ566ikPBgMOHTrEzMwMTdMgiZfTNA2zs7PYZmJigrZtqbVy880389BDD3Hvvfci27zZPGdycpKjR49y9OhRDh48yJEjR3j22Wc5ceIEtVYkIQnb2EYSHdu8FElIYp5tbHM1kli5ciVr165l48aN3H777WzYsIFbbrmF5cuX0+/3mSNepVorpRQuX77Mb3/7W588eZJaK03TEBG8nIig1krHNpmJbd72trexefNmVq5ciWzzRmvblqZp6GQmkpBEx3POnTvH8ePHee6553juuec4duwYx48f5+TJk5w9e5ZLly4xGo3ITK5USiEz6djmakopLF26lEWLFrFkyRLe8Y538K53vYv3ve99vP/972f9+vWsWLGCRYsWMUe1ViICSdRaKaXwarRtS9M02KbW6qZpyEwyk5czGo1YtGgREcFoNKJpGiKCtm2JCCJCss0bzTaSWCgzyUwk0YkIRqORJycnmZyc5OzZs5w4cYIXX3yRv/3tb5w6dYpTp05x4cIFpqammJycZHZ2llIKtulIIiKYmJhg2bJlrFixgiVLlrBkyRJuu+02brvtNtatW8c73/lObrrpJpYuXcrKlSuRRNu2Yk7TNLxWbdvSNA1t2yKJUgqj0Yh+v0/btjRNw7WyjSRkmzeDbTITSXRsU0phocxkNBrR6/UopZCZnpqa4ty5c5w7d47z58/Tti2XL1/m/PnzzM7O0jQNkuhkJplJKYXFixdz4403snjxYm666SZWrVrF0qVLmZiYoN/vM0e8hLZtsU0phYjgldhGEguNRiP6/T6vlm1sI4nMpNZKv9/HNpKQbd5o4/GYiKCUwkKZiSRGoxETExNcjW06tVYkUUoxc2yTmUjCNpLoSEISC7Vtq6ZpuJJtbGObUgod20hiXq2VUgqvRmbSiQjatqVpGmwjiZczHo8ppdCJCBayjST+D970ohAKMaLvAAAAAElFTkSuQmCC\",\"boxArea\":\"322.20\"},{\"id\":\"8c3e5cef-4d69-4441-8714-0643d8f5b2db\",\"width\":20.71,\"perimeter\":85.62,\"height\":22.38,\"area\":191.58,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAAKEAAACuCAYAAABeB21jAAAgAElEQVR4AezBC7jnY73//+f7fd/f71ozY8QoG5UiUrqSUwm/RAeU42ZC0TjXTg4JKYcwThmhHDYqhwaTU0WNU2nnEFdRKNtmV5sStvNsjJm1vp/7fr/+87n2Xtc1v377b4ZZxlozHg+TxOJIEpJwd+655x5uv/12PfHEE7z44ot0u10WhJlRa6VpGtwdSWy//fasv/76xuv+HyaJxU2tlZQSEYG7c9BBB+nHP/4xjzzyCOPGjaOUwoKQhLuTc6ZpGmbOnMlRRx3FAQccwNJLL2287v9ikljc1FpJKdG67777tPXWW/PQQw8hCXcnIlgQ7k5EkFJCEhHBe97zHq666ire/va34+7m7pRSyDkzJCJwdxY3JonF2Te+8Q0dd9xxvPjiiwwXdyciMDNaklhqqaX4+te/zj777EO327U5GCIJM0MSZsbixiSxOKq18txzz7HZZpvpt7/9LWaGu1NrZTiYGZIwMyTR2mijjbj22msZO3as1VrJOdOSRMvMWByZJBY3kmhdc8012nHHHRkYGEASknB3IoIF5e5EBK2UErVWlllmGW644QbWWWcdmqaxTqfDEEkMMTMWJyaJxU2tlYhg33331fe+9z3cnVIKLXcnIlhQ7o4kJDEkpcSXv/xlJk+eTH9/v0nCzBgiiZaZsTgxSSyO7r//fu2www488MADlFIYYmZIYkG5O2ZGrZUhZsbKK6/MFVdcwVprrYUkm4MhkjAzFjcmicXRSSedpBNPPJGZM2dSa6WVUqLWynAzM1pmhiSOOuooDjnkEPr7+83dWdyZJBY3TdPwsY99TLfffjulFIaklKi1MhzMDEm03J2IYMiGG27ItGnTWGGFFSznjCTMjJYkzIzFiUliURURuDutiMDdKaVw5513auutt+bpp58m50yrlMLCMmHCBM466ywmTpxIztkiAjPDzJCEmbE4MUksyiRhZkQEEUHOmf3220/nnHMOEUFEMMTdiQgWhi984QucdNJJjB8/3kop5JxpScLMWJyYJBZlkjAzWrVWer0eq6++uv7yl7/Q7Xbp9Xq03J2IwMyQxKtt1VVXZfr06ayyyiq4u5VSyDmzODJJLGokYWZIwsyQhJnRuvHGG7XtttsyMDCAJCKCubk7EcGryd1xd0499VQ+97nP0dfXZ03T0Ol0WByZJBZVEYG7U2vF3Zk5cyYHHnigLrnkEgYHB5GEmSGJIWaGJBaGddddlx//+Mcst9xy5JytlELOmcWNSWJRIwkzIyJwdyICd+dXv/qVdtttNx588EEk0XJ3IoJWzplSCguDu9PpdDj//PPZaaedcHdjjojA3VmcmCQWNZIYYmZIovXVr35VZ5xxBrNnz6aVUiIikISZYWZEBK+2lBIRQUqJrbbairPPPpsJEyZYp9MhInB3FicmiUVRRODutJqmoZTChhtuqLvvvhszQxJmhiRSStRaaaWUqLWysCy//PJcdNFFbLzxxkiynDOLG5PEokYSZsaQUgo33XSTJk6cyPPPP48k5kdKiVorZoa7U2vFzJBEzplSCq2cM6UUWu5ORDAvZsaQgw46iGOPPZb+/n6ThJkhiZaZsagzSSyKaq2klKi1klJiv/3207nnnkvTNLwSZoaZERG89a1v5cknn2RwcBB3JyJouTsRwfxwdyKC1rrrrsu1117LG9/4RpuDxY1JYlEmiSeeeIL1119fDz/8MBHB/DAzJOHuRAStbrdLa+edd+baa6/l6aefRhIRQcvdiQjmxd2JCFruTkqJiy++mG233ZZut2ssZkwSixpJmBm1VlJKXHzxxdprr70opVBrZX6YGZJomRmScHdWWWUVvvnNb3LKKadwxx13MHv2bMwMd6fWyvzIOVNKwcxwd2qtbLHFFkydOpUJEyYYf0cSLTNjUWSSWNREBGZGRDBz5kx23XVXXX/99QwODvJKpJSotdKaNGkSU6ZM4bvf/S7HHnssvV6PlpkhCTNDEvNiZrg7tVZab3jDG7juuuv4wAc+gLvbHAyRxBAzY1FjklgU9Xo9ut0u119/vfbYYw+eeOIJIgJ3JyKYH2aGJHLOlFIYM2YMZ5xxBp/97Ge555572HLLLfmv//ovmqZhiJkhiZdiZkiilXOmlIKZcfjhh/PVr36VMWPG2ByYGS1JDDEzFjUmiUVRRNDae++9dckllzA4OIiZYWZEBC+HuxMRrLzyylx55ZWsscYazJo1i0mTJnH99dczMDBAy8xoSeKl5JwppdDq6+tjcHAQM2ONNdbgnHPOYd1118Xdzd0ZIgkzY1FkkljUlFLIOTNz5kze+9736tFHH6VpGrrdLr1ej/nh7kQEKSVqrbTWW289fvKTn7DssssSEZx55pkcdNBB1FpJKVFKwd2JCOYlpYSZUUphSF9fH5MnT+bAAw8kpWTuzhBJmBmLIpPEokASLTOjFRHceOONmjhxIjNnzqQlCTNDEvPL3YkIWjvvvDNnn30248aNw925++672XjjjXn++efJOVNK4eXIOVNKwcyQRLfb5QMf+ABXX301EyZMMEmYGS1JNE1Dt9tlUWOSGM0igpaZYWZEBO5Or9dj77331uWXX87AwAAtM0MS8yOlREQgiZaZceyxx3LwwQfT19dH65lnnmGDDTbgwQcfpJRCK6VErZWXklKi1oqZIQl3JyJoLbfcclx99dWsvfba5Jyt1+uRc8bdaUnCzFiUmCRGG0mYGa2IwMwwM1qSMDMefPBBrbfeesyYMYNaK2aGJOaXmdGShJkxduxYLrvsMjbffHNSSgzZeeed+dGPfsTAwAAtdycieCnuTkRgZkjC3Ukp0TQNrQMPPJBjjz2WcePGWa0Vd8fMaEUE7s6ixCQx2kiiZWb8b0opnH/++frSl77E7Nmzabk7EcH8MDMk0co5U0phjTXW4NJLL+Vd73oXtVZyzrSmTZvGAQccwIwZM6i18nK4OxFBK+dMKQUzY4UVVuDWW29lpZVWMv5HRNBydxY1JonRSBItM6NVa6WVUuKxxx5jzz331C233MKsWbNomRmSSClRa+WluDsRQavb7dLr9dh///05+uijWXrppZGEmRERPPnkk2y99db8/ve/p5RCRDAvZoYk3B1JSGKImSGJ888/n8985jO4u3U6HRZlJonRSBKScHf+3i9+8QvtvPPOPPHEE5gZLUmYGWZGRDAv7k5EMOTqq69miy22wN0xM+a27777cs455xARSGJeUkrUWmm5OxHB3MyMzTbbjO9+97ussMIK2H+jJQkzY1FikhhtJGFmSKJlZgwZHBzk8MMP11lnncXAwADuTkTQMjMkMT/cnYigNX78eO655x5WXnllJGFm1FpJKdH60Y9+xN57782zzz7Ly2VmmBlDIgIzY/z48Zx++ulMmjQJSebuSEIS7s6ixCQx2tRaSSnRigjcndasWbN4+umn+eQnP6l/+7d/I+dM0zS0zAxJzA8zQxJmRmvVVVflN7/5DUsuuSTuTksSZoYkHn74YbbZZhv+8Ic/YGZEBPOSc6bWiiT+nrsTEWy11VZMmzaNMWPGWEoJSZgZixqTxGjX6/Xodru0/vmf/1lf+cpXGBwcpJRCy8xoSWJ+pZSoteLu7Lvvvhx//PGMGzcOMyMicHdaEUFr8uTJnHTSSQwMDDA3M0MSLTOjJYl5MTOWWmopbr/9dlZddVVSShYRuDuLGpPEaBYRtNydGTNmsPPOO+sXv/gFpRQigpaZIYmXK6XEUkstxbnnnss//uM/4u4MkYSZIYnWXXfdxUc+8hGef/55zAxJuDtmRq0VM6MlifnV7XY55phjOPjgg3F3c3dqraSUWJSYJEaziMDdad1+++3aYosteO6555DEEDNDEvPL3YkIcs6sssoq/OxnP+Otb30rc5OEmRERtNyd973vffzhD3/gf+PumBm1VuYlpUStldaaa67Jz3/+c5ZeemlLKRERuDuLEpPEaBMRuDu1VlJKRARN03DiiSfqxBNPpNfrsSDMDDMjIth22225+OKLGTt2LC0zY4gkJOHutA477DBOP/10XnzxRf6emZFSopTCvOScKaXQ6na7/PSnP+WjH/0o7m5zsKgxSYw2EYG7ExG4O60//elPfOYzn9E999xDKYWWmSGJV8LdkcS3vvUt/umf/olut0utlZQSkjAzWpIwM5qm4d5772W77bbjb3/7G5JwdyQREbTMDEnMi5khiSFf/OIXOeGEE1hiiSXM3VnUmCRGs8HBQfr6+rjyyiu1xx578MILL2BmmBmSkMTL5e5EBG9+85v54Q9/yNprr02n06HWSkqJVq2VlBK1VlJKtAYGBth888255ZZbkEQrpUREIImXw8yQRGu11Vbj/PPP54Mf/CDubixiTBKjkSTMjForTdNwwAEH6Pzzz6eUQsvMkMTczAxJzEvOmVIKO++8M1OmTGHZZZclpYSZMSQicHeapsHdSSkhieOOO44pU6Ywc+ZMWmZGSxItM0MS8+LuSEIS3W6XL3zhCxx99NEstdRSxiLGJDEaRQRmhpnxH//xH/rkJz/JH//4R1JK1Fr5e2ZGSxLzw935zne+w0477cS4ceOotZJSotaKu2NmtCICd6dpGjqdDnfccQc77rgjTz75JLNmzeLvpZSotfJSzAxJmBmSaL397W/nhhtu4J3vfKexiDFJjEalFHLORATf+MY3dNxxx9Hr9ai1Mi+dToemaUgpUWvFzJBEy92JCNydBx54gFVWWQUzoxURuDuSGGJmDCmlUGvlgAMO4Pvf/z4DAwOklKi18nK5OxFBp9OhaRpyzpx99tnssssu9Pf3W6/Xo9vtMjdJmBmjjUliNKq1klJixowZfPzjH9c999xDRCCJ+WFmuDu1VjqdDhFBrZUha621Ftdffz3LLrss/xtJtMyMIRFBRHD55Zfz+c9/npkzZzLE3YkI5peZYWZEBEO23HJLLr30UsaOHWsRQUoJSUQEKSVapRRyzowmJonRptZKSonWLbfcok033ZRaK6UU3J2IYF663S5N0yCJTqdD0zTM7dBDD+WYY46h2+0iCXdHEi0zoyWJlpkxt7/+9a9svPHG/PWvf0USLXcnInB3IoL5kVKi1oq7ExGMHz+e22+/ndVXXx13N/5HRODutGqtpJQYTUwSo00phZwzpRSOOuooffvb32ZgYIBaKyklaq3MS0qJWistdyciaOWcmTBhAhdddBGbbroptVbcHTMjIjAzzIyWJFpmxtwGBwfZY489uPzyy4kIJCGJlrsTEcxLSolaKyklaq24O63Jkyfz5S9/mTFjxlgphZwzrYjAzDAzRhuTxGjUNA0PPvggn/3sZ3XXXXdRa6XT6dA0DfNiZkiilVIiIpCEuxMRbLrpplx44YUsv/zySMLMaEnCzJgfV111FZ///Od59tlnkUStFXcnIpgfnU6HpmlwdyKClruz5pprcvHFF/Pud7+biDB3p1VrpZVSYrQxSYxW3/nOd3TIIYfw/PPPk3OmlML8MDMk0TIzJNHtdun1erROOOEEDjroILrdLpIwMyRhZrwUSbTMjGeffZaJEydy8803IwlJdDodmqZhfpgZkhhiZkhiiSWW4MQTT2Svvfaiv7/fIoKWu9OShJkxmpgkRptSCoODg3zmM5/RNddcgyRyzvR6PdydiGB+uDsRQcvdiQhWXnllpk6dygYbbEDLzIgIWu5ORODu/D1JzM3MOOmkkzjmmGOYPXs2LXcnIphfKSVqraSUkEREkHPm//yf/8P3vvc93vGOd5gkzIzRzCQxGt15553aaqutePrpp6m10urv72dgYID5ZWZIwsyQRM6ZnXbaiW9961sss8wyDKm14u6YGbVWUkrMTRItM2Nuv/71r9luu+146qmnqLUiCTNDEi/FzJCEmSGJIWaGJHLO/OxnP2ODDTagr6/PmEMSpRQ6nQ6jjUlipIkI3J1WKYWcMxFBRJBzpnXggQfq3HPPZfbs2aSUqLXSMjMk8VLMDEm4O62IoJVSYtq0aUycOBEzo2VmvFySMDOeeuopDjzwQC677DJKKZgZklhQ7s7EiROZOnUq7m6dTofRzCQxUpVSyDkTEbTcnaZp6PV6fPSjH9Xvfvc7Sim0UkrUWpkf7k5EMCSlRESw1FJLceedd7LSSithZrTMjJcrInB3JHHFFVewxx57MGvWLCSRUqLWyoJ685vfzF133cWyyy5rTdNgZuSckYSZMZqYJEaqUgo5Z2qtpJRoRQS33HKLtthiC2bPno0kWjlnSim8HDlnSim0UkrssMMOXHDBBXS7XYaYGa9ERODuPPXUU6y11lo8+uijtNydiGA4TJs2je22245Op2PuTtM0dDodRhuTxEgjCUm4O3NrmoaIYP/999cFF1xA0zS0Op0OTdPwcuWcKaVgZvT393PFFVfw8Y9/nE6nQ8vMeKWapiGlRGvSpElcfvnl1FqJCBZUSomIYLPNNuPcc89lxRVXZA7r9Xp0u11GG5PESBQRuDstSUQEKSV+/etfa+edd+Zvf/sbTdPQMjMk8XLknCml0Op2u6y00krcdNNN/MM//ANDzIxXqtZKSonWL37xCz796U/zzDPPIAlJLAgzQxJveMMb+P73v8/mm29OSslyzpRSyDkzmpgkRiJJRAQpJWqttFJKHHbYYTrjjDOYOXMmZoa7U2vF3YkI3J2I4KW4OxGBuxMRtPbZZx/OOOMMJJFSYrjUWun1emywwQbcc889mBmSGA5mxmc/+1nOPPNMxo8fb8xRSiHnzGhikhiJJFFrJefMkCeeeIJtttlG99xzD4ODg7RyzpRSyDlTa8XMiAheirsTEeScKaWw/PLLc+GFF7LpppvS6/XodrsMl6ZpyDlz0EEHce655zJr1iwWlJlhZkQEyy+/PD/84Q9Zf/31iQhzd0Ybk8RIJAkzIyJwdyKCq6++WnvttRfPPvss/f39DAwM0EopUWvFzJDEvLg7ZkatFXfnU5/6FGeeeSbjx4+nr6+P4VBrJaVEKyL45S9/yX777cf999/PcDAzJJFS4vDDD+eQQw5h7Nix5u6MNiaJkajWSkqJVtM0dDoddt99d02dOpWIYEGllKi10ul0uOKKK9h8883p6+tDEmbGgpCEmdE0DTlnzIwZM2Zw2GGHccEFFzA4OEjLzGhJwsxoSWJ+uTsRwTvf+U5uvvlmlltuOZOEmTE3SbTMjJHIJDFSSWLIjBkzWHvttfXoo49SSmFBuTsRwTLLLMPvfvc73va2t1FKIefMgpKEmRERuDtDpk+fzg477MDAwACSaJkZLUnMr5wzpRTcHUmMHTuWyy67jI9+9KP09/cbo4xJYiSShJnRqrVy7bXXatttt8XdKaUwHMyMiRMncskll9DpdGhFBO7OgpCEmTGk1kpKiRdeeIG1116bP//5z5gZkmillKi10jIzJPFSzAxJmBktSeyzzz4ce+yxTJgwwXgJkjAzRhKTxEgjiYggpUStlRdeeIEvfvGLuvrqq3nxxRcZDiklut0u06ZNY4sttsDMyDlTSiHnzIKotZJSolVrJaVEr9ej2+2y//77c/bZZxMRRAStlBK1VlpmhiTmJaVErZUhq622GlOnTmWdddYhpWT8/4gI3J2RxCQx0jRNQ6fTQRKtO++8U9tssw1PP/00pRSGQ6fTYc011+Sqq65ihRVWoFVrJaXEgooI3J1WRODulFJwd26//Xa23357nn76acyMWispJWqtvBwpJWqttNwdM+Owww7jiCOOoNvtGv9DEi0zoyUJM2MkMUmMRJIwM1rHH3+8jj32WAYHBxlOxxxzDIcccghjxoxhuPV6PbrdLi1JmBmtmTNn8olPfIJf/epXDDEzhkhiXlJK1FpppZSotdJae+21+clPfsLyyy+Puxv/QxJmRksSZsZIYpIYiXq9Ht1ulyeeeIJPfepTuuOOOyilEBFIYkGklHjzm9/MpZdeyvvf/35SSrTMjFIKOWcWVK2VlBKtUgo5Z1oRwQknnMBJJ53EzJkzGWJmtCQxL+5ORNBKKVFrJaVEt9vl1FNPZbfddqPb7Zq705KEmTFSmSRGmlorKSUkccUVV+iAAw7g8ccfZzhNmjSJk08+mWWWWYaUEhFBRJBzZkE1TUOn0yEicHdaEYG70/rNb37DLrvswl//+leapuGV6O/vZ2BggFZKiVorrQ9/+MP89Kc/pb+/3zqdDi1JmBkjlUliJJKEmbHNNtvommuuodaKmSGJ+ZFSotZKzplSCq2cM6UU3J0LLriAT3/603Q6HZqmodPp0IoI3J1X0wsvvMBXvvIVzjvvPJqmIaVErZWWmSGJl8vMaJkZv/rVr3j/+99PztlqraSUaNVaSSkx0pgkRpqIwN157LHH9OEPf5g///nPpJSICCTxcuWcqbUiiZQSyy+/PDfccAOrrroqnU6HVkTg7kjCzHi1/fCHP2T33Xdn9uzZlFLIOVNK4ZUyM4YcddRRHHzwwYwbN86YS0RgZpgZI4lJYqT63ve+p/3335/Zs2czJKVErZX5YWZIIudMKYWWmbHnnnty7rnnIomUEq2IwN1ZWB5//HE+8pGP8O///u9EBJ1Oh6ZpeKXMjCFrrbUWl1xyCauttprNQSsicHciAndnJDFJjDSSeOGFF9h222112223UWul1krLzJDEvKSUqLWSUqLWSmvs2LG4O9OnT2ejjTbCzGhFBO5ORODuvNpqrZgZ+++/P2effTbuTimFBWVmtPr7+zn99NPZfffdsTncnYjA3RmJTBIj0a9//WttuummzJw5E0nknGmVUpgf7k5EkHOmlEIrpcQHP/hBbrjhBnLO9PX1ERGYGWZGRODuLCw333wzO+64I08++SSSGA5mhiS22WYbzj//fCZMmGDMIYmWmTHSmCRGouOOO06TJ0+maRpaKSVqrZgZkngpZoYkhpgZLUkcc8wxHHroofT19dFqmoZOp0OtlZQSC9PMmTPZYYcduO6663B3IoLhstxyy3HRRRfxsY99jDmMOZqmodPpMNKYJEaaP//5z+y+++6644476PV6pJSotdJKKVFr5aWklKi1Mjcz4y1veQvTpk1j7bXXZuzYsUhCEu5OrZWUEgtDKYWcM5I466yzOPLII3nuuedoSWI45JyZNGkSJ598MhMmTDDmKKWQc2akMUmMNOedd54OPvhgnnvuOSTRcnfcnVIKL0dfXx+Dg4OklNhxxx0544wzmDBhArVWzAx3RxJmRkTg7iwstVbuv/9+9thjD+68807cnYhgOLg7Sy+9NDfffDOrrbYaOWeLCNydkcYksbBJwswYIomIIKXEwMAAn/jEJ/Sb3/yG2bNnY2ZIIqVErRUzQxLzYmZIouXuSOKKK65giy22oL+/n9dSKYWcM71eD3fnwAMP5Oyzz6ZVa2VB5ZyptSKJKVOmsN9++9Hf32/MERG4OyOJSeK1UEohpUQrIkgp0br33nu16aab8vjjj9NKKVFrxd2JCOaHuxMRpJQwM0opvOUtb+GWW25hxRVXJKXEay0icHdaV199NZ/+9KcppVBrJSIYDjlnNtxwQ6ZNm8ab3vQm63Q6RATuzkhikngtRATuTkRgZpgZtVbOPPNMHXLIITRNQ0qJWistM0MSZoYkXoqZYWZEBEP2228/Tj75ZPr6+hgJmqah0+nQeuaZZ9h444257777kMSCMjMk0dfXR62Va6+9lo997GNIMndnpDFJLGwRgbvTkoSZERE89dRT7LrrrrrppptomgYzo9ZKK6VErRUzQxLzklKi1kqrr6+Pm266iTXXXJP+/n5GiohAEu7OkUceycknn0yv12NBuTutiKB10EEHcfzxx5NSspwzI41JYmGrtZJSotZKSglJmBnTp0/X7rvvztNPP83ccs5IotbKy9HpdKi1svLKK3PnnXfyhje8ATPjtVZrJaVErZWUEpK499572XbbbfnLX/6CJIZLt9vlHe94B1OnTmXdddel1mopJUYSk8RrodZKK6VE0zSklNh///117rnnUkphiJlhZkQELTNDEvNiZrTMjAMPPJCjjjqK8ePHExG4O68lSZgZQyRRa2XixIn85Cc/QRLDwd2JCMyMI444gsmTJ1NrtZQSI4lJ4rVQSiHnTCsiuOuuu7TbbrvxwAMPIAkzo9bK3MyMliTmpdvt0uv1WGWVVbjoootYa6216HQ6mBlmxmut1kpKiVatlZQSZ5xxBocffjgvvPACC8LdiQhyzpRSaL3vfe/jqquuYsUVVzR3ZyQxSSxsEYGZYWYMDg7S19fHqaeeqq997Ws0TYMk5mZmpJQwM5qmYX6YGa3dd9+dKVOmsMwyy9A0DZ1Oh5FCEmZGKYWcM/fccw877rgjf/zjH1lQZoYk3B0zo9bKj3/8Y7bYYgs6nY4xgpgkFrZaKyklWrVWmqbhk5/8pG6++WZaEcGCMjMkcd1117HJJpvQ19dHq9ZKSonXWq/Xo9vtIgkzozVz5kwOP/xwvvOd7zAwMMAQdycicHckIYmXYmZIYoi7ExFst912nHfeeSy11FJWSiHnzNwiAjPDzFiYTBKvhVIKKSXMjN/97nfacsstefzxxxkOKSVqray44orcdNNNrLTSSpRSyDkzUkQE7k6tlZQSQ6677jp23HFHXnzxRSQhCXcnIng5zIyWJFpmxpve9Cauv/56Vl99dfr6+qxpGjqdDhGBu/NaMUm8ViTRNA1HH320vvGNb+Du1FpZUO5ORLDvvvvyzW9+k76+PmqtpJSICNydkaLWSkqJiMDdeeGFF9hkk034wx/+QCkFSbg7rYjAzJDEvLg7EcGQlBK1Vk455RT22Wcf+vv7rZRCzhlJmBmvFZPEwhYRuDsRwUMPPcRWW22lP/3pT5RSGC7jxo3j2muvZcMNNySlxEglCTOj1TQNnU6Hk046iWOOOYbZs2fTSikREUjC3YkIXo6UErVWzIwNN9yQqVOnssIKK9DX12f8HUmYGQuTSeK1Iokf/EB50TAAACAASURBVOAH2nPPPWmahlornU6HpmlYUOuttx7XXXcdSy+9NK2IoNZKp9NhJIgI3J25SUISDz30EBtssAFPPvkkZoa7U2tlfrk7EcGQlBK1VrrdLq3TTjuNvfbai263a7VW3B0zQxJmxsJmkljYJNEaHBxkr7320pVXXsng4CAtM0MSC6Kvr4+jjz6agw46iE6ngyTMjJFEEmZGq9fr0e12aUUEZsZGG23EbbfdhiTMDEmYGZKYX2aGJNwdSUiitckmmzB9+nTGjh1rkpCEu1NrJaXEwmaSWNgiAnfnlltu0aRJk3jkkUeICHLONE3Dgnrve9/LxRdfzBprrIEkaq3knGmVUsg5M1JIotZKK+eMJMyMKVOmcOqpp/LEE08wxMyQxPxyd1oRQc6ZUgrdbpexY8dy5ZVXstFGG9HpdEwSLTNDEmbGwmSSeC3UWjnyyCN16qmnMjg4iJnRksSC2mWXXTjrrLNYcsklKaWQc0YSknB3RoqIwN1plVLIOTPk/vvvZ9ddd+Xuu++mlIK7ExHMDzNDEmZGSxKtbrdLr9ejtd9++3H88cczfvx4iwgkkVIiInB3FiaTxKuh1kpKiVorKSWGSMLMKKWw/vrr67e//S05Z0optFJK1FqZH+5ORNBydyICM+Piiy9m6623ZokllmDI4OAgfX19SMLMGMkigsHBQU499VSOO+44BgYGMDNakhgOb33rW7nmmmt417veRafTMeZomoacM2bGwmSSeDVEBO5OKyKotdLpdBhy4403as899+Thhx/mlUgpUWul1el0aJoGM2P11Vfnsssu4z3veQ8tSZgZEYG7ExG4O6PBrbfeypZbbsnMmTOJCFJK1FpZUO5OzpnTTjuNvfbai5yzRQQ5Z14LJonhFhG4O5IwM2qttFJKRAS9Xo8vfelLuvDCCxkcHKSVUqLWysuRc6aUgpkhCXfna1/7GkcccQT9/f1EBJJIKTEazZ49m4022ojf//73NE3DcDEzJLHtttty4YUXsuSSS1ophU6nQ0Tg7ixMJonh1jQNnU6HIZIwM1qlFO677z7ttNNOPPDAA7TcnZYkWpKYHzlnaq1IIufMEksswc9+9jPWXXddIgIzo+XuSEIS7s5oUGslpcQJJ5zA8ccfz+DgILVW3J2IYDisuOKKnH/++WyyySbYf6PWSkqJhckkMdwiAnenVWslpUSr1kpKiVNPPVVHHnkks2bNouXuRATuTkQwL91ul16vxxB3J6XE+uuvz/Tp0xk/fjwRgbvTkoSZUWslpcRo8sADD7DZZpvxyCOPEBGklKi1sqBSSrR23XVXzjrrLPr7+61pGjqdDgubSeLVIAkzIyJwd0op5JyZNWsWO+ywg66//nokIQkzIyIwMyQxP9ydiKBlZkhi8uTJHHrooXS7XYZIwsxoSUIS7s5IFhG4O62IYLvttmP69OlIIiJYUO5ORNBaccUV+eUvf8lKK61ErdVyzixsJolXgyQk4e60aq2klLjhhhu099578+ijj2Jm1FpxdyKClrsTEcxLSglJSEISq6yyChdddBHrrLMOOWfMjForrZQSQyRhZoxktVZSSgy58MILOfzww3nssccYTiklzIxTTjmFvffem/7+fpuDhc0kMdwkYWZIwsxoRQRmxn777afzzjuPgYEBhpgZ7k6tFXcnIngpOWdKKbRSStRa2WOPPTjzzDPpdDq4O+6OJMyMVq0VM8PdGQ0iAnen9dhjj7Hjjjty2223kXOmaRoWVKfToWkaWuuvvz4/+tGPeNOb3mRz4O4sTCaJ4VZrJaWEJMyMVq2VGTNm8KEPfUgPPPAAC8LMkERKiVor7s4VV1zBJz7xCcaMGcOioNZKSomIQBJHHHEEU6ZMoRURLIicM6UUhowZM4azzjqL3XbbjTlsDiICd2eIJGqt5JwZbiaJV0NEIImUEq2I4LLLLtO+++7Ls88+y4IyMyRhZqy55pr84Ac/YLXVVmNwcJBut8toZmZIwswYct1117HTTjvx/PPPM1zMDEm0Pve5z3HKKacwbtw4m4OIYIi782oySbwaJNEyM1ovvvgikyZN0lVXXUVEsKBSStRayTnz8Y9/nFNOOYV3vOMd1FoZHBxkNKu1klKiZWZ0Oh3uvfdett9+ex599FGGQ86ZUgpDVl11VaZNm8Zaa61FSsmYiyTMjFZE4O4MJ5PEcJOEmdGShJlx9913a6uttuI///M/iQgWlJkhidZyyy3HBhtsQH9/Pyklaq2MZu5OSomBgQE6nQ7jxo3jySef5Nprr2VwcJDhkFKi1sqQlBJHHXUUhx56KDlnc3eGRASSSCkREbg7w8kk8WqqtZJSYsqUKTrqqKNomoZaK8PBzBjS19dHr9cjIljUpJSotWJmuDu1VhaEuxMRDHF3IoJ1112Xa6+9lje+8Y02B6UUcs60aq2klHg1mCReDQMDA/T39yOJGTNmsMMOO+jWW2+l1+uxoLrdLk3TYGZEBEPcnYhgtHN3JJFzxt0ZHBwk50wpheFgZkjC3YkIWjlnWj/96U/ZfPPNmcOapiGlhLszRBJmxnAySbwaaq2klGhdeuml+tKXvsSMGTPo9XoMBzNDEmaGJFruTkSwKOrr62NwcJCUErVWhltKiVorkyZN4qSTTmK55ZYz5pCEmSEJM0MSZsZwMkkMt1IKOWciAndnl1120eWXX06tlYhgOHS7XXq9Hq1Op0PTNLTcnYhgtEspUWvF3ck50+v1aJkZkhgu7k5EMGTppZfmqquuYr311qOvr88iAnenlELOmVeDSeLVIImI4Omnn9b73/9+HnnkESTxupHvwAMP5Oijj2bJJZc05pCEmdHr9eh2uww3k8RwK6WQc6Z1+umn64gjjmDWrFnUWnF3IoLXjVzrrLMOU6dO5d3vfrc1TUO322VI0zR0Oh2Gk0liuEnCzCilsPHGG+u2224jpUStldeNfH19fZxzzjnstNNO9Pf3myRaZoYkzIzhZJJ4tdx1113afPPNeeqpp3B3JCGJ141sZsb222/Pd7/7XZZaaimrteLuNE1Dt9tluJkkhpskaq0cf/zxOumkk5g9ezZmhiTMDEm8buQyM5ZZZhmuu+461lxzTXLOFhG4O68Gk8Rwk8RDDz3EpEmTdPvtt2NmSEISOWdKKbxu5HJ3IoKDDz6YyZMnM2bMGON/RATuznAySbwavv3tb+vYY4/lmWeewcyQRMvMkMTrRq6cM6UU3va2tzF9+nRWX3113N16vR7dbpfhZpJ4NWy88ca69dZbMTNqrbT6+voYHBzkdSNfSolaK2eddRZ77703nU7HJGFmDDeTxCsREbg7rVorKSVapRT+9re/af311+eJJ57A3YkIWp1Oh6ZpmBczQxIpJWqtuDsRQc6ZUgqLu5QSEUFLEmaGJFJK1FpZUGaGJHLOfOhDH+LCCy9kxRVXNOaICNyd4WSSeCVqraSUaEnCzCilkHPmm9/8pr7+9a8ze/Zs3J2IoOXuRATzknOmlMIQM0MSr/u/dTodSim4O51Oh1IKpRSGi5nxxje+kXPPPZfNN9+cvr4+mwMzYziZJF6JUgo5Z+bWNA0DAwNsvPHGuuuuu3B3JCGJIe5ORDAvZoaZYWa4O7VWIoKUErVWFmedToemaXB3IoJXg5nRksTnP/95TjvtNDqdjuWcGW4miVeilELOmZYkzIzWv/zLv2jrrbfmxRdfpGVmSMLdiQjmV7fbpdZKrZW5mRmSeN1/MzNSSkQE7k5EEBEsKDOjJYnVVluNn//85yy//PLknI1hZpJ4JSTRMjMigpaZcdBBB+nss89mcHAQSaSUqLViZpgZEcH8cncigjFjxjAwMEBKiYggIljcdTodSilIIudMKYWcM6UUhlNKidZpp53GF7/4RSLCcs4MJ5PEgpKEJO677z7tuuuu/Ou//itN09DKOVNKoeXuRATz4u5EBDlnaq1IojVhwgT6+/sxMxZ37k5EYGa4Ow8//DCtvr4+BgcHGQ5mhiRa66yzDjfeeCNLLbUUcxjDyP6/9uAFxs6q7Pvw777XevYMPQRpoCAKmBpiUCFgAokIVpREoUQEKpJWRI42YEGBKkENGC1qLfriIQgIBLCFlkrwABYICEERIgkSRakEBPGMqLTOae+17v87T75vkn4N0k5niH5xX5ckpkISZkatlS984QtasWIFL7zwApszMySxrVJK1FrZ3BFHHMGCBQvYddddGRkZ4b9dRJBSYocddmDjxo3cd999rF27lm63S62V6WBmSCKlREqJm266iXe/+92klIxpZJKYLElIwt3p9Xo0TUMphSOPPFL33nsvvV6PnDOtUgopJVq1VraVuxMRmBk77rgjX/ziFznxxBMZGBig1+vRB7VWOp0OEcGvfvUrTjnlFB5++GGmyt2JCFo5Z0op5JxZtGgRK1euZJdddjGmkUlie0nCzGg9+OCDWrhwIX/4wx+QxFQNDAwwNjZG621vexvXX389e+yxBxFh7s5/u1IKOWe63S6dTgeNO+2001i9ejWjo6NMMDMk0TIzJDEZOWdKKZgZc+fOZfXq1RxyyCF0Oh2LCNydliQkYWaYGZNhktgeEYGZ0SqlcPHFF2vFihXUWpHEVKSUqLUy4eKLL2bZsmXMmDGDcUbf/0MSZsb3vvc9nXLKKfz1r3/FzJDE5nLO1FqRxNaYGZIwMyTRyjlz/vnnc/HFF5NztpQSkpCEu7O9TBJT9bvf/Y4jjjhCv/jFL8g5U0phKtydiMDd2Wmnnfjud7/LwQcfTCnFcs70/R+1VlJK9Ho9mqZh48aNOvbYY/nhD39IRODuRAQTUkpEBJKYDDNDEq0DDjiAO+64gzlz5lhKiVZE4O5sL5PEVEji29/+tk488US63S6tiGCqzAx358gjj+Tqq69ml112oZRiOWf+20UE7k5LEpJwd0opXHPNNTr33HMZGhoi50wphalyd8yMiGDmzJnceOONLFiwAEnm7kyICNydyTJJTFZEIImUEi+88AJLly7VDTfcQM6ZUgrT6corr+T9738/AwMD5u70QSmFlBJmhiTMjFa32+X555/XYYcdxoYNG3B3JNGSxLYyMySxpZQStVYWL17MlVdeSafTsZwzrYjA3ZGEmTEZJontERG4Ow899JAWL17Mk08+yXRJKVFrZccdd+SBBx5g7733pmkaY1xE4O70QUTg7kjCzJhw0kkn6aabbqLb7dIyMySxPdydiKDl7kQEu+66K7fffjtvetObGGeSaJkZEYG7Mxkmie0VEVxyySX6/Oc/z9DQEC13JyKYCncnIjjmmGO49tprmT17Nu5ukmiZGX1QayWlRK2VlBItSaxbt07Lli3jmWeeYapSSkQEkmillJDEhRdeyAUXXMDMmTONzUjCzJgMk8RklVLIOTM8PMzRRx+te++9l1IKZoYkpsPs2bO59NJL+eAHP0jO2cZRSiHnzH87SZgZLUmYGa1SCjln/vjHP+rYY4/l4YcfppSCuxMRmBmS2Bozw8yICCa4OxGBmWFmvPGNb+SWW25hr732IudsjCulkHNmskwS2yIiMDPMjAk/+MEPdMIJJzA8PEwphZaZIYmXYmZIouXuRATuTkRgZpgZb3zjG7n11lvZY489cHcbhyTcnb6XVmvl05/+tFauXMno6ChmRkQwnWbPns0nP/lJzjnnHAYGBkwSZkatlZQSk2GSeDGSaJkZWyqlUGvltNNO0y233MLw8DAtd0cSkngpZoYkJpgZZkZE4O5EBEuWLGH58uXMmTPH6Ju0O+64QyeffDLPPfccpRRaOWdKKUyVuxMRHHzwwdx99910Oh1zd7rdLp1Oh8kySbwYSbTMjC1J4umnn9ZBBx3EP/7xD0optNydiGBrzAx3p9ZKy92JCCbssMMOrF69mgULFtA0jUUE7k4rInB3+l7aCy+8oNNPP53vfOc7dLtdWu5ORDAd3B1354EHHmC//fZjYGDAJGFmTJZJYltIYoKZcf3112vJkiWMjIzQSilRa2VbuTuSkMSEnDOlFA466CDWrl3Lq1/9alJKJgkzQxItM6PvX6u1klLi+9//vhYtWsSmTZtIKVFrZbp0Oh263S7nnnsun/3sZ2maxnLORATuzmSYJLYmImi5O62///3vnHrqqbrzzjsZGhqi5e5IQhLbysxIKVFKwcxomoZut8vy5cs599xz6XQ6xjh3RxItM6PvpZVSyDnzz3/+UwceeCCPP/44KSVqrZgZkpgOZsa8efO477772Hnnna3T6WBmTJZJYkuSMDMmSMLMmHDXXXfp5JNP5ve//z0pJWqttNydiGBrUkrUWmnlnCmlYGZIYubMmdx///3sv//+jDPGmRkRgZlhZvRtG0mccsopuv7664kI3J2IYLqtXbuWhQsXUmu1nDOTZZJ4KZIwM1qSqLVy/vnn64orrmB0dJSmaSilIAkzQxJbY2aYGRGBuxMRTDjssMO49dZbmT17NuOMcWZGRODuSMLM6HtpkogIvvvd7+qcc87h2WefxcyQxHRIKVFrpXXcccfxP//zP7zqVa/CxjFJJol/JSJouTutXq/H6Ogo8+fP189//nMigojA3ZFESxLbomkaer0e7k5E0BocHOTjH/84F1xwAQMDAzaOVkTg7vRtG0nUWsk589e//lULFy7koYceYnR0lJQStVamQ0qJiOAVr3gFV199NQsWLKDT6RiTZJJ4MbVWUkpsLiJYtWqVzjzzTEZHRyml0DIzJNFydyKCl5JSotZKy91pRQSvfOUrue222zjggAMYZ/Rtl4jA3WnVWrn88st13nnn0e12MTMkMVVmhiRaKSUWLFjAt771LWbOnGmSSCkhCTOj1+vRNA2tWispJTZnkthSrZWUEpKotZJzZnR0lMHBQRYuXKjbbruNbrdLRNAyMyTRMjMksTU5Z0opuDsRQeuEE07gq1/9KjvvvDPjjL4p6fV6NE3Do48+quOPP56nnnqKiCAimCp3JyIwMySx++67c8cdd/CGN7yBcca4Wis5ZyZEBGaGmbE5k8SWIgJ3pyUJM6PWysaNG/W6172O559/noigZWa0JNEyMySxNSklaq24OxHB4OAgl19+Oe9///vJORt92y0icHciAnen1+vpIx/5CN/85jfpdrtMJ3cnImitXLmSD3/4wwwMDBjjJCEJd6dVSiHnzJZMEi+m1kpKiVav16NpGm644QYtWbKE4eFhJpgZLUm0zAxJvBQzQxLujrtTa2X//ffnuuuuY5999iHnbPRtt4jA3WlFBK27775bxxxzDENDQ5gZkpgKdyciaLk7ZsaBBx7I7bffzk477WQRgbsjCUm4O/+KSeLFlFLIOdOqtfL8889r8eLF/OhHP2J0dJSWmdGSxAQzQxIvxcyQRM4ZSdRaufDCC1m2bBmveMUrjL4pGxsbY2BggFYphU2bNmn+/Pk8/vjjlFJoSWJ7pZSQRETQSinR6XS4++67OfDAA6m12sDAAK2IwN1plVLIObM5k8SWSinknGnVWkkpccstt+j000/nb3/7G2bGBElszsyQxNbknKm1IonWXXfdxSGHHMLg4KDRN2URgbvTqrWSUuJjH/uYvvSlLxERTJDEZLk7EYGZ0ZJEy8w4++yzWb58OTNmzLBaKzlnaq2klGhJwszYnEliS6UUcs5Iwszo9XqcccYZWrNmDSMjI5gZLUlsr5wzpRRa++yzD+vXr2e33Xaj0+kYfdMmImi5Oz/+8Y914okn8vTTTzNBEpPl7kQEE3LO1Fpp7bnnnlx33XXMnz+fWqullCilkHMmInB3tmSSeDGSiAhSSvz2t7/l8MMP1zPPPEO322VLZkZLEtvC3YkIzIycM6eddhorV65kxowZRt+06PV6pJRwd1qSGBoa0qmnnsq6deuQREsS2yOlhCQiAjPD3am10ul0+OhHP8qnPvUpZs6caYyThJnR6/VomoYtmST+lVIKOWeuuOIKLVu2jKGhISKCqTIzJNGaO3cua9as4S1veQtN01gphZwzfVMXEbg7E0oprF27VkuWLGHTpk3knGmVUkgpUWtlOuyzzz7cc8897LLLLpZSYnMRgbuzOZPEi6m1IomcM+95z3u0fv16xsbGmC4pJSTx+te/njvvvJNdd92ViLCcM31TIwkzY0KtFXfHzHjkkUe0aNEinnzySXq9HmZGSxItM0MSUzFz5ky+8pWvcMIJJzBjxgxjXK2VlBIvxiTxUn75y1/qHe94B8899xy1VtydiGA6pJT48Ic/zBe/+EVyzjaOvukREbg7rVorZoa7MzQ0xAUXXKCrrrqKsbExWmaGJNydiGA6vOtd7+Lb3/42g4OD5u5Iwsx4MSaJLUnCzGgtX75cl1xyCcPDw7g7EcF0MDPmzp3LmjVrePOb30yn0zHGScLM6JuaiMDdeTH33XefjjzySCKC0dFRJqSUqLUyVe7OjjvuyE9/+lP23HNPmqYxxknCzNiSSeLF9Ho9/vjHP3LSSSfpvvvuQxIzZsxgeHiYqXJ3IoJFixZx2WWXsfPOOzPOut0unU6HvukjCTOjVUohpcTw8LDmz5/Po48+SimFVkqJWivTaeXKlZx11lk0TWMpJf4Vk8S/cu211+qCCy7gL3/5C+5ORODuRART4e5EBLfeeivvfOc7GRwcNElMMDP6tl9E4O60JBERpJSotZJSQhKf+9zndNFFF1FKwd1xd0op5JwppTBVOWf2339/1q5dy2te8xoiwlJKSMLM2JxJYksRQa2VE044Qbfeeistd6eUQqfTodvtMhVmxi677MIjjzzCbrvtxjiTREqJWispJfq2X62VlBKSMDMiAndHEmZGRPDLX/5Sxx9/PBs2bEAS7k6tlZQStVamqmkacs6sXLmSU089laZpzN2RhJmxOZPEi9mwYYOOPPJInnrqKcwMSTRNQ6/XY6rMjPe9731cddVVzJo1i3EWEZgZZkbf9Oj1ejRNwwRJtMyMXq+nk046iZtvvplSCu5OKyKYqpQStVZSSrz97W9n9erV7LzzzsY4SZgZmzNJSMLMkMSEz3zmM1q5ciWbNm3CzGhJYls1TUOv1yOlRK2VlrsTEcyYMYM1a9Zw+OGHMzAwYOOICMwMM6Pv5dftdrnpppu0dOlSNm7ciJkhCXcnIpiqnDOSGBwcZNWqVRx99NGMM0mYGZszSUQE7k5E4O4MDQ3xrne9Sw888ACSkERKiYigJYnJ6HQ6dLtdWk3TsO+++3LzzTczb948xpkkzIxWrZWUEn0vn4jA3dmwYYNOOeUUHnzwQSKCgYEBxsbGmA5mhiRaH/rQh7j00ktpmsY6nQ5bMkm0JGFmtH7yk5/o8MMPZ3h4mJwzpRRaZkZLEtvCzJBEzplSChPOOussLrvsMlJKJglJuDutiMDd6Xv5RATuTq2VL3/5y/rkJz/J2NgYOWdKKUyVuxMRmBmS2GuvvbjnnnvYc889LefMlkwSrYjA3RkaGuJTn/qUvv71r9PtdnF3Ukr0ej22lbvTigg2Nzg4SERwww03cPzxx1NKMXfH3YkIWu5O38tLEmZGrZUnnnhCBx98MBs3bqTWirsTEUyFmSEJd6cVEdx44428733vIyIspcTmLCJoScLd2bBhA0cddZSeffZZxsbGaHU6HbrdLi0zQxJbY2ZIwsyQREoJSRx66KFcd9117L777jRNY5IwMyICM8PM6Ht5lVLIOVNKISL09re/nYcffpixsTGmk5lhZkQECxcu5Bvf+AazZ8+2TqfD5qzWirvTksS6dev0wQ9+kOHhYVJK1FppNU1Dr9fD3YkItkXOmVIK7k4rIvjyl7/MWWedhSTrdDpIomVmtGqtpJToe3nVWkkp0brsssv0iU98gqGhIaaLuxMRTJg7dy6rVq3i8MMPZ5yxGYsIzIzWn//8Zy688ELdeOONjIyMkHOmlEIr50wphclIKVFrxd2JCGbNmsW9997LAQccQERYzplWRODutCICd6fv5dXr9WiahtYzzzyjo446iscee4yWJKbK3YkI3J2IIOfMGWecwYoVK5g5c6axGZOEJEopPPLII3rve9/L7373OyTRkoS7ExG4OxHB1rg7EUHLzJBE65BDDmHdunXMnTsXG1dKIedMq5RCSgkzo+/lFRG4OxFBy921ePFi1q1bR7fbZTqllKi10jQNr3zlK/n+97/Pvvvuyzjj/zJJ1FpJKbF06VJdddVVjI2NMVXuTkSQUqLWSqfT4Wtf+xonnngig4ODRt+/TSmFnDMRQbfbZXBwkLVr1+rMM8/khRdeoJTClgYGBhgbG2N7mBmSyDlz0UUXsWzZMgYGBiwicHeslEJKieeff563vvWt+vWvf00phakwMyTRSikREcyZM4cHH3yQefPm4e5G37+NJFqScHdav/nNb3TmmWeyfv163B0zo9bKlnLOlFLYGncnImillDAzSinst99+rF+/njlz5tjAwAClFEwSkrjjjjt0zDHHMDY2hiSmKudMKYVWSon58+dz++23MzAwwDij798qInB3WqUU3F3XXnstS5cuZWRkBHcnIjAzJDHB3YkItibnTCmFzZkZkrjzzjs59NBDGRwctIjAIoKRkRHOO+88XXfddYyMjDAdmqah1+vRmjFjBitWrOADH/gAs2fPNvr+Y0iiVWvlT3/6kw499FCefvpp3J2IwMxwd2qtbCszQxJmhpkREbQGBwcZHR3l7LPPZvny5XQ6Het0Oli32+Xpp59mwYIFeuKJJ5gOTdPQ6/UwM3LO7LfffqxevZp58+aRczb6/u0k0YoIUkrUWkkp6eijj2b9+vWUUogINpdSotbK1uScKaUwodPp0O12cXcigte+9rXcfPPN7LvvvuSczWqtXHPNNTrnnHMYHh7G3YkIpsLdiQgmfPazn+Wcc85h1qxZRt9/hFIKOWckYWZMuP7667V06VI2btyIu9OKCFopJWqtbI2ZIYmcM6UUUkpIIiJouTsrL4FDwwAAAfFJREFUVqzgvPPOY5zZ73//e5YsWaIf/OAHSEISEcFUpZSotbLDDjtw//33s++++5JSspQSff9ZxsbG6HQ6mBl//vOfddRRR/Hwww/TcnciAjNDEtvKzMg50+v12FxKiYjgrW99K1dddRV77703dtttt+n000/nD3/4A9PFzJBE6/Wvfz333HMPu+66K+MsInB3+v59JGFmlFLIOdOShJkhiaVLl+qGG25g48aNTEgpUWtlstydiKDl7kQEZkan0+Gb3/wmixcvxo477jitX7+ekZERIoKmaej1ekyXc889l0suuYSUkuWc6fvPd9ddd+n000/nmWeeIaVErRV3JyKYDu5ORDB//nxuueUWbO+999YTTzxBa/bs2WzatImmaZgKM6PX6zFv3jxWrVrFG97wBmbNmmWMq7WSUqLvP9ff//53nX/++axZs4ahoSHMjFmzZtHtdpGEJKYiIjAzOp0OP/vZz7BVq1bpn//8J7VW3J2cM7VWpkoSc+bM4dhjjyUiaJrGGCcJM6PvP9tjjz2mhx56iForEUGr1krTNEhiKnq9HpLodDosWrQI07hut0un02FoaIjBwUEigqmQRKfTodXr9Wiaxuj7/0av16NpGkZHR+l0OnJ3er0ekkgpERFMRdM0jIyMsMMOOzA6Osr/AkOsXrZhYdsoAAAAAElFTkSuQmCC\",\"boxArea\":\"463.49\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77"}},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Initializing MathExecutor {"data":{"variables_count":191},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: MathExecutor variables set {"data":{"variables_count":191},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"3.83789"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"43.826526"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.40616"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"9.9007056"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":6.67625},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":58.955922},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.212"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"57.88815"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"1.118"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"0.945"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"4.8755"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":0.0037610513160000005},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":3.7610513160000005},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":0.00029871497500000006},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.29871497500000005},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":0.0028492813000000005},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":2.8492813000000003},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"0.0058559644"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"5.8559644"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"0.0028420854"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2.8420854"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"0.003805428"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"3.805428"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"0.0003036352"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.3036352"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":3.9432321182000005},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":11.3625},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"11.514"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"3.8923000912057"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"8.4915"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"114.8778"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] 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":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":365.95579630919997,"totalDenseWeight_before_formula":39.112816251796694},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":402.55137594012},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":7,"totalDenseWeight":0},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"1","raceway_depth":"2"},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Box added for line 1 in standard raceway 6x2 {"data":{"line":1,"width":120.0,"height":22.77,"length":5,"denseWeight":0},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":5,"width":122.0,"height":24.77},"quantity":1,"denseWeight":1}],"cheapestShippingCost":522.26,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":645.74,"tariffAndDS":645.74,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1034.60719,"totalShipmentCostFormula":"((tariffAndDS (645.74) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1034.61","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":366.11,"tariffAndDS":366.11,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":616.979785,"totalShipmentCostFormula":"((tariffAndDS (366.11) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 616.98","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":489.01,"tariffAndDS":489.01,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":751.6083699999998,"totalShipmentCostFormula":"(( tariffAndDS (489.01) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 751.60837","careerDDPValue":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":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":"470.26","tariffAndDS":470.26,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":522.26,"totalShipmentCostFormula":"(((tariffAndDS (470.26) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 522.26","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":463.51,"tariffAndDS":463.51,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":705.56729125,"totalShipmentCostFormula":"(((tariffAndDS (463.51) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 705.56729125","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":950,"tariffAndDS":950,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":950,"totalShipmentCostFormula":"((tariffAndDS (950) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 950","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":526.6800000000001,"tariffAndDS":526.6800000000001,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":800.1880550000001,"totalShipmentCostFormula":"(((tariffAndDS (526.68) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 800.188055","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":581.5799999999999,"tariffAndDS":581.5799999999999,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":882.4213924999998,"totalShipmentCostFormula":"(((tariffAndDS (581.58) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 882.4213925","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":463.51,"tariffAndDS":463.51,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":705.56729125,"totalShipmentCostFormula":"(((tariffAndDS (463.51) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 705.56729125","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":1.66},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"22.77","sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/raceway/halo-lit-with-raceway.png","mounting_type":"Standard Raceway","combined_production_cost_usd":410.0,"total_production_cost":670.0,"totalDenseWeight":0,"totalVolumetricWeight":50,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":645.74,"tariffAndDS":645.74,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1034.60719,"totalShipmentCostFormula":"((tariffAndDS (645.74) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1034.61","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":366.11,"tariffAndDS":366.11,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":616.979785,"totalShipmentCostFormula":"((tariffAndDS (366.11) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 616.98","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":489.01,"tariffAndDS":489.01,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":751.6083699999998,"totalShipmentCostFormula":"(( tariffAndDS (489.01) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 751.60837","careerDDPValue":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":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":"470.26","tariffAndDS":470.26,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":522.26,"totalShipmentCostFormula":"(((tariffAndDS (470.26) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 522.26","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":463.51,"tariffAndDS":463.51,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":705.56729125,"totalShipmentCostFormula":"(((tariffAndDS (463.51) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 705.56729125","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":950,"tariffAndDS":950,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":950,"totalShipmentCostFormula":"((tariffAndDS (950) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 950","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":526.6800000000001,"tariffAndDS":526.6800000000001,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":800.1880550000001,"totalShipmentCostFormula":"(((tariffAndDS (526.68) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 800.188055","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":581.5799999999999,"tariffAndDS":581.5799999999999,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":882.4213924999998,"totalShipmentCostFormula":"(((tariffAndDS (581.58) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 882.4213925","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":463.51,"tariffAndDS":463.51,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":705.56729125,"totalShipmentCostFormula":"(((tariffAndDS (463.51) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 705.56729125","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]}}},"cheapest_shipping_cost_usd":530.0,"totalCost":1200.0,"productionResults":[{"material_id":1,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":null,"sequence_no":1},{"material_id":2,"dense_weight_expression":3.83789,"result":"43.826526","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":"Aluminium 12 G / 0.08 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":2},{"material_id":3,"dense_weight_expression":1.40616,"result":"9.9007056","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"Aluminium 14 G / 0.074 inch - Corrosion-resistant, and Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":6.67625,"result":58.955922,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"Frosted Acrylic 8mm / 0.315 inch - Ideal Light Diffusion for Halo Sign Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":1.212,"result":"57.88815","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC, IP65, 0.72–1.2W per module","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 – 12V DC output (10A + 5A split), 180W total, UL certified.","sequence_no":15},{"variable_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":16},{"material_id":17,"dense_weight_expression":0.945,"result":"4.8755","sign_material":"Wire 18g UL UL Certified Red & White China","description":"Wire 18 Gauge (Red & White) UL Certified – 18 AWG stranded copper, 300V, PVC insulated, UL-approved.","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.0037610513160000005,"result":3.7610513160000005,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.00029871497500000006,"result":0.29871497500000005,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.0028492813000000005,"result":2.8492813000000003,"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":0.0058559644,"result":"5.8559644","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.0028420854,"result":"2.8420854","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.003805428,"result":"3.805428","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.0003036352,"result":"0.3036352","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":3.9432321182000005,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":11.3625,"sign_material":"Packaging/Box Making","description":"Custom Packaging with 3–5 ply corrugated boxes with inner foam/styro and stretch wrap.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":11.514,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":3.8923000912057,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"0","sign_material":"Flush/Stud mounted","description":null,"sequence_no":46},{"variable_id":25,"dense_weight_expression":8.4915,"result":"114.8778","sign_material":"Standard Raceway (6x2)","description":"Sign to be mounted onto 6\"x2\" Serviceable Raceway","sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":43.02409787697637,"result":402.55137594012,"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","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":43.02409787697637},"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:57] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 06:14:57"} 
[2026-02-26 06:14:58] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-02-26 06:14:58"} 
[2026-02-26 06:14:58] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":22.77,"sign_width":"120","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]},"timestamp":"2026-02-26 06:14:58"} 
[2026-02-26 06:14:58] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-02-26 06:14:58"} 
[2026-02-26 06:14:58] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":22.77,"sign_width":"120","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]}},"timestamp":"2026-02-26 06:14:58"} 
[2026-02-26 06:14:58] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 06:14:58"} 
[2026-02-26 06:14:58] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-02-26 06:14:58"} 
[2026-02-26 06:14:58] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-02-26 06:14:58"} 
[2026-02-26 06:14:59] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":22.77,"sign_width":"120","shipping_weight":50,"shape":"rectangular","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]}},"timestamp":"2026-02-26 06:14:59"} 
[2026-02-26 06:14:59] local.INFO: Validation Passed {"data":[],"timestamp":"2026-02-26 06:14:59"} 
[2026-02-26 06:14:59] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-02-26 06:14:59"} 
[2026-02-26 06:14:59] 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","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"}},"timestamp":"2026-02-26 06:14:59"} 
[2026-02-26 06:14:59] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-02-26 06:14:59"} 
[2026-02-26 06:14:59] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-02-26 06:14:59"} 
[2026-02-26 06:15:03] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Backerboard Cabinet","quotationId":"888","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"91926218-7ee5-4f94-9b15-082a18d8e0f8\",\"width\":14.92,\"perimeter\":83.47,\"height\":16.33,\"area\":104.81,\"image\":\"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\",\"boxArea\":\"243.64\"},{\"id\":\"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b\",\"width\":14.92,\"perimeter\":80.27,\"height\":17.11,\"area\":164.2,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAAHQAAACFCAYAAACKVNybAAAgAElEQVR4AezBC7imc73/8ff3+7vv51lrzRoyhyYyDMmQlOpSmtrYUZRoq5w6nzQ6KKJ2u00nNiradJDD3k6jra72VkLCRFREB5RKu6hpyIgxYw5r1vPc9+/7+a/ftf/ruuaay2G0Rjm9XiaJRxNJSCIicHckkVJiTTlnUkq0bcuqVatYtWoVTdPQ6/UYGRlh1apV9Ho91iAzw8YwZvLkyQwMDNDtdqmqismTJzM4OEhE0Ol0iAjcnXFt22JmpJQocs6YGe5OIQlJFBFBVVX8rZkk/l4iAjNjnJmxOkmYGeMigmLZsmXceeed/PGPf9SiRYu47bbbuPPOO1m5ciX9fp9Vq1axatUqcs6szswozIyi0+nQ7XbpdDoMDQ0xa9YsZs2axbRp09hwww3ZaqutbGhoiKqqkERhZhQRgbsjicLMeDQwSTxaSGKcJNydpUuXsmDBAn7729/q1ltv5a677mLx4sXce++9jIyMcO+99/LnP/+ZJUuWkHPGzCgk8VCqqsLdyTkTEUyZMoVp06YxPDzM1KlTWX/99Zk6dSqbb745W221FVtuuSVPf/rTbXh4mKJpGqqqwswoIoLC3ZGEmfG3ZpL4e5OEmVFEBEuXLmXp0qX85Cc/0W9+8xt++ctf8oc//IE77riDJUuWEBGklOj3+6zJ3RkniUISa8PMcHdyzhRDQ0NEBJMnT2aTTTZhiy22YOutt+b5z38+W221FRtvvLENDAxgZkQE7k4REbg7fw8mib+XiMDdKZqmYdGiRdx00026+uqruemmm7jzzjtZtGgRS5YsISKQhCRWl1KiyDnzcFVVRUTg7rRtS+HuRARrSilR1zWTJ09mk002YebMmWyzzTbMmTOHF7zgBcyYMcMYk3Mm50yn0+HvwSTx97R06VJ+85vf6Nprr+W6667j17/+NXfccQf33XcfkpCEmSGJwsxwd3LOrMnMMDMkIYn7Y2aMk0RhZkiicHcignEpJSQRERRmhpkREUyZMoVnPOMZPPOZz2TOnDm86lWvYrPNNkOSMcbM+FszSUyEJMyMQhIRgbtjZkjCzJBEzpmqqmjblqqqiAhuuOEG/c///A/XXnstt9xyC4sWLcLdiQgeC8yMcZtssgk77bQTO++8My960Yt41rOexRiTRM6ZqqqICMwMM2NNkjAzxjVNQ13XPFwmiYmKCMwMM2N1EYEkUkqMa5qGW2+9Veeffz5XXnklv/zlL1m2bBm9Xo+IoKoq2rbFzJDEo527I4mi0+nw1Kc+lZ133pk99tiDl7/85ay//vqWUqJomoa6rimapqGqKsZJwswwMybCJLEu5JwxM8wMSZgZZkbOGTPD3Vm0aBEXXHCBLr74Yn7+85/zl7/8haZpWF1KiZwzjwXuTkRQmBmSKAYGBnjmM5/JS1/6Ul772tfykpe8hE6nYyklirZtqaqK+yMJM+OvZZL4azVNQ13XrEkSZkZE4O70ej1+/OMf6/zzz+eCCy7g9ttvJ+dMVVXknEkp0bYthZkhiZQSOWceK9yduq7p9/tIwt0ZGBhg22235Z3vfCevfOUr2XjjjZFkY3gwkijMjIfLJDFRkjAzxkUEhZlx9913c9FFF+mMM87glltuYfHixRR1XdM0DWsyMySRUiLnzKNdSoki58zqUkrknDEznvnMZ/KSl7yEN7/5zeywww4MDg5aRGBmRASFu2NmTJRJYl3IOZNzptPpMO6WW27RiSeeyOWXX84dd9xBr9fDzOh2u4yOjlKklMg5U5gZZkZE8FiQUiLnTGFmmBlFRFBUVUXbtpgZdV3zvOc9jwMPPJC99tqL6dOnG6uRRGFmTIRJ4q+Vc8bdMTMKSZgZK1as4Fe/+pWOOeYYrrzySpYvX07h7kQE7o4kJGFmSGJ17k5E8GhnZkiiMDMkMc7MkETh7kQEnU6HzTffnD322INDDjmEpz71qXQ6HeP/iwjcnUISZsbDZZKYCEmYGeNGRka45JJLdPrpp3PNNdewfPlyqqpCEjlnCncnIhhnZrg7OWcKdycieKxwdyQhicLdiQjcnYhgTRtssAH77bcfn/jEJ1h//fUZHBw0xuScSSlRSMLMeLhMEg8kInB3IgJ3J+dMSolxEYG7ExG4O71ejy996Uv6r//6L2644QYkMRHuTkRQmBmSKMwMM8PdyTkjidWZGZJYnZlRSGKcmSGJ1ZkZhSSqqqJtWybKzJDEuLquqaqK17/+9XzsYx9js802o9vtWr/fp9PpUDRNQ13XPFwmiQcjCUm4Ozln3J1xZkav16Pb7XLffffx1a9+Vf/+7//O7bffzujoKBNlZkiicHfMjCLnzOrcHXenyDkjicLMkMT9MTMkYWa4O0VEIInCzJBEUVUVEUFEUJgZ7k7OmYdiZpgZEcE4MyOlxODgIDvttBNf+tKXmDFjBgMDAxYRuDt/LZPEg2nbFnfH3WnblqqqWF1E0LYtZ5xxhk466SRuueUWCncnIpgIM8PMKCKCcWaGu1NIQhKSWJ2ZIQl3p4gICneniAjMDEmsycwwM1JKtG2LJAp3JyIo3J2IYG2YGYUk1jQwMMCee+7JMcccw6abbkpd18aYtm2pqoqHyyTxYCRhZkQEkkgpIYnCzOj1epx88sk69dRT+e1vf4uZMTQ0xMqVK1nXqqrCzGiahvvj7pgZOWfG1XWNuxMRFO5ORNA0DePcHTOjiAgkMc7MKCRhZkiiMDMkMRGdTod+v8/w8DC77747Rx11FFtttRVt21pVVTwQSRRmxppMEg9EEmZGIQkzI+dMRFDXNYsXL+ab3/ymjj32WG677TaqqqJtW9YVMyOlREQQEbg7EUFhZkiiqiomT57M1KlTmTFjBjNmzGDq1KlMmjSJSZMm0el0cHcigsLdiQj6/T5Llixh1apV3Hvvvfz5z3/mjjvuYPHixfR6PcbVdU3OmYig6HQ6FP1+n7+GmVFIYnWDg4PstddeHH/88Wy88cbknM3dMTPWJInCzFiTSeLhkISZkXPmzDPP1Gc/+1n+9Kc/0TQNEUFKiZwznU6Hfr/PRJkZkijcnYigGBoaYrPNNmPWrFk897nPZZtttmHjjTdmgw02YGhoiE6nQ7fbxd0pIoLC3SkighUrVtDv91mxYgX33HMPf/zjH/nlL3/JDTfcwIIFC7jzzjuRRNHtdun3+0hibbk7kpDE/UkpkXPG3ZHEwMAAb37zm/n0pz/NtGnTcHdjjJmxJkmYGWsySTyYiKBwdyRhZvT7fS666CJ98pOf5Je//CVFVVW0bUsxNDTEyMgI60Jd10iibVuK6dOn89KXvpSXvexlbLbZZkybNo2nP/3pTJs2jW63y+rMjLURERT9fp+77rqLW2+9lTvuuIP//d//5dJLL+WGG26gbVvMDDPD3ck5I4kHY2aMk8QDGRoaYmRkBHdnaGiId7zjHRx77LEMDAwYY8wMM2NtmCQeSERgZpgZRdM01HXNr3/9a73rXe/iuuuuIyKoqoq2bRkYGGB0dJTCzJDERFRVRdu2FM94xjPYcccdedGLXsTzn/98nvOc59DtdnkokijMjEIShZkhCTNjnCTGmRl/+ctf+NnPfsZ1113Hj3/8Y6699lqWLVtGSomcM2vLzCgksbqUEhGBJMaZGdOnT+eII47gve99L/Z/MDPWhknigbRtS1VVSKIwM2699VZ95CMf4aKLLqLf77MuVFVF27bcn6lTp7L77ruz++67s/3227P55ptT1zWSMDMeSZKQxOLFi1m4cCHf/OY3Oeecc/jTn/5EkVLCzGjbliKlRM6Zwt2JCB5KSomcM0Vd1zRNQ1VVbLHFFnzlK19h++23Z2hoyBhjZkQE7s4DMUk8mJwz7o6ZsWrVKo488kiddtppLF++nIkyMyTh7kQEnU6Hpmlwd4rnP//5vPOd72TXXXdl6tSpTJ48GXcn50xVVfytNE1DVVXcfffdfO973+OCCy7gkksuYdmyZRQpJYqcM+PcnYjgoVRVRdu2FFVV0bYtxaRJk9hll10466yz2GCDDZBkEYGZ4e48EJPEg+n3+9R1jZlx2WWX6U1vehN333037k5EMBF1XdM0DUVd1zRNg5kxMDDAXnvtxRve8AZ23XVXhoaGyDmTUqLIOZNS4m+laRrquqaICG6++WZ+8IMfcNppp3HzzTcjCXcn50zR6XTo9/usDXcnIihSShQ5Z4q6rvnCF77AO9/5TsZYXdcUTdNQ1zX3xySxNpYvX6599tmH733ve+ScKSQxUZ1Oh36/T5FSYvr06bzjHe9g7733ZrvttqOqKtq2paoqiojA3YkI3J1HUs6ZlBKSaNsWSaSUSCnRNA3nn38+J598MldffTVFXdfknIkIUkrknFkb7k5EUKSUMDNyzhRbb701J510Ei972cuw/0POmZQS98ck8WCapkESZ5xxhg4//HD6/T5N07Cu1HVNzpmIYNq0aXzyk5/k1a9+NZtuuilFv9+n0+lQtG1LVVUUEYG780iKCNyd1eWccXfMjF6vx1VXXcXJJ5/MhRdeSNHpdBgdHcXdiQgejJkhCTOjkETh7khCElVV8brXvY5TTz2VyZMnW86Zuq7JOZNSYk0miQeScyalxEUXXaTDDz+cP/zhD/T7feq6JudMRDARg4ODrFq1ipQSG264Ie9///s58MADmTJlChGBu9M0DXVd07YtZkZKibZtqaqKvwVJSMLdWZ0kCjPj+uuv55hjjuGCCy6g6Ha79Ho9HkpVVbRtS2FmSGJNZsaUKVP40pe+xP77709EmLvzQEwSD6RtW3LOvPa1r9Xll19O0zQUKSVyzqwL3W6XqVOncthhh/HWt76VKVOmYGZIwsyQhJkxThI5Z6qq4pEmCTNjXM4ZM6NwdyICd0cSP/nJTzj22GP51re+hbtTRAQPxsyQxDh3p5CEJFJK5JwxM3bccUdOOeUUttpqK/r9vnU6He6PSeLBfOtb39K73/1u7rnnHuq6pt/vY2ZIYqLMjKc85Sl84hOfYN999+VpT3sakjAzzIxxkjAzIgIzw8xomoa6rnmk5ZxJKbE6SZgZkigk4e5cfvnlHHnkkVx33XWsrZQSRc6Z1ZkZkkgpkXOm+MxnPsMHP/hBut2uRQTuzppMEoUkzIy2bamqiqZpiAhe8YpX6LrrrqPX61FUVUXbtqwtd0cSkjAzCklUVcXAwABHH300b3jDG5g+fTqS6Pf7dLtdHkuapqGua3LOzJ8/n8MOO4zf/OY3pJRomoaUEjlniqqqaNsWM0MSD8XMkERKiS222IKvfe1rbLvttqSULOdMSokiInB3LOeMuxMRuDsRgbtTXHzxxXrf+97HggULKFJK5JwpUkrknHkwKSVyztR1TdM01HVNzhkzI+fMO97xDj7xiU+wySabsGLFCoaHhylyzqSUeCzq9XqcffbZHHXUUdx+++2klIgIJGFmFJIwMyTxcAwPD3PYYYdxxBFH4O7m7oyLCNwda9uWlBI5Z1JKSCIiWLZsGQcffLC+/vWv07YtZoaZEREU7k5EsDbMDDMjIhi34447cvzxx7P99ttTNE1DXdc81jRNQ13XtG1LUVUV99xzD0ceeSSnnXYaZkbOmdWllMg5s7ZSSuScKZ797Gczf/58ZsyYwRhjDZZzxt2JCAp3p7jwwgv1nve8hzvuuAN3JyIY1+l06Pf7rA13JyIozAxJTJ8+ndNPP50999yTXq9HXddUVUVE0DQN3W6XiMDdebSLCNwdSZgZbdtSVRXXX389H/jAB7juuutwdyKCcXVd0zQNa8vdcXfatqWqKs455xz23XdfbIy7IwkzozBJjIsI3J1er8d73/tenX322UgipUTTNBRmRqfTodfr8VDMDEm4OxFBXde4O3PnzuXf/u3fGB4epogI3J3VScLMeDSThJlxf/r9Pueccw6HHHIIIyMjrEkSa8PdiQhSSuScKXbbbTfOOeccpk+fbmOQhJlRmCTGScLM+OlPf6oDDjiAW2+9FUmsKaVEzpm1ZWaYGRHBC17wAs4880y23XZbIgJ3p2jblqqqKHLOpJR4LMg54+6YGW3bUlUVbdtSVRV33303e+65J9dddx2FmVFIwt2JCB5KSomcM2aGJFJKDAwMcOmllzJnzhxsDGMiAnfHIgIzo5CEmfHxj39cn/vc5+j3+0QEhZkhiXFmhiQeSlVVtG1LXdesv/76/Mu//AuHHnooZkbRti0pJcwMSUQE7o6Z8ViQcyalRNE0DVVVUZgZxQknnMCxxx7L4sWLKcwMSawNM0MShbsTEdR1TdM0fPrTn+bQQw9l0qRJNgZJFNa2LSklcs6YGcXOO++sa665hoigMDMkIYmUEhGBJB6KmVFIonjLW97CUUcdxdOf/nTMDHdHEmbG6iRRmBmPZhGBJNwdM2N1OWdSSvzxj3/kgAMO4KabbmLVqlVUVUVEEBE8FHcnIijcnYigcHd22mknzj33XKZMmWIDAwMUkjBJ5JxJKVHceuutmjNnDvfccw8RwUS4OxFBYWZ897vfZZdddiGlxBNF27acfPLJfPSjH2XVqlW4OxGBmSGJtWFmFJIo6rqm2+1y1lln8ZrXvIaqqkwSZoZFBIWZIYkvfvGL+vCHP0zTNEhiotydiOBZz3oWV111FU95ylOoqoongojA3bnqqqt485vfzMKFC3F3IoKHy8yQRGFmVFXF2972Nk444QSGh4dtDJKwiMDMiAiWL1/Oa17zGl111VWsa8cddxyHH3447o6ZERG4O49nkjAzFi9ezAEHHMDll1/OODNDEhOx5ZZb8sMf/pDp06cbYyRhkpCEJH7+85/rVa96FUuXLqVpGiYqpUTOmfXWW4+f/vSnbLzxxgwODpJzJqXEE0HOGXfn+OOP58gjj6Tf7yMJdycieDjMjEISxVOe8hSuvPJKtttuO3LONgbLOVO4O6eccoo+9KEP0TQNbdsyUWaGJObMmcMll1zC5MmTMTNyzqSUeLyThCTcnZtvvpldd92VxYsX07Ytfy13p5BEt9vls5/9LO9973uRZO6ORQRmRvHud79b55xzDr1eDzNDEhNlZnzwgx/kuOOOI6VEVVUUOWdSSjye5ZxJKVGMjo7y/Oc/n1tuuYVCEhNlZuy1116ce+65DA8PG2NMEsXChQt54xvfqB//+Mc0TUNKiZwzE7Xhhhty4oknsu+++zI6OsrAwABFv9+n0+nwRJBzxszYZ599OP/88zEzCkk8FDNDEg9k1qxZ/PCHP+TpT3+6McYk0bYtV111ld797nezYMECcs6sKzvttBOnnnoqm2++OXVd0zQN7k5KiSeCtm1xd9ydo48+mqOPPpper8faMjMKSYwzMyRRDA4Ocv3117P11lvj7mYRQfG5z31ORx11FCtXrkQSnU6Hfr/PRJgZ73znOznxxBOZNGkSOWdSShQ5Z1JKPJ5Jwszo9/t0Oh2uuuoqDjjgAO68807WFXfnwgsv5BWveAVVVZnlnHF33v72t+vcc89FEhGBJCYqpcTRRx/N4YcfjrtTuDvjJPF4ZmYUOWdSStx+++28/vWv58Ybb6Tf7yOJiXB3IoLPfOYzfPCDH6Tb7ZpJQhIvfOEL9dOf/hR3x91p25aJcne++c1vstdee9G2LVVVUUQE7s7jXc6ZlBJt2+LuRAT77LMPF198MU3TMFHuTkTwlre8hc9//vNMnTrVLOfMypUr2WqrrXTXXXeRc2ZdcXeuvfZatt9+eyKClBKSKMyMx7uIwN1Z3YEHHsjZZ59N27ZIYqKqquIf/uEf+PKXv8zWW29t1rYtt912m174wheyfPlycs4UdV3TNA0TMXXqVH7wgx+wxRZbUNc1Rc6ZlBIRgbvzRNI0DZ/61Kc4/vjj6fV6rAtVVbHJJptw+umns9NOO2GSuOKKK7T33nuzbNky3J2IYF3YfvvtOf/889loo41wd4qIwN2RhJnxeNe2Le6Ou9Pv9znjjDM47LDDGBkZYV2pqoqzzz6bffbZB8s58x//8R867LDDWLFiBe6OJCQxUXvttRf/+Z//ybRp0ygiAnfniSQicHfGfetb3+Jtb3sb9913HxOVUiLnTHHsscdy6KGHYkuWLOEzn/mMTjzxREZHRymqqqJtWybqta99LaeccgrTp09ndHSUlBIpJZqmIaWEJB7PJOHumBlN0zAwMMCFF17I/vvvz8jICOtKXdccdNBBHHfccdiSJUvYZ599dNVVV9G2LeMkMVFbbrklr3jFK3jGM57BypUrkURKiZwz7s7jnSTquqbX6zE4OEhKiauvvprLLruMkZERJsrdiQiKffbZhzPPPBNbsGABe+yxh26++WbMDDMjIlhXpk2bRlVVNE1Dt9vFzOj3+1RVRUTweGZmSCLnTKfToa5r7r33XpYvX46ZIYmJMDMkUey5556cd9552M0336xddtmFu+66i8LMkMS6kFJCEhFB4e5EBE9EVVXRti2FuxMRrEs77bQTF154IXbDDTdol1124b777iPnzLiUEjln1oWUEkXOmcLMKMyMx7OUEk3TYGZIYpyZIYl1abvttuOKK67Arr32Wr3yla9kxYoVtG3LODNDEuuau+PutG3L452ZIYlxZoaZIQl3J+fMRJkZknjmM5/JD37wA+zSSy/V3nvvzcjICEVKiZwz60JVVbRtS+HuRASFmSGJJwJ3RxJmRkqJpml4JGy++eZcffXV2De+8Q295S1vYdWqVZgZ7k7OmXXJzDAzIoJxZoYkHs/MDDMjIlhTVVW0bcu6suWWWzJ//nzsq1/9qubOncuKFStwdyKCoq5rmqZholJK5JwZV1UVEUFE8HhnZkjCzCgkUVUVRdu2rCtmxtZbb813v/tdbN68eZo7dy4jIyMUZoYknvTYMnv2bObPn4/NmzdPc+fOZWRkhMLMkMSTHltmz57N/PnzsXnz5mnu3LmMjIxQmBmSeNJjy+zZs5k/fz42b948zZ07l5GREQozQxJPemyZPXs28+fPx+bNm6e5c+cyMjJCYWZI4kmPLbNnz2b+/PnYvHnzNHfuXEZGRijMDEk86bFl9uzZzJ8/H5s3b57mzp3LyMgIhZkhiSc9tsyePZv58+dj8+bN09y5cxkZGaEwMyTxpMeW2bNnM3/+fOycc87R+973PpYvX06RUiLnjJkhiQfj7kQEhZkxLqVE27YUZkYhidWZGZJ40sR0Oh36/T7Tp0/nJz/5CTZv3jy95z3vYcWKFRQpJXLOrK2UEhGBJFbn7my22WZ0Oh3MjMLdkYQk3B1JPOmvJ4mIIOfMtttuy8knn4yde+65OvDAAxkdHUUS7k5E8HCllChyznQ6HXbbbTfe+ta30u12cXcKd6eICMyMJ02MmdE0DW3bMnPmTF7wghdg5513nt72trfR7/eRhJlRSGJtmBmScHeKiKCqKg4//HA+/vGPMzAwgJkhCTOjiAjMDDPjSeuMMca+/e1va7/99qPX6xERPFxVVdG2LYWZIYli7ty5nHjiiQwMDDDGeNI6l3MmpUTOGUmYGXb11Vdrzz33ZMWKFeScmYi6rokIJLH//vtz6qmnMjQ0ZO5OzpnC3SnMDEk86a9nZoyLCNwdu+GGG7TrrruyZMkSJCGJteXuRATujiQkMW7nnXfmwgsvZNKkSTYGSZgZT1p3mqYhpYS7M85+9atfaaedduKee+7BzJBE4e5EBGujrmuapqFIKWFmzJw5kxtvvJHh4WFzdyRRmBmSKMyMJ02cJAozw2699VbttNNOLFq0iLZtcXcigpQSOWcejJlhZkQERUqJnDMpJZ72tKfxi1/8gilTplhE4O6sThJmxpPWLbvnnnvYf//9dcUVV1BEBCklcs6sDXcnIihSSuScMTOmTJnCT37yEzbZZBNsjLvTti1VVVFIwsx40rpl/X6fj3zkI/rKV75C27bknKmqirZtWRvuTkRQuDsRQTE4OMh3vvMdXvziF9Ptdo0xTdNQ1zVPeuSYJE466SR9/OMfZ9myZYxLKZFz5qG4OxHBmtydz372sxx88MF0Oh1jTM6ZlBKSMDOetO6ZJC666CK98Y1vZNmyZYxzdyKCh+LuSEIShZkhiWLvvffm7LPPZvLkySYJM6OICNydJ617Jonf//732n777Vm6dClFVVW0bcvaMDMKSRRmhpkREWy++ebMnz+fTTfd1Bjj7kiiMDOetO5ZRNDv97X11luzcOFCcs4UklhbZkYhicLdiQgGBwf5zne+w4477oi7G096xFnbtqSU2GGHHfTzn/+cnDMRQV3XNE3D2jAz3J2cM4WZIYni3HPPZb/99qOqKss5k1JCEoWZ8aR1y5qmoaoqDjroIJ166qnUdU3btkhiXTj44IM59thjmTRpkjGmbVuqquKJKCKQREoJSZgZEUHh7oyThJkREbg7hSQKM6OICNydnDMpJYqcM9Y0DVVVcdJJJ+moo45i8eLFFO5ORDARVVXx3Oc+l69+9avMnj3b+v0+nU6Hom1bqqri8a7f79PpdFhdv98npYQkqqri/uScSSkxThJmxpokYWaMs4jAzLjmmmv0rne9i9/85jcUZoYkJsLMGBwc5Etf+hL77bcfQ0NDxhhJmBlPJJKICH72s59xySWXUFWVhoaGmDp1KlOmTGHy5MlMmTLFNtxwQzbYYANSSuScKdwdM6OQRETg7pgZRdM0mBlVVWGSaJqGlStX6nWvex3XXHMNvV4PSawLnU6H3XffnfPOO4+hoSHr9/u4O1VV8XiXcyalRNHv96mqikMPPVTnnnsuZkaxwQYb8JSnPIXh4WGmTZvGzJkzmT59Ot1ulxkzZlDXNeuttx4bbLABkyZNsoGBASZNmsTw8DBmxvDwMKszSbRtS1VVHHzwwTrjjDMYGRlhXamqismTJ3PTTTcxY8YM6rq2MUjCzHg8k4Qk3J1er8cdd9yhPfbYg1tuuYXCzDAzzIyirmsGBwcZGBggpcSkSZNIKTE0NMTw8DCTJk1ieHiYaQM3N7IAABRxSURBVNOmMXXqVGbOnMnGG2/M9OnTbZtttmFgYABrmoaqqijOPfdcHXTQQaxcuRJ3JyKYiJQSOWdSShxzzDF86EMfoqoqY0xE4O48EeScSSlxzDHH6KijjmJ0dJTCzJDEmswMdyciWJ0kisHBQYaHh5k6dSqTJk1i88035/DDD+e5z32uWb/fp65ril/96lfae++9+d3vfoe7ExFMhJkhiW63y2abbcall17KRhttRFVVxhNARODutG3L0qVL9apXvYobb7yRpmko3J2IoHB3zIyIQBKrMzMKSRTujrvTti3FZpttxllnncUOO+xgJglJmBn33Xef3vjGN/Ld734XSUQEE+HuRARmRlVVzJs3j7333ptOp2OSMDMe7yRRnHfeeXrPe97DsmXLqKqKtm0xMyQxzsyQxDh3p4gIHsjAwADbbbcdX/va19h0003Ner0enU6Hotfr8fWvf13ve9/7WLFiBYWZUUiiqiratqUwMyTxUMwMSRT77bcfJ5xwAlOnTmVgYMAkYWasrm1bqqrisSAicHfatqWqKnLOpJRYXdu2LFu2TG9961u56KKLcHcigpQSOWfWhrtTmBk5ZwozQxJmxsc+9jH++Z//meHhYTNJtG2Lu+Pu/PGPf9TOO+/MggULqKqKtm0xMyRRuDuSkMTaqOuapmlwd6ZOncrBBx/MEUccgSRzd9q2paoqmqbB3UkpUTRNQ13XPJrlnEkpIQkzI+dMSom2bUkpYWYUp59+uv71X/+V++67j36/T1VVtG3LQ0kpIYmIYFxKiSIiSCnRti0XXnghu+22GyklM0nknEkpMe4Nb3iD/vu//5umaShSSkgiIjAzJGFmSOKhuDtFRFBsvvnmXHTRRWy55Za4u40h50xKiUISTdPQ6XR4rJCEmSEJMyMicHdyzixevFivf/3r+cEPfoC7ExG4OxHB2nB3IoLVpZTIOVNstdVWXHHFFWy44YbknM0kMa5tW1JKfPvb39Z73/te/vznP2NmSKKqKiKCiKBIKZFz5sGYGe5OzpmiqipyzhxyyCEcffTRdLtdSylRSKIwMx5Lcs6YGe7OuKZpqOsaSXz5y1/WEUccwYoVK8g5k1Ii54y7ExGsrbquaZqGwt2JCIqjjjqKD33oQwwNDZkkLOeMuzMu58zy5cv1pje9iUsuuYROp8Po6ChFXdc0TYOZIYm1UVUVbduSUiLnjJkxbdo0zjnnHHbffXdWrFhhw8PDFL1ej263SxERuDuPdm3bUlUV43LOjFu4cKH23XdfbrzxRpqmwd2JCNydiOCvlVJCEjNnzuTiiy9miy22oNvtGmMsIjAzIgJ3p8g5c9ppp+kDH/gAksg5U6SUyDlT1zVN0/BQzAxJpJSICCRhZkhi11135VOf+hRz5sxBko2hWLVqFYODgzwW5ZxJKVEsXbqUE044Qccddxw5ZySRUiLnjJkhibXh7pgZOWeKqqpo25biwAMP5IQTTmDy5MlIMsaYJApJSMLdaduW2267TW9/+9u55pprqOuapmkwMySRUiLnzENJKZFzpq5rmqah0+nQ7/ep65qmadhzzz05/fTTmTFjBqtWrbLBwUFyzqSUyDmTUuKxIueMu2NmrFy5km9+85v62Mc+xsKFCylSSuScMTMkkVIi58za6HQ69Pt9zAwzIyKYMWMGp59+OrvtthudTsckIQmTRNM01HVNRODuFP1+X6eccgof/ehHGR0dRRJmhiQejrquaZqGIqVEzpmiqircnY985CMccsghbLDBBkiylBKjo6MMDAzwaNe2LVVVIYnCzGjbluuvv16HHXYY119/PYWZkXMmpUREIIm1Udc1TdNQVRVt22JmSKLT6fDyl7+c0047jY022oics6WUKEwSD2ThwoV63etex4033kjTNKSUyDmzrpgZ06dP5/3vfz9vf/vb2XjjjS0icHckYWZEBJJwdwozo8g5k1LikRYRuDvjJGFmFJIozIyIQBJ33323DjzwQK688kpWrlzJRJkZkkgpkXPG3YkI5s2bxwEHHICZYf+HwiTxQCJCn/3sZznyyCNJKdHr9SiqqqJtWybKzJDErFmzePvb385BBx3EU5/6VBsdHWVgYICIwN0ZFxEU7s7fQs6ZlBKFJCTh7hRN01DXNcXo6Ch1XZNS4sMf/rDOPvtslixZQtu2TFRKiSLnTOHuvOAFL+BrX/sas2bNYoyNwcwoTBIP5ve//73e+ta3ctNNN7Fy5UqqqqJtW9aVlBI5Z572tKfxrne9iw984ANMnz7der0e3W6XiKBwd4qIwMwwM/4WIgJ3p8g5k3OmrmvMjLZtqaqKom1bvvKVr+ioo45iyZIltG3LutDtdun1ehR1XTM0NMQXv/hF3vSmN/H/2RjGmSQeSNu2RIS+9a1v8f73v5+7776bqqpo2xYzQxITlVJCEhHBRhttxPvf/34OOOAAZs2axRiThJkxThIRQUqJvxVJSMLdGRcRuDuSaNuWL37xizrllFNYsGAB/X6fuq5pmoZ1pdPp0O/3efWrX82ZZ57JeuutR13XNobVmSQeiCTMjL/85S86+uijOfXUU4kI2rbFzJDERJkZkjAzJDFz5kz22GMPDjroIJ71rGdR17VJotfrUVUVVVVRSMLMeKTlnEkpUUiiaRpSSqSUKP70pz/pi1/8IhdccAG33XYbOWfcnYhgoswMSaSUkMSGG27IV77yFXbbbTc6nQ5jjDWYJB7KyMgIt99+u/bZZx9+8YtfsC51u12apiEiMDMksd566zFnzhze9a538eIXv5iNNtrIWEPOmZQSj7SIwN0ZJ4ki58yPfvQjnXXWWXz729/mvvvuI+dMt9ul1+vh7kQEE2FmpJRo25biE5/4BIcccgjrr78+Nob7YZJ4ME3TUNc1TdPozDPP5Oijj2bRokU0TcNEmRmSGNfpdGiaBkm4O89+9rM54IAD+Kd/+idmzZrFwMCAMUYSZsYjLedMSoliZGSEoaEhittuu03f//73Oe+887j++utZtmwZxaRJk1i5ciVFVVW0bctEpZTIObPDDjswb948Zs6cSbfbtX6/T6fTYU0miQciCTOjiAiWLl2qz33ucxx//PFEBBHBulDXNU3T4O5EBIWZIYmZM2fynOc8h5e//OXssccebLHFFowx/kZyzqSUKJYtW8aPfvQjfeMb3+CKK65g4cKFRASdToeIoG1b6rom50xEMFHuTkQwdepUTjzxRA444ABSSkiyMdwfk8SDyTmTUiLnTEqJ3/3udzr88MO57LLL6PV6SMLdcXfatqWqKtq2ZV3beOONmTNnDi9+8Yt54QtfyPOe9zzquraqqihyzpgZ7k4REZgZZsbqIgIzw8wocs6klFiTJMYtWrSIa665Rpdddhk//vGP+cMf/sDy5cuZqLquaZqGqqqICCICM0MSKSVSSvT7fY444gg+9KEPMXnyZKqqMsbknEkpsSaTxIOJCNydom1bzEzf//73+ehHP8rPfvYzut0uo6OjFGaGJDqdDv1+n3Wh0+kQEbRtS13XTJs2je22244XvehF/OM//iMzZ85k5syZVlUVkmjbFncnpcQ4SRRmxjhJmBnj2rbFzEgpEREsX76cRYsWcfPNN2v+/PlcffXV3HbbbYyOjrIudTod2rYlIijcHXenbVuKt73tbRx88ME873nPw8YwRhJmxv0xSTyQiMDdGRcRuDtjdOaZZ/LBD36Qfr9Pr9cjpURE4O7knOl2u/R6PR4JKSWmT5/OrFmzmDFjBrNnz+Y5z3kO22yzDZtuuqmtv/76uDtt25JSwsx4KP1+nyVLlrBgwQLdeOON/PrXv+b3v/89d955JwsWLGDx4sUUZkYhiYlKKZFzpnB3IoLC3ZHEC1/4Qj7/+c8zZ84cmqahrmuTRERQpJRYk0nioUQEhbuTc8bdWbVqlU466SS+8IUvsGjRIlZX1zVN0zBR7o4kJGFmVFVF27ZIwt2JCNydyZMns+GGGzJz5kw23HBD1ltvPbrdLptuuinDw8MMDQ0hiYjA3SkigpGREe69917uu+8+RkZGuPfee1m4cCF/+MMfWLRoEaOjo4xLKVFEBIW7k3NmXajrmqZpMDMk4e48+9nP5uijj2a33Xaj0+nQ7/et0+kgCTPjgZgkHky/36fT6VBEBO6OJMyMxYsX6/TTT+fYY49l2bJlFFVVkXNGEhOVUiIikMSazIyUEjlnJFG4O+5OXdfUdc2kSZMYHh5mcHCQIuf8/6qDf9c8yzaOw5/zvO77SdqkaYzpA2JqaKpCQNCli0UcWnFRRKjg4mQxLh39LwShQxcHZymidFBQ0CEIQhUbBDEGF5tGWpLYpvlRn/u+zu+bi9cHQomiaUvrcWBmmBkRgSRWVla4ceMGbduSc6YwM4q6run1ekjidu5ORHCnUkq4O03TUNc1TdMwNTXFO++8w5tvvkld12wz/iQJM+OvmCT+iiTMjIjA3WmahrquKXLORAS///673n//fd59913W1taICAp3JyK4W9wdd6do25bCzJBEn5lRSKLPzDAzJGFmuDsRQUTQZ2YUknB3IoLC3YkIiqqqSCmRc6ZtW+4Gdyci2Knb7XLmzBnOnDnDyMgIkszdyTnj7pgZvV6PTqfDbkwSfyXnTEqJiKAwM3LOuDvuTt/q6qrOnTvHe++9x9raGjlnJHE3mBkpJSKCiKDP3YkI3B13RxI5Zwozw92RRETwV9wdSRSSKNydlBI5ZyQhid24OxHBnTIzUkrknHn00UeZmZlhZmaG8fFxttk2iqZpqOuaIudMSondmCT+Ttu2VFVFRODuFJLoiwhSSly9elUffPABZ8+e5bfffsPdiQjuNnfHzMg5sxszo5BEn5lhZkQEfSklipwzRUqJiEAStzMzbieJO5VSIudMcfjwYU6fPs3bb79Nt9slIszdkURhZhQRQeHu7MYksVdN01DXNZKICNbW1vTRRx9x7tw5Ll26hCSqqqJtW3bqdDr0ej363B1JSKJwdyQhiQddSoki58ztUkrknCnMDEmYGe5OzpmqqmjblmPHjjEzM8OLL77II488QkrJ2COTxJ2ShJlRbG5u6osvvuD8+fOcP3+epmmo65per4eZ4e7knHF3Uko0TUORUkISkpDEf0FKCUlEBH1mhiTcnYjA3TEzIgIzIyIo3J2I4JVXXuGtt97iueee48CBA2yznDNmhrvzb5kk9ioiaNuWTqdD0TQNdV2Tc9alS5e4cOECH374IfPz8/TVdU3TNBRmhiQKM0MShbuTUqJpGh5k7o4kJFG4OxFB38DAAL1eD0n0uTt1XSOJV199ldOnT3Py5EmKiLBtRAQpJfbCJHE3SCLnjLvj7mzTtWvX+PLLLzl79izffPMNkijMDEm4OxFBSgkzo21b/mvMjD4zIyIo3J2IIKVERFCYGRHB9PQ0p06d4tSpU0xPT1PXNbdu3bJOp4O7IwkzYy9MEnuVcyalRBERuDtFzpmUEsXGxoZmZ2f59NNP+fzzz5mfn6fPzJDE7VJK5Jz5L0gpERFIonB3Cnenqipu3bpF36FDh3j22Wd5/fXXOXnyJGNjY7g724wdcs6klNgLk8ReRQSScHfMDEkUZkbRNA11XRMRWlhY4IcffuDChQt88sknbG5uIglJpJQo2ralcHckIYkHnbsTERRmhiR2qusaSRw5coQ33niD1157jampKTqdDtusaRrMjKqqiAgiAnfH3dkLk8SdkETbtlRVhZnRJ4ki50xVVRSbm5taXFzk448/5rPPPuPbb79lY2ODPjNDEv9F7k4RERSDg4M0TcPU1BQvvPACL730Ek8//TTdbpeqqpBk2ygkYWbslHMmpcS/ZZLYq62tLfbt20eRc8bMcHciAjPDzCjatqWqKgptW1tbY25ujrm5Ob766itmZ2dZXl6mz8wwMyKCB5mZIYnC3YkIioMHDzI5OcmJEyc4duwYx48fZ2JiAndnm7Et50xEUNc1Rc6ZlBKFJMyMvTBJ3CdaX19nfn6e77//ntnZWb7++muuXLlCzpmmaXB3JCGJPjOjz8yQhCT6zAxJmBmS+LfMDEnsZGYUkijcnYjA3ZGEJPbv38/w8DDdbpeXX36ZEydO8NRTTzEyMsK+ffuQZJJwd4qIwN2520wS91PTNNra2uLq1avMzc1x8eJFLl68yI8//si1a9e4nSR2MjNSShQ5ZyTxT5kZZoYkJPF33B0zI+dMYWZIYmhoiG63y/PPP8/x48c5evQoTz75JOPj47g7dV0b2yQhCXeniAjcnbvNJHE/NU1DXdcUTdNoeXmZy5cvc/nyZRYWFlhYWOC7777j559/Zmtri8LMcHdyzuzG3YkIdmNm9EnCzCgkUbg7ZoYkJFFVFRFBzpmiqiomJiY4evQozzzzDJOTkxw+fJjp6Wkee+wxBgcHsW3sIAlJmBlmxr1kkrifJCEJMyMicHfMjKZptLW1xeLiIj/99BO//PILS0tLLC0tsbS0xMrKCk3TsLy8zPr6Om3bUqSUSCnR6/W4EyklhoeHGRsbY3R0lPHxcSYnJ5mYmGBqaorHH3+cI0eO8PDDD1PXNX+ynDNF0zQMDAwQERTujplxr5kk7pemaTAzqqri7zRNo/X1da5fv87q6io3btxga2uLK1eu8Ouvv7K4uMjy8jIrKyv88ccfbG1tsbq6ysbGBoUkCkns5O5UVcXIyAgPPfQQ+/fvZ2BggIMHDzI2NsYTTzzBxMQE3W6X0dFRDh06xPDwMIODgxw4cABJllIiIpBESol/QhJmxr1gknjQSKJo25aUEu7OLrSxscH169e5efMmGxsbrK+v0zQNTdOwubnJzZs3kUQhCUnczt0ZGhpiZGSETqeDuzM0NMTo6ChDQ0OMj4/T6XSQhCSTREqJvZBEYWbcKyaJ+y0ikERKid1EBGaGmdEXEbg7u9A2JLGTJG7n7hRmRl9EYP+HJMyMiKBwd/ratqWqKiTRti3uTkqJIueMJNwdM6OQROHu3Ev/AwNIlZM065OPAAAAAElFTkSuQmCC\",\"boxArea\":\"255.28\"},{\"id\":\"2a575533-934a-47ba-a451-5dcde10c9c63\",\"width\":7.97,\"perimeter\":61.57,\"height\":21.99,\"area\":78.86,\"image\":\"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\",\"boxArea\":\"175.26\"},{\"id\":\"80dcbcb2-6696-44ea-bda4-c88cec88bc79\",\"width\":17.75,\"perimeter\":79.1,\"height\":22.38,\"area\":107.84,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAAIoAAACuCAYAAADpupVEAAAcY0lEQVR4Ae3BXahm51338e9vrfueq1TwRKjBEysUrnrimVEUTKEiqBRnW4LVlL5AzTTJlTQ7xlIP2oO2+JYLNEi3bZEU92yR+gJFU6wtFoMQLJQSpVWkTTRGpbX5d6bzsjP3vte6fk/XwYaH52BmHroO5l7sz0ef+cxneOaZZ/wdTCQhiVO2ObN8tpl0XUdrjdYad911Fz/5kz/J3XffLf3Gb/yGn3zySSaSkIQkTtnmzPL1fc92u2W1WmGb69ev8wM/8AM88MADvOc970GPPPKIP/KRjzCOI2fOSMI2kpjs7e1x8eJF9Oijj/ojH/kI2+2WM2ckYRtJTPb29jg8PESPPfaYDw4OuHHjBmfOSMI2kpicP3+eixcvoscee8wHBwfcuHGDM2ckYZuJJM6fP8/FixfR/v6+Dw4O2Gw2nDkjCdtMJHH+/HkuXryIHn30UR8cHHBycsKZM5Kwzam9vT0ODw/Ro48+6oODA05OTjhzRhK2OXX+/HkuXryI9vf3fXBwwGaz4cwZSdjm1Pnz57l48SLa39/3wcEBm82GM2e6rqO1xqm9vT0ODw/R/v6+Dw4O2Gw2nDnTdR2tNU7t7e1xeHiI9vf3fXBwwGaz4cyZrutorXFqb2+Pw8NDtL+/74ODAzabDWfOdF1Ha41Te3t7HB4eov39fR8cHLDZbDhzpus6Wmuc2tvb4/DwEO3v7/vg4IDNZsOZM13X0Vrj1N7eHoeHh2h/f98HBwdsNhvOnOm6jtYap/b29jg8PET7+/s+ODhgs9lw5kzXdbTWOLW3t8fh4SF6+9vf7sPDQ2yzy1arFcMwMOm6jtYak77vaa1hm+/WuXPn2G632Kbve8ZxRBK2WYLVasUwDPR9T2sN27zlLW/hqaeeQh/84Af9e7/3e1y6dIld13UdrTUm6/WayXa7ZW5d1zFprdF1HZIYx5Fd1vc94zgyWa1WnDt3jrvuuou3ve1tPP744+jLX/6y/+zP/oxLly6xy1prvOpVr2Kz2bDZbHj1q1+NbZ5//nn+9m//lmEY+G5IwjaTrutorfHa176WH/uxH+Ouu+6itcYu67qOzWbDarVitVrRdR0/9EM/xE/91E/xIz/yI8g2L730krkF29zJuq6jtUbXdWy3W/q+Z71e88ILL/CmN72JS5cu8d3q+x7btNaYvOMd7+CBBx7gB3/wB9lsNuwy22y3W1JKSOLk5ITv/d7v5fu+7/uwLbXWkMSus01rjb7v+b94HEde85rX8K1vfYs5rVYrPvjBD/Ke97yHV7/61XyH2HG2kcTENpKYDMOAhmGg73uWwjYTSbzyyitI8mte8xquXr3Kd0MStpn0fU9rjd/6rd/i4YcfJqWkvu9ZIttIQtvtlq7r6LqOJRiGgdVqxcQ2V69e9Wtf+1ouXbrEd6PrOmxjm9VqxTAM/PZv/zaPPfYY6/Va7DjbSGJiG0m01mitsVqtkG3GcaTrOm5GEncy29im6zomN27c4FWvehWXLl3ida97nb/1rW8xl9VqxTAMPPnkkzz44IN8h1arFbvMNpKY2GYiiVOyzRLZRhIRQc7ZEcEcJGGbSa2VUgopJbFwss0S2UYSEUHO2RHBHCRhm0mtlVIKKSWxcLLNEtlGEhFBztkRwRwkYZtJrZVSCiklsXCyzRLZRhIR4ZwzEcEcJGGbSa2VUgopJbFwss0S2UYSEeGcMxHBHCRhm0mtlVIKKSWxcLLNEtlGEhHhnDMRwRwkYZtJrZVSCiklsXCyzRLZRhIR4ZwzEcEcJGGbSa2VUgopJbFwss0S2UYSEeGcMxHBHCRhm0mtlVIKKSWxcLLNEtlGEhHhnDMRwRwkYZtJrZVSCiklsXCyzRLZRhIR4ZwzEcEcJGGbSa2VUgopJbFwss0S2UYSEeGcMxHBHCRhm0mtlVIKKSWxcLLNEtlGEhHhnDMRwRwkYZtJrZVSCiklsXCyzRLZRhIR4ZwzEcEcJGGbSa2VUgopJbFwss0S2UYSEeGcMxHBHCRhm0mtlVIKKSWxcLLNEtlGEhHhnDMRwRwkYZtJrZVSCiklsXCyzRLZRhIR4ZwzEcEcJGGbSa2VUgopJbFwss0S2UYSEeGcMxHBHCRhm0mtlVIKKSWxcLLNEtlGEhHhnDMRwRwkYZtJrZVSCiklsXCyzRLZRhIR4ZwzEcEcJGGbSa2VUgopJbFwss0S2UYSEeGcMxHBHCRhm0mtlVIKKSWxcLLNEtlGEhHhnDMRwRwkYZtJrZVSCiklsXCyzRLZRhIR4ZwzEcEcJGGbSa2VUgopJbFwss0S2UYSEeGcMxHBHCRhm0mtlVIKKSWxcLLNEtlGEhHhnDMRwRwkYZtJrZVSCiklsXCyzRLZRhIR4ZwzEcEcJGGbSa2VUgopJbFwss0S2UYSEeGcMxHBHCRhm0mtlVIKKSWxcLLNEtlGEhHhnDMRwRwkYZtJrZVSCiklsXCyzRLZRhIR4ZwzEcEcJGGbSa2VUgopJbFwss0S2UYSEeGcMxHBHCRhm0mtlVIKKSWxcLLNEtlGEhHhnDMRwRwkYZtJrZVSCiklsXCyzRLZRhIR4ZwzEcEcJGGbSa2VUgopJbFwss0S2UYSEeGcMxHBHCRhm0mtlVIKKSWxcLLNEtlGEhHhnDMRwRwkYZtJrZVSCiklseNaa3RdR2uNrusYx5G+7zkl2yyRbSQREc45ExHMQRK2mdRaKaWQUhILYBvbdF3HOI50Xccp2WaJbCOJiHDOmYhgDpKwzaTWSimFlJJYgGEY6LqOrusYhoHVasUp2WaJbCOJiHDOmYhgDpKwzaTWSimFlJJYANtIorWGbfq+xzYT2WaJbCOJiHDOmYhgDpKwzaTWSimFlJLYcbaRxMQ2khjHkdYa6/Ua2WaJbCOJiHDOmYhgDpKwzaTWSimFlJJYINtIYhxHZJslso0kIsI5ZyKCOUjCNpNaK6UUUkpiAVprTLquwzaSODk54emnn0a2WSLbSCIinHMmIpiDJGwzqbVSSiGlJHZcaw1JSGKy3W5Zr9f8y7/8C+9617uQbZbINpKICOeciQjmIAnbTGqtlFJIKYkdNwwDq9UK20wk8fzzz/Pe976Xp59+GtlmiWwjiYhwzpmIYA6SsM2k1kophZSSWIBxHOm6Dkm88sorvP/97+fjH/84V69eRbZZIttIIiKccyYimIMkbDOptVJKIaUkFuDk5IT1eo0kPvvZz/LWt76Vb37zm3Rdh2yzRLaRREQ450xEMAdJ2GZSa6WUQkpJLMjVq1e59957+bu/+zvGcWQi2yyRbSQREc45ExHMQRK2mdRaKaWQUhILsN1usc1TTz3F448/zsnJCdvtlolss0S2kUREOOdMRDAHSdhmUmullEJKSey4cRzp+56nn36axx9/nH//93/n5OSE9XrNOI7INktkG0lEhHPORARzkIRtJrVWSimklMSOG4aBcRz5xV/8RT73uc+x3W6Z9H3POI7INktkG0lEhHPORARzkIRtJrVWSimklMQCfOpTn+L+++/n5ZdfZr1ec3JygiRsI9sskW0kERHOORMRzEEStpnUWimlkFISO8Q2khiGgdVqxXa7pbXGz/zMz/CFL3yBzWbDZLVaMQwDE9lmiWwjiYhwzpmIYA6SsM2k1kophZSS2AGtNbquo7VG13W01ui6jsmnP/1pHnroIV588UUmfd8zjiOTvu+RbZbINpKICOeciQjmIAnbTGqtlFJIKYk7nG1aa/R9zziO9H2PbVprXLlyhYcffphPfvKTDMOAJCTRWmPSdR2yzRLZRhIR4ZwzEcEcJGGbSa2VUgopJbEDWmt0XUdrjUnXdUz++q//mgceeID//u//pus6WmucOnfuHCcnJ8g2S2QbSUSEc85EBHOQhG0mtVZKKaSUxI5prdF1HZvNhgcffJA//uM/xjZ937PdbplI4ty5c2w2G2SbJbKNJCLCOWcigjlIwjaTWiulFFJKYsfYRhJf/OIX+eVf/mWef/55bPP/6vuecRyRbZbINpKICOeciQjmIAnbTGqtlFJIKYkdYBtJTGwjiQ984AM88cQTnJyc0FpjIgnbnJKEbLNEtpFERDjnTEQwB0nYZlJrpZRCSknsgHEc6fuecRyRxOQNb3gDzz77LK01JpKwjW36vqe1hm1kmyWyjSQiwjlnIoI5SMI2k1orpRRSSmJHjONI3/dMnn/+eX7iJ36Cl19+mdYaNyPbLJFtJBERzjkTEcxBEraZ1FoppZBSEjvANhNJ2OYP/uAP+PVf/3W22y22uRnZZolsI4mIcM6ZiGAOkrDNpNZKKYWUktgBtpFEa42rV6/yC7/wCzzzzDPcDtlmiWwjiYhwzpmIYA6SsM2k1kophZSS2BG2sc2XvvQlfu7nfo7Lly+z3W65FdlmiWwjiYhwzpmIYA6SsM2k1kophZSS2AGtNSZd1/HRj36Uxx57jO12yzAM3Ipss0S2kUREOOdMRDAHSdhmUmullEJKSewA20hicv/993N4eMhms0EStrkZ2WaJbCOJiHDOmYhgDpKwzaTWSimFlJLYIS+99BL33Xcf//iP/8h2u6Xve8Zx5GZkmyWyjSQiwjlnIoI5SMI2k1orpRRSSuIONwwDq9WKYRh45plnuP/++3nxxRcZx5HbIdsskW0kERHOORMRzEEStpnUWimlkFISO8A2kyeeeIIPfehDXL9+HducO3eOk5MTbka2WSLbSCIinHMmIpiDJGwzqbVSSiGlJO5wrTUmXdfxzne+k6OjI2zTWsM2tyLbLJFtJBERzjkTEcxBEraZ1FoppZBSEjvCNnfffTdf/OIX6bqOrusYhoFbkW2WyDaSiAjnnIkI5iAJ20xqrZRSSCmJHdBa4/r167z+9a/nG9/4BuM4crtkmyWyjSQiwjlnIoI5SMI2k1orpRRSSuIO11rDNi+88AJ33303V69eZRxHJuv1mu12y83INktkG0lEhHPORARzkIRtJrVWSimklMQdzjaS+PznP8/e3h5Xrlyh6zpaa9wO2WaJbCOJiHDOmYhgDpKwzaTWSimFlJLYAa01/uiP/ohf+7Vf49q1a3Rdh21scyuyzRLZRhIR4ZwzEcEcJGGbSa2VUgopJbEDLl++zO/8zu/w+7//+9y4cYPJarViGAZuRbZZIttIIiKccyYimIMkbDOptVJKIaUkdsDly5e59957eeaZZxiGgVO2uRXZZolsI4mIcM6ZiGAOkrDNpNZKKYWUktgB//mf/8nP//zP8+UvfxlJSKK1xu2QbZbINpKICOeciQjmIAnbTGqtlFJIKYkd8JWvfIU3vvGNfOMb32AiCdvcDtlmiWwjiYhwzpmIYA6SsM2k1kophZSS2AHPPfccb3zjG/n2t7/NOI6c6vuecRy5GdlmiWwjiYhwzpmIYA6SsM2k1kophZSSuMPZ5gtf+AI/+7M/y7Vr1xiGgVOSsM3NyDZLZBtJRIRzzkQEc5CEbSa1VkoppJTEHc42n/vc59jb2+P4+JhJ3/eM48jtkG2WyDaSiAjnnIkI5iAJ20xqrZRSSCmJO5xt/vIv/5K3ve1tvPLKK0ii6zrGceR2yDZLZBtJRIRzzkQEc5CEbSa1VkoppJTEHc42f/qnf8qFCxe4du0aXdfRWmOyXq/ZbrfcjGyzRLaRREQ450xEMAdJ2GZSa6WUQkpJ7ICjoyMuXLjA8fExE0nY5nbINktkG0lEhHPORARzkIRtJrVWSimklMQOODo64sKFCxwfHzORhG1uh2yzRLaRREQ450xEMAdJ2GZSa6WUQkpJ7ICjoyMuXLjA8fExE0nY5nbINktkG0lEhHPORARzkIRtJrVWSimklMQOODo64sKFCxwfHzORhG1uh2yzRLaRREQ450xEMAdJ2GZSa6WUQkpJ7ICjoyMuXLjA8fExE0nY5nbINktkG0lEhHPORARzkIRtJrVWSimklMQOODo64sKFCxwfHzORhG1uh2yzRLaRREQ450xEMAdJ2GZSa6WUQkpJ7ICjoyMuXLjA8fExE0nY5nbINktkG0lEhHPORARzkIRtJrVWSimklMQOODo64sKFCxwfHzORhG1uh2yzRLaRREQ450xEMAdJ2GZSa6WUQkpJ7ICLFy/y0EMPcfXqVSZ93zOOI5Kwzc3INktkG0lEhHPORARzkIRtJrVWSimklMQOODo64oEHHuDatWtM+r5nHEduh2yzRLaRREQ450xEMAdJ2GZSa6WUQkpJ7IA/+ZM/4Vd/9Ve5ceMGtum6jtYat0O2WSLbSCIinHMmIpiDJGwzqbVSSiGlJO5w4zjy53/+57zjHe/g5OQE20hiYptbkW2WyDaSiAjnnIkI5iAJ20xqrZRSSCmJO1xrjU9/+tP80i/9EpvNhtYa/z9kmyWyjSQiwjlnIoI5SMI2k1orpRRSSmIH/MM//ANvetObuHbtGuM48v9Dtlki20giIpxzJiKYgyRsM6m1UkohpSR2wHPPPcdP//RPc+nSJWxjm9sl2yyRbSQREc45ExHMQRK2mdRaKaWQUhJ3uHEc+bd/+zfuueceXn75ZSRhm0nXdbTWuBnZZolsI4mIcM6ZiGAOkrDNpNZKKYWUktgBL7zwAvfccw9f//rXGYaBrutordH3PeM4cjOyzRLZRhIR4ZwzEcEcJGGbSa2VUgopJbEDIoK3vOUtfP7zn2fSWqPve8Zx5FZkmyWyjSQiwjlnIoI5SMI2k1orpRRSSmIHbLdb3vve9/KHf/iHDMPAOI6sViuGYeBWZJslso0kIsI5ZyKCOUjCNpNaK6UUUkriDmcbSTz55JN84AMf4MqVK5zq+55xHLkZ2WaJbCOJiHDOmYhgDpKwzaTWSimFlJK4w9lGEk8//TT33XcfV65c4VTXdbTWuBnZZolsI4mIcM6ZiGAOkrDNpNZKKYWUkrjD2UYSX/va1/jRH/1RLl++zGS1WjEMA7ci2yyRbSQREc45ExHMQRK2mdRaKaWQUhI7wDYnJyf88A//MC+99BLjODKxza3INktkG0lEhHPORARzkIRtJrVWSimklMQOGMeRvu/58R//cb70pS8xjiOtNdbrNdvtlpuRbZbINpKICOeciQjmIAnbTGqtlFJIKYkdMAwDq9WKd7/73XzsYx9jvV4zDAO2uRXZZolsI4mIcM6ZiGAOkrDNpNZKKYWUktgBwzCwWq148skn+dCHPkREMOm6jtYaNyPbLJFtJBERzjkTEcxBEraZ1FoppZBSEjvANpJ49tlnede73sW//uu/MpGEbW5Gtlki20giIpxzJiKYgyRsM6m1UkohpSTucOM40vc92+2W69ev8+Y3v5lnn32WzWaDbW5Ftlki20giIpxzJiKYgyRsM6m1UkohpSR2xDAMrFYrHn74YZ566imOj4+5HbLNEtlGEhHhnDMRwRwkYZtJrZVSCiklsQOGYWC1WjE5Ojri3e9+N9evX6frOlpr3Ixss0S2kUREOOdMRDAHSdhmUmullEJKSeyA7XbLer1m8pWvfIW9vT2++tWv0nUdrTVuRrZZIttIIiKccyYimIMkbDOptVJKIaUkdoRtJPHtb3+b++67j8985jPYprXGzcg2S2QbSUSEc85EBHOQhG0mtVZKKaSUxA44OTnh3LlzTDabDZ/85Cd56KGHuHbtGhNJTGyzWq0YhoGJJGSbJbKNJCLCOWcigjlIwjaTWiulFFJKYkcMw0DXdXRdx3/8x3/whje8gRdffJHVasUwDEjCNpOu67CNbWSbJbKNJCLCOWcigjlIwjaTWiulFFJK4g43DAOr1YpxHOn7nlO/8iu/wl/8xV+w3W6Z9H2PbVprSMI2kpBtlsg2kogI55yJCOYgCdtMaq2UUkgpiTvcOI70fc+pYRjo+56/+qu/4sEHH+R//ud/kIRtVqsVrTVaa0z6vke2WSLbSCIinHMmIpiDJGwzqbVSSiGlJHZAa42u6zg1jiNXr17lrW99K3/zN3/DuXPnuHHjBpP1es12u0UStpFtlsg2kogI55yJCOYgCdtMaq2UUkgpiR1gG0m01ui6jsk4jnz84x/nkUcewTbjODLp+55xHFmv12y3W2SbJbKNJCLCOWcigjlIwjaTWiulFFJK4g633W5Zr9dMbGObrusYhoEXXniBd77znTz77LOs12u22y2SsE3f94zjiGyzRLaRREQ450xEMAdJ2GZSa6WUQkpJ7Ijtdst6vaa1Rtd1TE5OTvjoRz/K+973Pm7cuIFtJGGbU7LNEtlGEhHhnDMRwRwkYZtJrZVSCiklseNeeukl3vzmN/Pcc8+x3W7p+55xHDkl2yyRbSQREc45ExHMQRK2mdRaKaWQUhI7rrXG7/7u7/L+97+fvu/ZbDZMVqsVwzAg2yyRbSQREc45ExHMQRK2mdRaKaWQUhIL8LWvfY23v/3t/NM//RPXr19ntVoxDAMT2WaJbCOJiHDOmYhgDpKwzaTWSimFlJLYccMw0FrjU5/6FKUUvvnNb7JarRiGAUnINktkG0lEhHPORARzkIRtJrVWSimklMSOs40k/vd//5cPf/jDfOxjH6O1xjAMSEK2WSLbSCIinHMmIpiDJGwzqbVSSiGlJBbi+PiY//qv/+Lee+/ln//5nzkl2yyRbSQREc45ExHMQRK2mdRaKaWQUhILsN1uWa/XbLdbPvGJT/DhD3+Yr3/962y3W2SbJbKNJCLCOWcigjlIwjaTWiulFFJKYsfZRhKT1hqXL1/miSeeoNZKaw3ZZolsI4mIcM6ZiGAOkrDNpNZKKYWUkliAcRzp+55xHOn7nq9+9as8/vjjfPazn0W2WSLbSCIinHMmIpiDJGwzqbVSSiGlJBagtUbXdUyGYUASf//3f8/73vc+ZJslso0kIsI5ZyKCOUjCNpNaK6UUUkpix7XW6LqOU601uq5j8olPfALZZolsI4mIcM6ZiGAOkrDNpNZKKYWUkliI1hqTrusYx5Gu63jllVeQbZbINpKICOeciQjmIAnbTGqtlFJIKYkFODk54dy5c0xaa3Rdh20kIdsskW0kERHOORMRzEEStpnUWimlkFISO842kmit0XUd2+2W9XrNZBxHZJslso0kIsI5ZyKCOUjCNpNaK6UUUkpix43jSN/3tNaYSGIcR7quo+s6ZJslso0kIsI5ZyKCOUjCNpNaK6UUUkpiAYZhYLVa0Vqj6zomtpnINktkG0lEhHPORARzkIRtJrVWSimklMTCyTZLZBtJRIRzzkQEc5CEbSa1VkoppJTEwsk2S2QbSUSEc85EBHOQhG0mtVZKKaSUxMLJNktkG0lEhHPORARzkIRtJrVWSimklMTCyTZLZBtJRIRzzkQEc5CEbSa1VkoppJTEwsk2S2QbSUSEc85EBHOQhG0mtVZKKaSUxMLJNktkG0lEhHPORARzkIRtJrVWSimklMTCyTZLZBtJRIRzzkQEc5CEbSa1VkoppJTEwsk2S2AbSWw2G86dO4ckxnFkGAa+//u/31euXOFmbHMzXdfRWkMSfd8zDAO/+Zu/ySOPPML3fM/3iIWTbZZgu92yXq85NY4jfd9z7do1Xve61zkiuBlJ3Mw4jqzXa2xzcnLCarXiiSee4IEHHiClJBZOtlmSYRjouo5J13VMDg8PfePGDb4btun7nq7rGIYB29xzzz28/vWvZxxH9X3Pksk2SzIMA6vVisl2u2W9XvMdHoaBm7HNzfR9z8nJCX3fs16vGceRSdd1sk3XdSzZ/wGBZ5Bu7lyvAwAAAABJRU5ErkJggg==\",\"boxArea\":\"397.25\"},{\"id\":\"fb9d1778-cb70-4da3-97af-410ed65f4e84\",\"width\":14.28,\"perimeter\":73.09,\"height\":22.77,\"area\":226.98,\"image\":\"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\",\"boxArea\":\"325.16\"},{\"id\":\"4ec2d711-a25d-4fb1-8f22-601cd8a21639\",\"width\":14.15,\"perimeter\":72.57,\"height\":22.77,\"area\":225.14,\"image\":\"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\",\"boxArea\":\"322.20\"},{\"id\":\"8c3e5cef-4d69-4441-8714-0643d8f5b2db\",\"width\":20.71,\"perimeter\":85.62,\"height\":22.38,\"area\":191.58,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAAKEAAACuCAYAAABeB21jAAAgAElEQVR4AezBC7jnY73//+f7fd/f71ozY8QoG5UiUrqSUwm/RAeU42ZC0TjXTg4JKYcwThmhHDYqhwaTU0WNU2nnEFdRKNtmV5sStvNsjJm1vp/7fr/+87n2Xtc1v377b4ZZxlozHg+TxOJIEpJwd+655x5uv/12PfHEE7z44ot0u10WhJlRa6VpGtwdSWy//fasv/76xuv+HyaJxU2tlZQSEYG7c9BBB+nHP/4xjzzyCOPGjaOUwoKQhLuTc6ZpGmbOnMlRRx3FAQccwNJLL2287v9ikljc1FpJKdG67777tPXWW/PQQw8hCXcnIlgQ7k5EkFJCEhHBe97zHq666ire/va34+7m7pRSyDkzJCJwdxY3JonF2Te+8Q0dd9xxvPjiiwwXdyciMDNaklhqqaX4+te/zj777EO327U5GCIJM0MSZsbixiSxOKq18txzz7HZZpvpt7/9LWaGu1NrZTiYGZIwMyTR2mijjbj22msZO3as1VrJOdOSRMvMWByZJBY3kmhdc8012nHHHRkYGEASknB3IoIF5e5EBK2UErVWlllmGW644QbWWWcdmqaxTqfDEEkMMTMWJyaJxU2tlYhg33331fe+9z3cnVIKLXcnIlhQ7o4kJDEkpcSXv/xlJk+eTH9/v0nCzBgiiZaZsTgxSSyO7r//fu2www488MADlFIYYmZIYkG5O2ZGrZUhZsbKK6/MFVdcwVprrYUkm4MhkjAzFjcmicXRSSedpBNPPJGZM2dSa6WVUqLWynAzM1pmhiSOOuooDjnkEPr7+83dWdyZJBY3TdPwsY99TLfffjulFIaklKi1MhzMDEm03J2IYMiGG27ItGnTWGGFFSznjCTMjJYkzIzFiUliURURuDutiMDdKaVw5513auutt+bpp58m50yrlMLCMmHCBM466ywmTpxIztkiAjPDzJCEmbE4MUksyiRhZkQEEUHOmf3220/nnHMOEUFEMMTdiQgWhi984QucdNJJjB8/3kop5JxpScLMWJyYJBZlkjAzWrVWer0eq6++uv7yl7/Q7Xbp9Xq03J2IwMyQxKtt1VVXZfr06ayyyiq4u5VSyDmzODJJLGokYWZIwsyQhJnRuvHGG7XtttsyMDCAJCKCubk7EcGryd1xd0499VQ+97nP0dfXZ03T0Ol0WByZJBZVEYG7U2vF3Zk5cyYHHnigLrnkEgYHB5GEmSGJIWaGJBaGddddlx//+Mcst9xy5JytlELOmcWNSWJRIwkzIyJwdyICd+dXv/qVdtttNx588EEk0XJ3IoJWzplSCguDu9PpdDj//PPZaaedcHdjjojA3VmcmCQWNZIYYmZIovXVr35VZ5xxBrNnz6aVUiIikISZYWZEBK+2lBIRQUqJrbbairPPPpsJEyZYp9MhInB3FicmiUVRRODutJqmoZTChhtuqLvvvhszQxJmhiRSStRaaaWUqLWysCy//PJcdNFFbLzxxkiynDOLG5PEokYSZsaQUgo33XSTJk6cyPPPP48k5kdKiVorZoa7U2vFzJBEzplSCq2cM6UUWu5ORDAvZsaQgw46iGOPPZb+/n6ThJkhiZaZsagzSSyKaq2klKi1klJiv/3207nnnkvTNLwSZoaZERG89a1v5cknn2RwcBB3JyJouTsRwfxwdyKC1rrrrsu1117LG9/4RpuDxY1JYlEmiSeeeIL1119fDz/8MBHB/DAzJOHuRAStbrdLa+edd+baa6/l6aefRhIRQcvdiQjmxd2JCFruTkqJiy++mG233ZZut2ssZkwSixpJmBm1VlJKXHzxxdprr70opVBrZX6YGZJomRmScHdWWWUVvvnNb3LKKadwxx13MHv2bMwMd6fWyvzIOVNKwcxwd2qtbLHFFkydOpUJEyYYf0cSLTNjUWSSWNREBGZGRDBz5kx23XVXXX/99QwODvJKpJSotdKaNGkSU6ZM4bvf/S7HHnssvV6PlpkhCTNDEvNiZrg7tVZab3jDG7juuuv4wAc+gLvbHAyRxBAzY1FjklgU9Xo9ut0u119/vfbYYw+eeOIJIgJ3JyKYH2aGJHLOlFIYM2YMZ5xxBp/97Ge555572HLLLfmv//ovmqZhiJkhiZdiZkiilXOmlIKZcfjhh/PVr36VMWPG2ByYGS1JDDEzFjUmiUVRRNDae++9dckllzA4OIiZYWZEBC+HuxMRrLzyylx55ZWsscYazJo1i0mTJnH99dczMDBAy8xoSeKl5JwppdDq6+tjcHAQM2ONNdbgnHPOYd1118Xdzd0ZIgkzY1FkkljUlFLIOTNz5kze+9736tFHH6VpGrrdLr1ej/nh7kQEKSVqrbTWW289fvKTn7DssssSEZx55pkcdNBB1FpJKVFKwd2JCOYlpYSZUUphSF9fH5MnT+bAAw8kpWTuzhBJmBmLIpPEokASLTOjFRHceOONmjhxIjNnzqQlCTNDEvPL3YkIWjvvvDNnn30248aNw925++672XjjjXn++efJOVNK4eXIOVNKwcyQRLfb5QMf+ABXX301EyZMMEmYGS1JNE1Dt9tlUWOSGM0igpaZYWZEBO5Or9dj77331uWXX87AwAAtM0MS8yOlREQgiZaZceyxx3LwwQfT19dH65lnnmGDDTbgwQcfpJRCK6VErZWXklKi1oqZIQl3JyJoLbfcclx99dWsvfba5Jyt1+uRc8bdaUnCzFiUmCRGG0mYGa2IwMwwM1qSMDMefPBBrbfeesyYMYNaK2aGJOaXmdGShJkxduxYLrvsMjbffHNSSgzZeeed+dGPfsTAwAAtdycieCnuTkRgZkjC3Ukp0TQNrQMPPJBjjz2WcePGWa0Vd8fMaEUE7s6ixCQx2kiiZWb8b0opnH/++frSl77E7Nmzabk7EcH8MDMk0co5U0phjTXW4NJLL+Vd73oXtVZyzrSmTZvGAQccwIwZM6i18nK4OxFBK+dMKQUzY4UVVuDWW29lpZVWMv5HRNBydxY1JonRSBItM6NVa6WVUuKxxx5jzz331C233MKsWbNomRmSSClRa+WluDsRQavb7dLr9dh///05+uijWXrppZGEmRERPPnkk2y99db8/ve/p5RCRDAvZoYk3B1JSGKImSGJ888/n8985jO4u3U6HRZlJonRSBKScHf+3i9+8QvtvPPOPPHEE5gZLUmYGWZGRDAv7k5EMOTqq69miy22wN0xM+a27777cs455xARSGJeUkrUWmm5OxHB3MyMzTbbjO9+97ussMIK2H+jJQkzY1FikhhtJGFmSKJlZgwZHBzk8MMP11lnncXAwADuTkTQMjMkMT/cnYigNX78eO655x5WXnllJGFm1FpJKdH60Y9+xN57782zzz7Ly2VmmBlDIgIzY/z48Zx++ulMmjQJSebuSEIS7s6ixCQx2tRaSSnRigjcndasWbN4+umn+eQnP6l/+7d/I+dM0zS0zAxJzA8zQxJmRmvVVVflN7/5DUsuuSTuTksSZoYkHn74YbbZZhv+8Ic/YGZEBPOSc6bWiiT+nrsTEWy11VZMmzaNMWPGWEoJSZgZixqTxGjX6/Xodru0/vmf/1lf+cpXGBwcpJRCy8xoSWJ+pZSoteLu7Lvvvhx//PGMGzcOMyMicHdaEUFr8uTJnHTSSQwMDDA3M0MSLTOjJYl5MTOWWmopbr/9dlZddVVSShYRuDuLGpPEaBYRtNydGTNmsPPOO+sXv/gFpRQigpaZIYmXK6XEUkstxbnnnss//uM/4u4MkYSZIYnWXXfdxUc+8hGef/55zAxJuDtmRq0VM6MlifnV7XY55phjOPjgg3F3c3dqraSUWJSYJEaziMDdad1+++3aYosteO6555DEEDNDEvPL3YkIcs6sssoq/OxnP+Otb30rc5OEmRERtNyd973vffzhD3/gf+PumBm1VuYlpUStldaaa67Jz3/+c5ZeemlLKRERuDuLEpPEaBMRuDu1VlJKRARN03DiiSfqxBNPpNfrsSDMDDMjIth22225+OKLGTt2LC0zY4gkJOHutA477DBOP/10XnzxRf6emZFSopTCvOScKaXQ6na7/PSnP+WjH/0o7m5zsKgxSYw2EYG7ExG4O60//elPfOYzn9E999xDKYWWmSGJV8LdkcS3vvUt/umf/olut0utlZQSkjAzWpIwM5qm4d5772W77bbjb3/7G5JwdyQREbTMDEnMi5khiSFf/OIXOeGEE1hiiSXM3VnUmCRGs8HBQfr6+rjyyiu1xx578MILL2BmmBmSkMTL5e5EBG9+85v54Q9/yNprr02n06HWSkqJVq2VlBK1VlJKtAYGBth888255ZZbkEQrpUREIImXw8yQRGu11Vbj/PPP54Mf/CDubixiTBKjkSTMjForTdNwwAEH6Pzzz6eUQsvMkMTczAxJzEvOmVIKO++8M1OmTGHZZZclpYSZMSQicHeapsHdSSkhieOOO44pU6Ywc+ZMWmZGSxItM0MS8+LuSEIS3W6XL3zhCxx99NEstdRSxiLGJDEaRQRmhpnxH//xH/rkJz/JH//4R1JK1Fr5e2ZGSxLzw935zne+w0477cS4ceOotZJSotaKu2NmtCICd6dpGjqdDnfccQc77rgjTz75JLNmzeLvpZSotfJSzAxJmBmSaL397W/nhhtu4J3vfKexiDFJjEalFHLORATf+MY3dNxxx9Hr9ai1Mi+dToemaUgpUWvFzJBEy92JCNydBx54gFVWWQUzoxURuDuSGGJmDCmlUGvlgAMO4Pvf/z4DAwOklKi18nK5OxFBp9OhaRpyzpx99tnssssu9Pf3W6/Xo9vtMjdJmBmjjUliNKq1klJixowZfPzjH9c999xDRCCJ+WFmuDu1VjqdDhFBrZUha621Ftdffz3LLrss/xtJtMyMIRFBRHD55Zfz+c9/npkzZzLE3YkI5peZYWZEBEO23HJLLr30UsaOHWsRQUoJSUQEKSVapRRyzowmJonRptZKSonWLbfcok033ZRaK6UU3J2IYF663S5N0yCJTqdD0zTM7dBDD+WYY46h2+0iCXdHEi0zoyWJlpkxt7/+9a9svPHG/PWvf0USLXcnInB3IoL5kVKi1oq7ExGMHz+e22+/ndVXXx13N/5HRODutGqtpJQYTUwSo00phZwzpRSOOuooffvb32ZgYIBaKyklaq3MS0qJWistdyciaOWcmTBhAhdddBGbbroptVbcHTMjIjAzzIyWJFpmxtwGBwfZY489uPzyy4kIJCGJlrsTEcxLSolaKyklaq24O63Jkyfz5S9/mTFjxlgphZwzrYjAzDAzRhuTxGjUNA0PPvggn/3sZ3XXXXdRa6XT6dA0DfNiZkiilVIiIpCEuxMRbLrpplx44YUsv/zySMLMaEnCzJgfV111FZ///Od59tlnkUStFXcnIpgfnU6HpmlwdyKClruz5pprcvHFF/Pud7+biDB3p1VrpZVSYrQxSYxW3/nOd3TIIYfw/PPPk3OmlML8MDMk0TIzJNHtdun1erROOOEEDjroILrdLpIwMyRhZrwUSbTMjGeffZaJEydy8803IwlJdDodmqZhfpgZkhhiZkhiiSWW4MQTT2Svvfaiv7/fIoKWu9OShJkxmpgkRptSCoODg3zmM5/RNddcgyRyzvR6PdydiGB+uDsRQcvdiQhWXnllpk6dygYbbEDLzIgIWu5ORODu/D1JzM3MOOmkkzjmmGOYPXs2LXcnIphfKSVqraSUkEREkHPm//yf/8P3vvc93vGOd5gkzIzRzCQxGt15553aaqutePrpp6m10urv72dgYID5ZWZIwsyQRM6ZnXbaiW9961sss8wyDKm14u6YGbVWUkrMTRItM2Nuv/71r9luu+146qmnqLUiCTNDEi/FzJCEmSGJIWaGJHLO/OxnP2ODDTagr6/PmEMSpRQ6nQ6jjUlipIkI3J1WKYWcMxFBRJBzpnXggQfq3HPPZfbs2aSUqLXSMjMk8VLMDEm4O62IoJVSYtq0aUycOBEzo2VmvFySMDOeeuopDjzwQC677DJKKZgZklhQ7s7EiROZOnUq7m6dTofRzCQxUpVSyDkTEbTcnaZp6PV6fPSjH9Xvfvc7Sim0UkrUWpkf7k5EMCSlRESw1FJLceedd7LSSithZrTMjJcrInB3JHHFFVewxx57MGvWLCSRUqLWyoJ685vfzF133cWyyy5rTdNgZuSckYSZMZqYJEaqUgo5Z2qtpJRoRQS33HKLtthiC2bPno0kWjlnSim8HDlnSim0UkrssMMOXHDBBXS7XYaYGa9ERODuPPXUU6y11lo8+uijtNydiGA4TJs2je22245Op2PuTtM0dDodRhuTxEgjCUm4O3NrmoaIYP/999cFF1xA0zS0Op0OTdPwcuWcKaVgZvT393PFFVfw8Y9/nE6nQ8vMeKWapiGlRGvSpElcfvnl1FqJCBZUSomIYLPNNuPcc89lxRVXZA7r9Xp0u11GG5PESBQRuDstSUQEKSV+/etfa+edd+Zvf/sbTdPQMjMk8XLknCml0Op2u6y00krcdNNN/MM//ANDzIxXqtZKSonWL37xCz796U/zzDPPIAlJLAgzQxJveMMb+P73v8/mm29OSslyzpRSyDkzmpgkRiJJRAQpJWqttFJKHHbYYTrjjDOYOXMmZoa7U2vF3YkI3J2I4KW4OxGBuxMRtPbZZx/OOOMMJJFSYrjUWun1emywwQbcc889mBmSGA5mxmc/+1nOPPNMxo8fb8xRSiHnzGhikhiJJFFrJefMkCeeeIJtttlG99xzD4ODg7RyzpRSyDlTa8XMiAheirsTEeScKaWw/PLLc+GFF7LpppvS6/XodrsMl6ZpyDlz0EEHce655zJr1iwWlJlhZkQEyy+/PD/84Q9Zf/31iQhzd0Ybk8RIJAkzIyJwdyKCq6++WnvttRfPPvss/f39DAwM0EopUWvFzJDEvLg7ZkatFXfnU5/6FGeeeSbjx4+nr6+P4VBrJaVEKyL45S9/yX777cf999/PcDAzJJFS4vDDD+eQQw5h7Nix5u6MNiaJkajWSkqJVtM0dDoddt99d02dOpWIYEGllKi10ul0uOKKK9h8883p6+tDEmbGgpCEmdE0DTlnzIwZM2Zw2GGHccEFFzA4OEjLzGhJwsxoSWJ+uTsRwTvf+U5uvvlmlltuOZOEmTE3SbTMjJHIJDFSSWLIjBkzWHvttfXoo49SSmFBuTsRwTLLLMPvfvc73va2t1FKIefMgpKEmRERuDtDpk+fzg477MDAwACSaJkZLUnMr5wzpRTcHUmMHTuWyy67jI9+9KP09/cbo4xJYiSShJnRqrVy7bXXatttt8XdKaUwHMyMiRMncskll9DpdGhFBO7OgpCEmTGk1kpKiRdeeIG1116bP//5z5gZkmillKi10jIzJPFSzAxJmBktSeyzzz4ce+yxTJgwwXgJkjAzRhKTxEgjiYggpUStlRdeeIEvfvGLuvrqq3nxxRcZDiklut0u06ZNY4sttsDMyDlTSiHnzIKotZJSolVrJaVEr9ej2+2y//77c/bZZxMRRAStlBK1VlpmhiTmJaVErZUhq622GlOnTmWdddYhpWT8/4gI3J2RxCQx0jRNQ6fTQRKtO++8U9tssw1PP/00pRSGQ6fTYc011+Sqq65ihRVWoFVrJaXEgooI3J1WRODulFJwd26//Xa23357nn76acyMWispJWqtvBwpJWqttNwdM+Owww7jiCOOoNvtGv9DEi0zoyUJM2MkMUmMRJIwM1rHH3+8jj32WAYHBxlOxxxzDIcccghjxoxhuPV6PbrdLi1JmBmtmTNn8olPfIJf/epXDDEzhkhiXlJK1FpppZSotdJae+21+clPfsLyyy+Puxv/QxJmRksSZsZIYpIYiXq9Ht1ulyeeeIJPfepTuuOOOyilEBFIYkGklHjzm9/MpZdeyvvf/35SSrTMjFIKOWcWVK2VlBKtUgo5Z1oRwQknnMBJJ53EzJkzGWJmtCQxL+5ORNBKKVFrJaVEt9vl1FNPZbfddqPb7Zq705KEmTFSmSRGmlorKSUkccUVV+iAAw7g8ccfZzhNmjSJk08+mWWWWYaUEhFBRJBzZkE1TUOn0yEicHdaEYG70/rNb37DLrvswl//+leapuGV6O/vZ2BggFZKiVorrQ9/+MP89Kc/pb+/3zqdDi1JmBkjlUliJJKEmbHNNtvommuuodaKmSGJ+ZFSotZKzplSCq2cM6UU3J0LLriAT3/603Q6HZqmodPp0IoI3J1X0wsvvMBXvvIVzjvvPJqmIaVErZWWmSGJl8vMaJkZv/rVr3j/+99PztlqraSUaNVaSSkx0pgkRpqIwN157LHH9OEPf5g///nPpJSICCTxcuWcqbUiiZQSyy+/PDfccAOrrroqnU6HVkTg7kjCzHi1/fCHP2T33Xdn9uzZlFLIOVNK4ZUyM4YcddRRHHzwwYwbN86YS0RgZpgZI4lJYqT63ve+p/3335/Zs2czJKVErZX5YWZIIudMKYWWmbHnnnty7rnnIomUEq2IwN1ZWB5//HE+8pGP8O///u9EBJ1Oh6ZpeKXMjCFrrbUWl1xyCauttprNQSsicHciAndnJDFJjDSSeOGFF9h222112223UWul1krLzJDEvKSUqLWSUqLWSmvs2LG4O9OnT2ejjTbCzGhFBO5ORODuvNpqrZgZ+++/P2effTbuTimFBWVmtPr7+zn99NPZfffdsTncnYjA3RmJTBIj0a9//WttuummzJw5E0nknGmVUpgf7k5EkHOmlEIrpcQHP/hBbrjhBnLO9PX1ERGYGWZGRODuLCw333wzO+64I08++SSSGA5mhiS22WYbzj//fCZMmGDMIYmWmTHSmCRGouOOO06TJ0+maRpaKSVqrZgZkngpZoYkhpgZLUkcc8wxHHroofT19dFqmoZOp0OtlZQSC9PMmTPZYYcduO6663B3IoLhstxyy3HRRRfxsY99jDmMOZqmodPpMNKYJEaaP//5z+y+++6644476PV6pJSotdJKKVFr5aWklKi1Mjcz4y1veQvTpk1j7bXXZuzYsUhCEu5OrZWUEgtDKYWcM5I466yzOPLII3nuuedoSWI45JyZNGkSJ598MhMmTDDmKKWQc2akMUmMNOedd54OPvhgnnvuOSTRcnfcnVIKL0dfXx+Dg4OklNhxxx0544wzmDBhArVWzAx3RxJmRkTg7iwstVbuv/9+9thjD+68807cnYhgOLg7Sy+9NDfffDOrrbYaOWeLCNydkcYksbBJwswYIomIIKXEwMAAn/jEJ/Sb3/yG2bNnY2ZIIqVErRUzQxLzYmZIouXuSOKKK65giy22oL+/n9dSKYWcM71eD3fnwAMP5Oyzz6ZVa2VB5ZyptSKJKVOmsN9++9Hf32/MERG4OyOJSeK1UEohpUQrIkgp0br33nu16aab8vjjj9NKKVFrxd2JCOaHuxMRpJQwM0opvOUtb+GWW25hxRVXJKXEay0icHdaV199NZ/+9KcppVBrJSIYDjlnNtxwQ6ZNm8ab3vQm63Q6RATuzkhikngtRATuTkRgZpgZtVbOPPNMHXLIITRNQ0qJWistM0MSZoYkXoqZYWZEBEP2228/Tj75ZPr6+hgJmqah0+nQeuaZZ9h444257777kMSCMjMk0dfXR62Va6+9lo997GNIMndnpDFJLGwRgbvTkoSZERE89dRT7LrrrrrppptomgYzo9ZKK6VErRUzQxLzklKi1kqrr6+Pm266iTXXXJP+/n5GiohAEu7OkUceycknn0yv12NBuTutiKB10EEHcfzxx5NSspwzI41JYmGrtZJSotZKSglJmBnTp0/X7rvvztNPP83ccs5IotbKy9HpdKi1svLKK3PnnXfyhje8ATPjtVZrJaVErZWUEpK499572XbbbfnLX/6CJIZLt9vlHe94B1OnTmXdddel1mopJUYSk8RrodZKK6VE0zSklNh///117rnnUkphiJlhZkQELTNDEvNiZrTMjAMPPJCjjjqK8ePHExG4O68lSZgZQyRRa2XixIn85Cc/QRLDwd2JCMyMI444gsmTJ1NrtZQSI4lJ4rVQSiHnTCsiuOuuu7TbbrvxwAMPIAkzo9bK3MyMliTmpdvt0uv1WGWVVbjoootYa6216HQ6mBlmxmut1kpKiVatlZQSZ5xxBocffjgvvPACC8LdiQhyzpRSaL3vfe/jqquuYsUVVzR3ZyQxSSxsEYGZYWYMDg7S19fHqaeeqq997Ws0TYMk5mZmpJQwM5qmYX6YGa3dd9+dKVOmsMwyy9A0DZ1Oh5FCEmZGKYWcM/fccw877rgjf/zjH1lQZoYk3B0zo9bKj3/8Y7bYYgs6nY4xgpgkFrZaKyklWrVWmqbhk5/8pG6++WZaEcGCMjMkcd1117HJJpvQ19dHq9ZKSonXWq/Xo9vtIgkzozVz5kwOP/xwvvOd7zAwMMAQdycicHckIYmXYmZIYoi7ExFst912nHfeeSy11FJWSiHnzNwiAjPDzFiYTBKvhVIKKSXMjN/97nfacsstefzxxxkOKSVqray44orcdNNNrLTSSpRSyDkzUkQE7k6tlZQSQ6677jp23HFHXnzxRSQhCXcnIng5zIyWJFpmxpve9Cauv/56Vl99dfr6+qxpGjqdDhGBu/NaMUm8ViTRNA1HH320vvGNb+Du1FpZUO5ORLDvvvvyzW9+k76+PmqtpJSICNydkaLWSkqJiMDdeeGFF9hkk034wx/+QCkFSbg7rYjAzJDEvLg7EcGQlBK1Vk455RT22Wcf+vv7rZRCzhlJmBmvFZPEwhYRuDsRwUMPPcRWW22lP/3pT5RSGC7jxo3j2muvZcMNNySlxEglCTOj1TQNnU6Hk046iWOOOYbZs2fTSikREUjC3YkIXo6UErVWzIwNN9yQqVOnssIKK9DX12f8HUmYGQuTSeK1Iokf/EB50TAAACAASURBVOAH2nPPPWmahlornU6HpmlYUOuttx7XXXcdSy+9NK2IoNZKp9NhJIgI3J25SUISDz30EBtssAFPPvkkZoa7U2tlfrk7EcGQlBK1VrrdLq3TTjuNvfbai263a7VW3B0zQxJmxsJmkljYJNEaHBxkr7320pVXXsng4CAtM0MSC6Kvr4+jjz6agw46iE6ngyTMjJFEEmZGq9fr0e12aUUEZsZGG23EbbfdhiTMDEmYGZKYX2aGJNwdSUiitckmmzB9+nTGjh1rkpCEu1NrJaXEwmaSWNgiAnfnlltu0aRJk3jkkUeICHLONE3Dgnrve9/LxRdfzBprrIEkaq3knGmVUsg5M1JIotZKK+eMJMyMKVOmcOqpp/LEE08wxMyQxPxyd1oRQc6ZUgrdbpexY8dy5ZVXstFGG9HpdEwSLTNDEmbGwmSSeC3UWjnyyCN16qmnMjg4iJnRksSC2mWXXTjrrLNYcsklKaWQc0YSknB3RoqIwN1plVLIOTPk/vvvZ9ddd+Xuu++mlIK7ExHMDzNDEmZGSxKtbrdLr9ejtd9++3H88cczfvx4iwgkkVIiInB3FiaTxKuh1kpKiVorKSWGSMLMKKWw/vrr67e//S05Z0optFJK1FqZH+5ORNBydyICM+Piiy9m6623ZokllmDI4OAgfX19SMLMGMkigsHBQU499VSOO+44BgYGMDNakhgOb33rW7nmmmt417veRafTMeZomoacM2bGwmSSeDVEBO5OKyKotdLpdBhy4403as899+Thhx/mlUgpUWul1el0aJoGM2P11Vfnsssu4z3veQ8tSZgZEYG7ExG4O6PBrbfeypZbbsnMmTOJCFJK1FpZUO5OzpnTTjuNvfbai5yzRQQ5Z14LJonhFhG4O5IwM2qttFJKRAS9Xo8vfelLuvDCCxkcHKSVUqLWysuRc6aUgpkhCXfna1/7GkcccQT9/f1EBJJIKTEazZ49m4022ojf//73NE3DcDEzJLHtttty4YUXsuSSS1ophU6nQ0Tg7ixMJonh1jQNnU6HIZIwM1qlFO677z7ttNNOPPDAA7TcnZYkWpKYHzlnaq1IIufMEksswc9+9jPWXXddIgIzo+XuSEIS7s5oUGslpcQJJ5zA8ccfz+DgILVW3J2IYDisuOKKnH/++WyyySbYf6PWSkqJhckkMdwiAnenVWslpUSr1kpKiVNPPVVHHnkks2bNouXuRATuTkQwL91ul16vxxB3J6XE+uuvz/Tp0xk/fjwRgbvTkoSZUWslpcRo8sADD7DZZpvxyCOPEBGklKi1sqBSSrR23XVXzjrrLPr7+61pGjqdDgubSeLVIAkzIyJwd0op5JyZNWsWO+ywg66//nokIQkzIyIwMyQxP9ydiKBlZkhi8uTJHHrooXS7XYZIwsxoSUIS7s5IFhG4O62IYLvttmP69OlIIiJYUO5ORNBaccUV+eUvf8lKK61ErdVyzixsJolXgyQk4e60aq2klLjhhhu099578+ijj2Jm1FpxdyKClrsTEcxLSglJSEISq6yyChdddBHrrLMOOWfMjForrZQSQyRhZoxktVZSSgy58MILOfzww3nssccYTiklzIxTTjmFvffem/7+fpuDhc0kMdwkYWZIwsxoRQRmxn777afzzjuPgYEBhpgZ7k6tFXcnIngpOWdKKbRSStRa2WOPPTjzzDPpdDq4O+6OJMyMVq0VM8PdGQ0iAnen9dhjj7Hjjjty2223kXOmaRoWVKfToWkaWuuvvz4/+tGPeNOb3mRz4O4sTCaJ4VZrJaWEJMyMVq2VGTNm8KEPfUgPPPAAC8LMkERKiVor7s4VV1zBJz7xCcaMGcOioNZKSomIQBJHHHEEU6ZMoRURLIicM6UUhowZM4azzjqL3XbbjTlsDiICd2eIJGqt5JwZbiaJV0NEIImUEq2I4LLLLtO+++7Ls88+y4IyMyRhZqy55pr84Ac/YLXVVmNwcJBut8toZmZIwswYct1117HTTjvx/PPPM1zMDEm0Pve5z3HKKacwbtw4m4OIYIi782oySbwaJNEyM1ovvvgikyZN0lVXXUVEsKBSStRayTnz8Y9/nFNOOYV3vOMd1FoZHBxkNKu1klKiZWZ0Oh3uvfdett9+ex599FGGQ86ZUgpDVl11VaZNm8Zaa61FSsmYiyTMjFZE4O4MJ5PEcJOEmdGShJlx9913a6uttuI///M/iQgWlJkhidZyyy3HBhtsQH9/Pyklaq2MZu5OSomBgQE6nQ7jxo3jySef5Nprr2VwcJDhkFKi1sqQlBJHHXUUhx56KDlnc3eGRASSSCkREbg7w8kk8WqqtZJSYsqUKTrqqKNomoZaK8PBzBjS19dHr9cjIljUpJSotWJmuDu1VhaEuxMRDHF3IoJ1112Xa6+9lje+8Y02B6UUcs60aq2klHg1mCReDQMDA/T39yOJGTNmsMMOO+jWW2+l1+uxoLrdLk3TYGZEBEPcnYhgtHN3JJFzxt0ZHBwk50wpheFgZkjC3YkIWjlnWj/96U/ZfPPNmcOapiGlhLszRBJmxnAySbwaaq2klGhdeuml+tKXvsSMGTPo9XoMBzNDEmaGJFruTkSwKOrr62NwcJCUErVWhltKiVorkyZN4qSTTmK55ZYz5pCEmSEJM0MSZsZwMkkMt1IKOWciAndnl1120eWXX06tlYhgOHS7XXq9Hq1Op0PTNLTcnYhgtEspUWvF3ck50+v1aJkZkhgu7k5EMGTppZfmqquuYr311qOvr88iAnenlELOmVeDSeLVIImI4Omnn9b73/9+HnnkESTxupHvwAMP5Oijj2bJJZc05pCEmdHr9eh2uww3k8RwK6WQc6Z1+umn64gjjmDWrFnUWnF3IoLXjVzrrLMOU6dO5d3vfrc1TUO322VI0zR0Oh2Gk0liuEnCzCilsPHGG+u2224jpUStldeNfH19fZxzzjnstNNO9Pf3myRaZoYkzIzhZJJ4tdx1113afPPNeeqpp3B3JCGJ141sZsb222/Pd7/7XZZaaimrteLuNE1Dt9tluJkkhpskaq0cf/zxOumkk5g9ezZmhiTMDEm8buQyM5ZZZhmuu+461lxzTXLOFhG4O68Gk8Rwk8RDDz3EpEmTdPvtt2NmSEISOWdKKbxu5HJ3IoKDDz6YyZMnM2bMGON/RATuznAySbwavv3tb+vYY4/lmWeewcyQRMvMkMTrRq6cM6UU3va2tzF9+nRWX3113N16vR7dbpfhZpJ4NWy88ca69dZbMTNqrbT6+voYHBzkdSNfSolaK2eddRZ77703nU7HJGFmDDeTxCsREbg7rVorKSVapRT+9re/af311+eJJ57A3YkIWp1Oh6ZpmBczQxIpJWqtuDsRQc6ZUgqLu5QSEUFLEmaGJFJK1FpZUGaGJHLOfOhDH+LCCy9kxRVXNOaICNyd4WSSeCVqraSUaEnCzCilkHPmm9/8pr7+9a8ze/Zs3J2IoOXuRATzknOmlMIQM0MSr/u/dTodSim4O51Oh1IKpRSGi5nxxje+kXPPPZfNN9+cvr4+mwMzYziZJF6JUgo5Z+bWNA0DAwNsvPHGuuuuu3B3JCGJIe5ORDAvZoaZYWa4O7VWIoKUErVWFmedToemaXB3IoJXg5nRksTnP/95TjvtNDqdjuWcGW4miVeilELOmZYkzIzWv/zLv2jrrbfmxRdfpGVmSMLdiQjmV7fbpdZKrZW5mRmSeN1/MzNSSkQE7k5EEBEsKDOjJYnVVluNn//85yy//PLknI1hZpJ4JSTRMjMigpaZcdBBB+nss89mcHAQSaSUqLViZpgZEcH8cncigjFjxjAwMEBKiYggIljcdTodSilIIudMKYWcM6UUhlNKidZpp53GF7/4RSLCcs4MJ5PEgpKEJO677z7tuuuu/Ou//itN09DKOVNKoeXuRATz4u5EBDlnaq1IojVhwgT6+/sxMxZ37k5EYGa4Ow8//DCtvr4+BgcHGQ5mhiRa66yzDjfeeCNLLbUUcxjDyP6/9uAFxs6q7Pvw777XevYMPQRpoCAKmBpiUCFgAokIVpREoUQEKpJWRI42YEGBKkENGC1qLfriIQgIBLCFlkrwABYICEERIgkSRakEBPGMqLTOae+17v87T75vkn4N0k5niH5xX5ckpkISZkatlS984QtasWIFL7zwApszMySxrVJK1FrZ3BFHHMGCBQvYddddGRkZ4b9dRJBSYocddmDjxo3cd999rF27lm63S62V6WBmSCKlREqJm266iXe/+92klIxpZJKYLElIwt3p9Xo0TUMphSOPPFL33nsvvV6PnDOtUgopJVq1VraVuxMRmBk77rgjX/ziFznxxBMZGBig1+vRB7VWOp0OEcGvfvUrTjnlFB5++GGmyt2JCFo5Z0op5JxZtGgRK1euZJdddjGmkUlie0nCzGg9+OCDWrhwIX/4wx+QxFQNDAwwNjZG621vexvXX389e+yxBxFh7s5/u1IKOWe63S6dTgeNO+2001i9ejWjo6NMMDMk0TIzJDEZOWdKKZgZc+fOZfXq1RxyyCF0Oh2LCNydliQkYWaYGZNhktgeEYGZ0SqlcPHFF2vFihXUWpHEVKSUqLUy4eKLL2bZsmXMmDGDcUbf/0MSZsb3vvc9nXLKKfz1r3/FzJDE5nLO1FqRxNaYGZIwMyTRyjlz/vnnc/HFF5NztpQSkpCEu7O9TBJT9bvf/Y4jjjhCv/jFL8g5U0phKtydiMDd2Wmnnfjud7/LwQcfTCnFcs70/R+1VlJK9Ho9mqZh48aNOvbYY/nhD39IRODuRAQTUkpEBJKYDDNDEq0DDjiAO+64gzlz5lhKiVZE4O5sL5PEVEji29/+tk488US63S6tiGCqzAx358gjj+Tqq69ml112oZRiOWf+20UE7k5LEpJwd0opXHPNNTr33HMZGhoi50wphalyd8yMiGDmzJnceOONLFiwAEnm7kyICNydyTJJTFZEIImUEi+88AJLly7VDTfcQM6ZUgrT6corr+T9738/AwMD5u70QSmFlBJmhiTMjFa32+X555/XYYcdxoYNG3B3JNGSxLYyMySxpZQStVYWL17MlVdeSafTsZwzrYjA3ZGEmTEZJontERG4Ow899JAWL17Mk08+yXRJKVFrZccdd+SBBx5g7733pmkaY1xE4O70QUTg7kjCzJhw0kkn6aabbqLb7dIyMySxPdydiKDl7kQEu+66K7fffjtvetObGGeSaJkZEYG7Mxkmie0VEVxyySX6/Oc/z9DQEC13JyKYCncnIjjmmGO49tprmT17Nu5ukmiZGX1QayWlRK2VlBItSaxbt07Lli3jmWeeYapSSkQEkmillJDEhRdeyAUXXMDMmTONzUjCzJgMk8RklVLIOTM8PMzRRx+te++9l1IKZoYkpsPs2bO59NJL+eAHP0jO2cZRSiHnzH87SZgZLUmYGa1SCjln/vjHP+rYY4/l4YcfppSCuxMRmBmS2Bozw8yICCa4OxGBmWFmvPGNb+SWW25hr732IudsjCulkHNmskwS2yIiMDPMjAk/+MEPdMIJJzA8PEwphZaZIYmXYmZIouXuRATuTkRgZpgZb3zjG7n11lvZY489cHcbhyTcnb6XVmvl05/+tFauXMno6ChmRkQwnWbPns0nP/lJzjnnHAYGBkwSZkatlZQSk2GSeDGSaJkZWyqlUGvltNNO0y233MLw8DAtd0cSkngpZoYkJpgZZkZE4O5EBEuWLGH58uXMmTPH6Ju0O+64QyeffDLPPfccpRRaOWdKKUyVuxMRHHzwwdx99910Oh1zd7rdLp1Oh8kySbwYSbTMjC1J4umnn9ZBBx3EP/7xD0optNydiGBrzAx3p9ZKy92JCCbssMMOrF69mgULFtA0jUUE7k4rInB3+l7aCy+8oNNPP53vfOc7dLtdWu5ORDAd3B1354EHHmC//fZjYGDAJGFmTJZJYltIYoKZcf3112vJkiWMjIzQSilRa2VbuTuSkMSEnDOlFA466CDWrl3Lq1/9alJKJgkzQxItM6PvX6u1klLi+9//vhYtWsSmTZtIKVFrZbp0Oh263S7nnnsun/3sZ2maxnLORATuzmSYJLYmImi5O62///3vnHrqqbrzzjsZGhqi5e5IQhLbysxIKVFKwcxomoZut8vy5cs599xz6XQ6xjh3RxItM6PvpZVSyDnzz3/+UwceeCCPP/44KSVqrZgZkpgOZsa8efO477772Hnnna3T6WBmTJZJYkuSMDMmSMLMmHDXXXfp5JNP5ve//z0pJWqttNydiGBrUkrUWmnlnCmlYGZIYubMmdx///3sv//+jDPGmRkRgZlhZvRtG0mccsopuv7664kI3J2IYLqtXbuWhQsXUmu1nDOTZZJ4KZIwM1qSqLVy/vnn64orrmB0dJSmaSilIAkzQxJbY2aYGRGBuxMRTDjssMO49dZbmT17NuOMcWZGRODuSMLM6HtpkogIvvvd7+qcc87h2WefxcyQxHRIKVFrpXXcccfxP//zP7zqVa/CxjFJJol/JSJouTutXq/H6Ogo8+fP189//nMigojA3ZFESxLbomkaer0e7k5E0BocHOTjH/84F1xwAQMDAzaOVkTg7vRtG0nUWsk589e//lULFy7koYceYnR0lJQStVamQ0qJiOAVr3gFV199NQsWLKDT6RiTZJJ4MbVWUkpsLiJYtWqVzjzzTEZHRyml0DIzJNFydyKCl5JSotZKy91pRQSvfOUrue222zjggAMYZ/Rtl4jA3WnVWrn88st13nnn0e12MTMkMVVmhiRaKSUWLFjAt771LWbOnGmSSCkhCTOj1+vRNA2tWispJTZnkthSrZWUEpKotZJzZnR0lMHBQRYuXKjbbruNbrdLRNAyMyTRMjMksTU5Z0opuDsRQeuEE07gq1/9KjvvvDPjjL4p6fV6NE3Do48+quOPP56nnnqKiCAimCp3JyIwMySx++67c8cdd/CGN7yBcca4Wis5ZyZEBGaGmbE5k8SWIgJ3pyUJM6PWysaNG/W6172O559/noigZWa0JNEyMySxNSklaq24OxHB4OAgl19+Oe9///vJORt92y0icHciAnen1+vpIx/5CN/85jfpdrtMJ3cnImitXLmSD3/4wwwMDBjjJCEJd6dVSiHnzJZMEi+m1kpKiVav16NpGm644QYtWbKE4eFhJpgZLUm0zAxJvBQzQxLujrtTa2X//ffnuuuuY5999iHnbPRtt4jA3WlFBK27775bxxxzDENDQ5gZkpgKdyciaLk7ZsaBBx7I7bffzk477WQRgbsjCUm4O/+KSeLFlFLIOdOqtfL8889r8eLF/OhHP2J0dJSWmdGSxAQzQxIvxcyQRM4ZSdRaufDCC1m2bBmveMUrjL4pGxsbY2BggFYphU2bNmn+/Pk8/vjjlFJoSWJ7pZSQRETQSinR6XS4++67OfDAA6m12sDAAK2IwN1plVLIObM5k8SWSinknGnVWkkpccstt+j000/nb3/7G2bGBElszsyQxNbknKm1IonWXXfdxSGHHMLg4KDRN2URgbvTqrWSUuJjH/uYvvSlLxERTJDEZLk7EYGZ0ZJEy8w4++yzWb58OTNmzLBaKzlnaq2klGhJwszYnEliS6UUcs5Iwszo9XqcccYZWrNmDSMjI5gZLUlsr5wzpRRa++yzD+vXr2e33Xaj0+kYfdMmImi5Oz/+8Y914okn8vTTTzNBEpPl7kQEE3LO1Fpp7bnnnlx33XXMnz+fWqullCilkHMmInB3tmSSeDGSiAhSSvz2t7/l8MMP1zPPPEO322VLZkZLEtvC3YkIzIycM6eddhorV65kxowZRt+06PV6pJRwd1qSGBoa0qmnnsq6deuQREsS2yOlhCQiAjPD3am10ul0+OhHP8qnPvUpZs6caYyThJnR6/VomoYtmST+lVIKOWeuuOIKLVu2jKGhISKCqTIzJNGaO3cua9as4S1veQtN01gphZwzfVMXEbg7E0oprF27VkuWLGHTpk3knGmVUkgpUWtlOuyzzz7cc8897LLLLpZSYnMRgbuzOZPEi6m1IomcM+95z3u0fv16xsbGmC4pJSTx+te/njvvvJNdd92ViLCcM31TIwkzY0KtFXfHzHjkkUe0aNEinnzySXq9HmZGSxItM0MSUzFz5ky+8pWvcMIJJzBjxgxjXK2VlBIvxiTxUn75y1/qHe94B8899xy1VtydiGA6pJT48Ic/zBe/+EVyzjaOvukREbg7rVorZoa7MzQ0xAUXXKCrrrqKsbExWmaGJNydiGA6vOtd7+Lb3/42g4OD5u5Iwsx4MSaJLUnCzGgtX75cl1xyCcPDw7g7EcF0MDPmzp3LmjVrePOb30yn0zHGScLM6JuaiMDdeTH33XefjjzySCKC0dFRJqSUqLUyVe7OjjvuyE9/+lP23HNPmqYxxknCzNiSSeLF9Ho9/vjHP3LSSSfpvvvuQxIzZsxgeHiYqXJ3IoJFixZx2WWXsfPOOzPOut0unU6HvukjCTOjVUohpcTw8LDmz5/Po48+SimFVkqJWivTaeXKlZx11lk0TWMpJf4Vk8S/cu211+qCCy7gL3/5C+5ORODuRART4e5EBLfeeivvfOc7GRwcNElMMDP6tl9E4O60JBERpJSotZJSQhKf+9zndNFFF1FKwd1xd0op5JwppTBVOWf2339/1q5dy2te8xoiwlJKSMLM2JxJYksRQa2VE044Qbfeeistd6eUQqfTodvtMhVmxi677MIjjzzCbrvtxjiTREqJWispJfq2X62VlBKSMDMiAndHEmZGRPDLX/5Sxx9/PBs2bEAS7k6tlZQStVamqmkacs6sXLmSU089laZpzN2RhJmxOZPEi9mwYYOOPPJInnrqKcwMSTRNQ6/XY6rMjPe9731cddVVzJo1i3EWEZgZZkbf9Oj1ejRNwwRJtMyMXq+nk046iZtvvplSCu5OKyKYqpQStVZSSrz97W9n9erV7LzzzsY4SZgZmzNJSMLMkMSEz3zmM1q5ciWbNm3CzGhJYls1TUOv1yOlRK2VlrsTEcyYMYM1a9Zw+OGHMzAwYOOICMwMM6Pv5dftdrnpppu0dOlSNm7ciJkhCXcnIpiqnDOSGBwcZNWqVRx99NGMM0mYGZszSUQE7k5E4O4MDQ3xrne9Sw888ACSkERKiYigJYnJ6HQ6dLtdWk3TsO+++3LzzTczb948xpkkzIxWrZWUEn0vn4jA3dmwYYNOOeUUHnzwQSKCgYEBxsbGmA5mhiRaH/rQh7j00ktpmsY6nQ5bMkm0JGFmtH7yk5/o8MMPZ3h4mJwzpRRaZkZLEtvCzJBEzplSChPOOussLrvsMlJKJglJuDutiMDd6Xv5RATuTq2VL3/5y/rkJz/J2NgYOWdKKUyVuxMRmBmS2GuvvbjnnnvYc889LefMlkwSrYjA3RkaGuJTn/qUvv71r9PtdnF3Ukr0ej22lbvTigg2Nzg4SERwww03cPzxx1NKMXfH3YkIWu5O38tLEmZGrZUnnnhCBx98MBs3bqTWirsTEUyFmSEJd6cVEdx44428733vIyIspcTmLCJoScLd2bBhA0cddZSeffZZxsbGaHU6HbrdLi0zQxJbY2ZIwsyQREoJSRx66KFcd9117L777jRNY5IwMyICM8PM6Ht5lVLIOVNKISL09re/nYcffpixsTGmk5lhZkQECxcu5Bvf+AazZ8+2TqfD5qzWirvTksS6dev0wQ9+kOHhYVJK1FppNU1Dr9fD3YkItkXOmVIK7k4rIvjyl7/MWWedhSTrdDpIomVmtGqtpJToe3nVWkkp0brsssv0iU98gqGhIaaLuxMRTJg7dy6rVq3i8MMPZ5yxGYsIzIzWn//8Zy688ELdeOONjIyMkHOmlEIr50wphclIKVFrxd2JCGbNmsW9997LAQccQERYzplWRODutCICd6fv5dXr9WiahtYzzzyjo446iscee4yWJKbK3YkI3J2IIOfMGWecwYoVK5g5c6axGZOEJEopPPLII3rve9/L7373OyTRkoS7ExG4OxHB1rg7EUHLzJBE65BDDmHdunXMnTsXG1dKIedMq5RCSgkzo+/lFRG4OxFBy921ePFi1q1bR7fbZTqllKi10jQNr3zlK/n+97/Pvvvuyzjj/zJJ1FpJKbF06VJdddVVjI2NMVXuTkSQUqLWSqfT4Wtf+xonnngig4ODRt+/TSmFnDMRQbfbZXBwkLVr1+rMM8/khRdeoJTClgYGBhgbG2N7mBmSyDlz0UUXsWzZMgYGBiwicHeslEJKieeff563vvWt+vWvf00phakwMyTRSikREcyZM4cHH3yQefPm4e5G37+NJFqScHdav/nNb3TmmWeyfv163B0zo9bKlnLOlFLYGncnImillDAzSinst99+rF+/njlz5tjAwAClFEwSkrjjjjt0zDHHMDY2hiSmKudMKYVWSon58+dz++23MzAwwDij798qInB3WqUU3F3XXnstS5cuZWRkBHcnIjAzJDHB3YkItibnTCmFzZkZkrjzzjs59NBDGRwctIjAIoKRkRHOO+88XXfddYyMjDAdmqah1+vRmjFjBitWrOADH/gAs2fPNvr+Y0iiVWvlT3/6kw499FCefvpp3J2IwMxwd2qtbCszQxJmhpkREbQGBwcZHR3l7LPPZvny5XQ6Het0Oli32+Xpp59mwYIFeuKJJ5gOTdPQ6/UwM3LO7LfffqxevZp58+aRczb6/u0k0YoIUkrUWkkp6eijj2b9+vWUUogINpdSotbK1uScKaUwodPp0O12cXcigte+9rXcfPPN7LvvvuSczWqtXHPNNTrnnHMYHh7G3YkIpsLdiQgmfPazn+Wcc85h1qxZRt9/hFIKOWckYWZMuP7667V06VI2btyIu9OKCFopJWqtbI2ZIYmcM6UUUkpIIiJouTsrL4FDwwAAAfFJREFUVqzgvPPOY5zZ73//e5YsWaIf/OAHSEISEcFUpZSotbLDDjtw//33s++++5JSspQSff9ZxsbG6HQ6mBl//vOfddRRR/Hwww/TcnciAjNDEtvKzMg50+v12FxKiYjgrW99K1dddRV77703dtttt+n000/nD3/4A9PFzJBE6/Wvfz333HMPu+66K+MsInB3+v59JGFmlFLIOdOShJkhiaVLl+qGG25g48aNTEgpUWtlstydiKDl7kQEZkan0+Gb3/wmixcvxo477jitX7+ekZERIoKmaej1ekyXc889l0suuYSUkuWc6fvPd9ddd+n000/nmWeeIaVErRV3JyKYDu5ORDB//nxuueUWbO+999YTTzxBa/bs2WzatImmaZgKM6PX6zFv3jxWrVrFG97wBmbNmmWMq7WSUqLvP9ff//53nX/++axZs4ahoSHMjFmzZtHtdpGEJKYiIjAzOp0OP/vZz7BVq1bpn//8J7VW3J2cM7VWpkoSc+bM4dhjjyUiaJrGGCcJM6PvP9tjjz2mhx56iForEUGr1krTNEhiKnq9HpLodDosWrQI07hut0un02FoaIjBwUEigqmQRKfTodXr9Wiaxuj7/0av16NpGkZHR+l0OnJ3er0ekkgpERFMRdM0jIyMsMMOOzA6Osr/AkOsXrZhYdsoAAAAAElFTkSuQmCC\",\"boxArea\":\"463.49\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77"}},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Backerboard Cabinet","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Initializing MathExecutor {"data":{"variables_count":191},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: MathExecutor variables set {"data":{"variables_count":191},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"3.83789"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"43.826526"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.40616"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"9.9007056"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":6.67625},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":58.955922},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.212"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"57.88815"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"1.118"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0.945"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"4.8755"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0037610513160000005},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":3.7610513160000005},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00029871497500000006},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.29871497500000005},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0028492813000000005},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":2.8492813000000003},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0058559644"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"5.8559644"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.0028420854"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"2.8420854"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.003805428"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"3.805428"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.0003036352"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.3036352"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":3.9432321182000005},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":11.3625},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"11.514"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"3.8923000912057"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] 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":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] 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":"31.633633055556"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"405.84624846667"},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":656.92424477587,"totalDenseWeight_before_formula":62.254949307352696},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":722.6166692534571},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":7,"totalDenseWeight":0},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:03] local.INFO: Box added for backerboard cabinet 2 inch mounting {"data":{"length":5,"width":124,"height":26.77,"denseWeight":0},"timestamp":"2026-02-26 06:15:03"} 
[2026-02-26 06:15:04] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":5,"width":124,"height":26.77},"quantity":1,"denseWeight":1}],"cheapestShippingCost":564.51,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":705.095,"tariffAndDS":705.095,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1123.2538825,"totalShipmentCostFormula":"((tariffAndDS (705.095) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1123.25","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":399.05,"tariffAndDS":399.05,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":666.1756750000001,"totalShipmentCostFormula":"((tariffAndDS (399.05) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 666.18","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":534.8199999999999,"tariffAndDS":534.8199999999999,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":822.0183399999997,"totalShipmentCostFormula":"(( tariffAndDS (534.82) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 822.01834","careerDDPValue":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":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":"512.51","tariffAndDS":512.51,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":564.51,"totalShipmentCostFormula":"(((tariffAndDS (512.51) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 564.51","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":492.93,"tariffAndDS":492.93,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":749.6347737499999,"totalShipmentCostFormula":"(((tariffAndDS (492.93) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 749.63477375","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":995,"tariffAndDS":995,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":995,"totalShipmentCostFormula":"((tariffAndDS (995) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 995","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":562.1700000000001,"tariffAndDS":562.1700000000001,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":853.3476387500001,"totalShipmentCostFormula":"(((tariffAndDS (562.17) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 853.34763875","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":622.3399999999999,"tariffAndDS":622.3399999999999,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":943.4747774999998,"totalShipmentCostFormula":"(((tariffAndDS (622.34) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 943.4747775","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":492.93,"tariffAndDS":492.93,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":749.6347737499999,"totalShipmentCostFormula":"(((tariffAndDS (492.93) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 749.63477375","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-02-26 06:15:04"} 
[2026-02-26 06:15:04] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":1.66},"timestamp":"2026-02-26 06:15:04"} 
[2026-02-26 06:15:04] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"22.77","sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/3d-aluminum-backer/halo-lit-channel-letters-with-aluminum-backer.png","mounting_type":"Backerboard Cabinet","combined_production_cost_usd":730.0,"total_production_cost":1200.0,"totalDenseWeight":0,"totalVolumetricWeight":54.5,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":705.095,"tariffAndDS":705.095,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1123.2538825,"totalShipmentCostFormula":"((tariffAndDS (705.095) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1123.25","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":399.05,"tariffAndDS":399.05,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":666.1756750000001,"totalShipmentCostFormula":"((tariffAndDS (399.05) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 666.18","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":534.8199999999999,"tariffAndDS":534.8199999999999,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":822.0183399999997,"totalShipmentCostFormula":"(( tariffAndDS (534.82) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 822.01834","careerDDPValue":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":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":"512.51","tariffAndDS":512.51,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":564.51,"totalShipmentCostFormula":"(((tariffAndDS (512.51) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 564.51","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":492.93,"tariffAndDS":492.93,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":749.6347737499999,"totalShipmentCostFormula":"(((tariffAndDS (492.93) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 749.63477375","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":995,"tariffAndDS":995,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":995,"totalShipmentCostFormula":"((tariffAndDS (995) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 995","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":562.1700000000001,"tariffAndDS":562.1700000000001,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":853.3476387500001,"totalShipmentCostFormula":"(((tariffAndDS (562.17) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 853.34763875","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":622.3399999999999,"tariffAndDS":622.3399999999999,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":943.4747774999998,"totalShipmentCostFormula":"(((tariffAndDS (622.34) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 943.4747775","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":492.93,"tariffAndDS":492.93,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":749.6347737499999,"totalShipmentCostFormula":"(((tariffAndDS (492.93) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 749.63477375","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]}}},"cheapest_shipping_cost_usd":570.0,"totalCost":1770.0,"productionResults":[{"material_id":1,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":null,"sequence_no":1},{"material_id":2,"dense_weight_expression":3.83789,"result":"43.826526","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":"Aluminium 12 G / 0.08 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":2},{"material_id":3,"dense_weight_expression":1.40616,"result":"9.9007056","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"Aluminium 14 G / 0.074 inch - Corrosion-resistant, and Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":6.67625,"result":58.955922,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"Frosted Acrylic 8mm / 0.315 inch - Ideal Light Diffusion for Halo Sign Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":1.212,"result":"57.88815","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC, IP65, 0.72–1.2W per module","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 – 12V DC output (10A + 5A split), 180W total, UL certified.","sequence_no":15},{"variable_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":16},{"material_id":17,"dense_weight_expression":0.945,"result":"4.8755","sign_material":"Wire 18g UL UL Certified Red & White China","description":"Wire 18 Gauge (Red & White) UL Certified – 18 AWG stranded copper, 300V, PVC insulated, UL-approved.","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.0037610513160000005,"result":3.7610513160000005,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.00029871497500000006,"result":0.29871497500000005,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.0028492813000000005,"result":2.8492813000000003,"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":0.0058559644,"result":"5.8559644","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.0028420854,"result":"2.8420854","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.003805428,"result":"3.805428","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.0003036352,"result":"0.3036352","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":3.9432321182000005,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":11.3625,"sign_material":"Packaging/Box Making","description":"Custom Packaging with 3–5 ply corrugated boxes with inner foam/styro and stretch wrap.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":11.514,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":3.8923000912057,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"0","sign_material":"Flush/Stud mounted","description":null,"sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":31.633633055556,"result":"405.84624846667","sign_material":"Backerboard Cabinet (2\")","description":"Sign to be Mounted onto 2\" Deep Serviceable Backer","sequence_no":49},{"variable_id":8,"dense_weight_expression":68.48044423808797,"result":722.6166692534571,"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","mounting_type":"Backerboard Cabinet","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":68.48044423808797},"timestamp":"2026-02-26 06:15:04"} 
[2026-02-26 06:15:04] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 06:15:04"} 
[2026-02-26 06:15:05] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-02-26 06:15:05"} 
[2026-02-26 06:15:05] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Backerboard Cabinet","sign_height":22.77,"sign_width":"120","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]},"timestamp":"2026-02-26 06:15:05"} 
[2026-02-26 06:15:05] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-02-26 06:15:05"} 
[2026-02-26 06:15:05] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Backerboard Cabinet","sign_height":22.77,"sign_width":"120","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]}},"timestamp":"2026-02-26 06:15:05"} 
[2026-02-26 06:15:05] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 06:15:05"} 
[2026-02-26 06:15:05] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-02-26 06:15:05"} 
[2026-02-26 06:15:05] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Backerboard Cabinet"},"timestamp":"2026-02-26 06:15:05"} 
[2026-02-26 06:15:05] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Backerboard Cabinet","sign_height":22.77,"sign_width":"120","shipping_weight":54.5,"shape":"rectangular","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]}},"timestamp":"2026-02-26 06:15:05"} 
[2026-02-26 06:15:05] local.INFO: Validation Passed {"data":[],"timestamp":"2026-02-26 06:15:05"} 
[2026-02-26 06:15:05] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-02-26 06:15:05"} 
[2026-02-26 06:15:05] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","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"}},"timestamp":"2026-02-26 06:15:05"} 
[2026-02-26 06:15:05] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-02-26 06:15:05"} 
[2026-02-26 06:15:05] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Backerboard Cabinet"},"timestamp":"2026-02-26 06:15:05"} 
[2026-02-26 06:16:01] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","quotationId":"888","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"91926218-7ee5-4f94-9b15-082a18d8e0f8\",\"width\":14.92,\"perimeter\":83.47,\"height\":16.33,\"area\":104.81,\"image\":\"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\",\"boxArea\":\"243.64\"},{\"id\":\"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b\",\"width\":14.92,\"perimeter\":80.27,\"height\":17.11,\"area\":164.2,\"image\":\"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\",\"boxArea\":\"255.28\"},{\"id\":\"2a575533-934a-47ba-a451-5dcde10c9c63\",\"width\":7.97,\"perimeter\":61.57,\"height\":21.99,\"area\":78.86,\"image\":\"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\",\"boxArea\":\"175.26\"},{\"id\":\"80dcbcb2-6696-44ea-bda4-c88cec88bc79\",\"width\":17.75,\"perimeter\":79.1,\"height\":22.38,\"area\":107.84,\"image\":\"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\",\"boxArea\":\"397.25\"},{\"id\":\"fb9d1778-cb70-4da3-97af-410ed65f4e84\",\"width\":14.28,\"perimeter\":73.09,\"height\":22.77,\"area\":226.98,\"image\":\"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\",\"boxArea\":\"325.16\"},{\"id\":\"4ec2d711-a25d-4fb1-8f22-601cd8a21639\",\"width\":14.15,\"perimeter\":72.57,\"height\":22.77,\"area\":225.14,\"image\":\"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\",\"boxArea\":\"322.20\"},{\"id\":\"8c3e5cef-4d69-4441-8714-0643d8f5b2db\",\"width\":20.71,\"perimeter\":85.62,\"height\":22.38,\"area\":191.58,\"image\":\"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\",\"boxArea\":\"463.49\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77"}},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Initializing MathExecutor {"data":{"variables_count":191},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: MathExecutor variables set {"data":{"variables_count":191},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"3.83789"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"43.826526"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.40616"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"9.9007056"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":6.67625},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":58.955922},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.212"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"57.88815"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"1.118"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0.945"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"4.8755"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0037610513160000005},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":3.7610513160000005},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00029871497500000006},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.29871497500000005},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0028492813000000005},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":2.8492813000000003},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0058559644"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"5.8559644"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.0028420854"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"2.8420854"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.003805428"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"3.805428"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.0003036352"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.3036352"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":3.9432321182000005},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":11.3625},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"11.514"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"3.8923000912057"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] 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":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] 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":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":252.0779963092,"totalDenseWeight_before_formula":30.621316251796696},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":277.28579594012},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":7,"totalDenseWeight":33.683447876976366},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":7,"sign_depth":"1"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":14.92,"height":16.33,"depth":"1"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":14.92,"height":17.11,"depth":"1"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":7.97,"height":21.99,"depth":"1"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":17.75,"height":22.38,"depth":"1"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":14.28,"height":22.77,"depth":"1"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":14.15,"height":22.77,"depth":"1"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:01] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":20.71,"height":22.38,"depth":"1"},"timestamp":"2026-02-26 06:16:01"} 
[2026-02-26 06:16:02] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1772086562_230ed9083678e1ec5b8f9232a254eb4d","bins_packed":[{"bin_data":{"w":21.01,"h":23.07,"d":9.1,"id":"unique","used_space":66.5515,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":23.07,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8c561a012f966407d62d79b9fdcd4634/1772086562-0528-2906887.svg","items":[{"id":"item-3","w":8.27,"h":22.29,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8c561a012f966407d62d79b9fdcd4634/1772086562-0522-3917811.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":15.22,"h":17.41,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8c561a012f966407d62d79b9fdcd4634/1772086562-0524-5274928.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":15.22,"h":16.63,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8c561a012f966407d62d79b9fdcd4634/1772086562-0525-4728654.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":21.01,"h":22.68,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8c561a012f966407d62d79b9fdcd4634/1772086562-0525-5124134.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":18.05,"h":22.68,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8c561a012f966407d62d79b9fdcd4634/1772086562-0526-2537260.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":14.58,"h":23.07,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8c561a012f966407d62d79b9fdcd4634/1772086562-0527-8812313.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":14.45,"h":23.07,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8c561a012f966407d62d79b9fdcd4634/1772086562-0527-2826414.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-02-26 06:16:02"} 
[2026-02-26 06:16:02] local.INFO: Box added from packed bin {"data":{"length":9.1,"width":21.01,"height":23.07,"denseWeight":33.683447876976366},"timestamp":"2026-02-26 06:16:02"} 
[2026-02-26 06:16:02] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":11.1,"width":23.01,"height":25.32},"quantity":1,"denseWeight":33.683447876976366}],"cheapestShippingCost":328.86670749999996,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":430.5246774973183,"tariffAndDS":430.5246774973183,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":675.8456058422449,"totalShipmentCostFormula":"((tariffAndDS (430.52467749732) + overlengthSurcharge (0) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 675.85","careerDDPValue":0,"warnings":[]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":246.67283845946702,"tariffAndDS":246.67283845946702,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":401.262884239214,"totalShipmentCostFormula":"((tariffAndDS (246.67283845947) + overlengthSurcharge (0) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 401.26","careerDDPValue":0,"warnings":[]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":331.9385749864238,"tariffAndDS":331.9385749864238,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":510.18958975413335,"totalShipmentCostFormula":"(( tariffAndDS (331.93857498642) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 510.18958975413","careerDDPValue":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":"319.65","tariffAndDS":319.65,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":341.65,"totalShipmentCostFormula":"(((tariffAndDS (319.65) + overlengthSurcharge (0) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 341.65","careerDDPValue":0,"warnings":[]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":218.01999999999998,"tariffAndDS":218.01999999999998,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":328.86670749999996,"totalShipmentCostFormula":"(((tariffAndDS (218.02) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 328.8667075","careerDDPValue":0,"warnings":[]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":786.8344787697637,"tariffAndDS":786.8344787697637,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":786.8344787697637,"totalShipmentCostFormula":"((tariffAndDS (786.83447876976) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 786.83447876976","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":238.56,"tariffAndDS":238.56,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":359.63306,"totalShipmentCostFormula":"(((tariffAndDS (238.56) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 359.63306","careerDDPValue":0,"warnings":[]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":237.48,"tariffAndDS":237.48,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":358.015355,"totalShipmentCostFormula":"(((tariffAndDS (237.48) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 358.015355","careerDDPValue":0,"warnings":[]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":218.01999999999998,"tariffAndDS":218.01999999999998,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":328.86670749999996,"totalShipmentCostFormula":"(((tariffAndDS (218.02) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 328.8667075","careerDDPValue":0,"warnings":[]}}}},"timestamp":"2026-02-26 06:16:02"} 
[2026-02-26 06:16:02] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":1.66},"timestamp":"2026-02-26 06:16:02"} 
[2026-02-26 06:16:02] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"22.77","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":280.0,"total_production_cost":470.0,"totalDenseWeight":33.683447876976366,"totalVolumetricWeight":21.5,"bin_packing_result":{"response":{"id":"1772086562_230ed9083678e1ec5b8f9232a254eb4d","bins_packed":[{"bin_data":{"w":21.01,"h":23.07,"d":9.1,"id":"unique","used_space":66.5515,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":23.07,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8c561a012f966407d62d79b9fdcd4634/1772086562-0528-2906887.svg","items":[{"id":"item-3","w":8.27,"h":22.29,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8c561a012f966407d62d79b9fdcd4634/1772086562-0522-3917811.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":15.22,"h":17.41,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8c561a012f966407d62d79b9fdcd4634/1772086562-0524-5274928.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":15.22,"h":16.63,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8c561a012f966407d62d79b9fdcd4634/1772086562-0525-4728654.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":21.01,"h":22.68,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8c561a012f966407d62d79b9fdcd4634/1772086562-0525-5124134.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":18.05,"h":22.68,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8c561a012f966407d62d79b9fdcd4634/1772086562-0526-2537260.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":14.58,"h":23.07,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8c561a012f966407d62d79b9fdcd4634/1772086562-0527-8812313.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":14.45,"h":23.07,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8c561a012f966407d62d79b9fdcd4634/1772086562-0527-2826414.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":430.5246774973183,"tariffAndDS":430.5246774973183,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":675.8456058422449,"totalShipmentCostFormula":"((tariffAndDS (430.52467749732) + overlengthSurcharge (0) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 675.85","careerDDPValue":0,"warnings":[]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":246.67283845946702,"tariffAndDS":246.67283845946702,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":401.262884239214,"totalShipmentCostFormula":"((tariffAndDS (246.67283845947) + overlengthSurcharge (0) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 401.26","careerDDPValue":0,"warnings":[]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":331.9385749864238,"tariffAndDS":331.9385749864238,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":510.18958975413335,"totalShipmentCostFormula":"(( tariffAndDS (331.93857498642) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 510.18958975413","careerDDPValue":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":"319.65","tariffAndDS":319.65,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":341.65,"totalShipmentCostFormula":"(((tariffAndDS (319.65) + overlengthSurcharge (0) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 341.65","careerDDPValue":0,"warnings":[]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":218.01999999999998,"tariffAndDS":218.01999999999998,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":328.86670749999996,"totalShipmentCostFormula":"(((tariffAndDS (218.02) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 328.8667075","careerDDPValue":0,"warnings":[]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":786.8344787697637,"tariffAndDS":786.8344787697637,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":786.8344787697637,"totalShipmentCostFormula":"((tariffAndDS (786.83447876976) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 786.83447876976","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":238.56,"tariffAndDS":238.56,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":359.63306,"totalShipmentCostFormula":"(((tariffAndDS (238.56) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 359.63306","careerDDPValue":0,"warnings":[]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":237.48,"tariffAndDS":237.48,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":358.015355,"totalShipmentCostFormula":"(((tariffAndDS (237.48) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 358.015355","careerDDPValue":0,"warnings":[]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":11.1,"width":23.01,"height":25.32},"denseWeight":33.683447876976366,"volumetricWeight":21.5,"higherWeight":33.683447876976366,"quantity":1}],"totalHigherWeight":33.683447876976366,"DS":0,"rate":218.01999999999998,"tariffAndDS":218.01999999999998,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":328.86670749999996,"totalShipmentCostFormula":"(((tariffAndDS (218.02) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 328.8667075","careerDDPValue":0,"warnings":[]}}},"cheapest_shipping_cost_usd":330.0,"totalCost":800.0,"productionResults":[{"material_id":1,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":null,"sequence_no":1},{"material_id":2,"dense_weight_expression":3.83789,"result":"43.826526","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":"Aluminium 12 G / 0.08 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":2},{"material_id":3,"dense_weight_expression":1.40616,"result":"9.9007056","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"Aluminium 14 G / 0.074 inch - Corrosion-resistant, and Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":6.67625,"result":58.955922,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"Frosted Acrylic 8mm / 0.315 inch - Ideal Light Diffusion for Halo Sign Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":1.212,"result":"57.88815","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC, IP65, 0.72–1.2W per module","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 – 12V DC output (10A + 5A split), 180W total, UL certified.","sequence_no":15},{"variable_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":16},{"material_id":17,"dense_weight_expression":0.945,"result":"4.8755","sign_material":"Wire 18g UL UL Certified Red & White China","description":"Wire 18 Gauge (Red & White) UL Certified – 18 AWG stranded copper, 300V, PVC insulated, UL-approved.","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.0037610513160000005,"result":3.7610513160000005,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.00029871497500000006,"result":0.29871497500000005,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.0028492813000000005,"result":2.8492813000000003,"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":0.0058559644,"result":"5.8559644","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.0028420854,"result":"2.8420854","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.003805428,"result":"3.805428","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.0003036352,"result":"0.3036352","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":3.9432321182000005,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":11.3625,"sign_material":"Packaging/Box Making","description":"Custom Packaging with 3–5 ply corrugated boxes with inner foam/styro and stretch wrap.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":11.514,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":3.8923000912057,"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":33.683447876976366,"result":277.28579594012,"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","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":0},"timestamp":"2026-02-26 06:16:02"} 
[2026-02-26 06:16:02] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 06:16:02"} 
[2026-02-26 06:16:03] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":22.77,"sign_width":"120","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] 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":22.77,"sign_width":"120","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]}},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}],"sign_height_raw":22.77,"sign_width_raw":"120"},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":23.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Dimension Calculation {"data":{"dim_id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92,"ceilHeight":17.0,"ceilWidth":15.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":27,"sign_type_id":1,"heightOrWidth":"17.00","return":2,"price":163,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Dimension Calculation {"data":{"dim_id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92,"ceilHeight":18.0,"ceilWidth":15.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":29,"sign_type_id":1,"heightOrWidth":"18.00","return":2,"price":175,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Dimension Calculation {"data":{"dim_id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97,"ceilHeight":22.0,"ceilWidth":8.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Dimension Calculation {"data":{"dim_id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75,"ceilHeight":23.0,"ceilWidth":18.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Dimension Calculation {"data":{"dim_id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28,"ceilHeight":23.0,"ceilWidth":15.0,"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":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Dimension Calculation {"data":{"dim_id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15,"ceilHeight":23.0,"ceilWidth":15.0,"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":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Dimension Calculation {"data":{"dim_id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71,"ceilHeight":23.0,"ceilWidth":21.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":7,"baseProductionCost":1574,"result":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92,"depth":2,"price":163},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92,"depth":2,"price":175},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97,"depth":2,"price":236},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75,"depth":2,"price":250},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28,"depth":2,"price":250},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15,"depth":2,"price":250},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71,"depth":2,"price":250}]},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":23.0},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.807"},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1672.98,"taxFactor":0.0887,"tax":148.393326},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Box Calculation Details {"data":{"breadth":29.0,"boxDepth":8,"oneBoxCapacity":85.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":85.0,"widthOfHalfBox":35.0},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":220.3165467625899,"shippingWeightInKG":99.91680125287523},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":99.91680125287523,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":5,"min":"91","max":"110","rate":"105","created_at":null,"updated_at":null}}},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":105,"defaultShippingRate":null},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1574,"PSUCost":98.98,"tax":148.393326,"shippingRate":105,"miscellaenous":0,"signPrice":1926.373326},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":22.77,"sign_depth":2,"totalCost":1926.373326,"TATDays":7,"baseProductionCost":1574,"productionCost":1672.98,"PSUCost":98.98,"tax":148.393326,"shippingCost":105,"uniqueReturns_count":2,"objects_count":7},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}],"sign_height_raw":22.77,"sign_width_raw":"120"},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":23.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Dimension Calculation {"data":{"dim_id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92,"ceilHeight":17.0,"ceilWidth":15.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":28,"sign_type_id":1,"heightOrWidth":"17.00","return":3,"price":171,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Dimension Calculation {"data":{"dim_id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92,"ceilHeight":18.0,"ceilWidth":15.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":30,"sign_type_id":1,"heightOrWidth":"18.00","return":3,"price":184,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Dimension Calculation {"data":{"dim_id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97,"ceilHeight":22.0,"ceilWidth":8.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Dimension Calculation {"data":{"dim_id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75,"ceilHeight":23.0,"ceilWidth":18.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Dimension Calculation {"data":{"dim_id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28,"ceilHeight":23.0,"ceilWidth":15.0,"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":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Dimension Calculation {"data":{"dim_id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15,"ceilHeight":23.0,"ceilWidth":15.0,"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":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Dimension Calculation {"data":{"dim_id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71,"ceilHeight":23.0,"ceilWidth":21.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":7,"baseProductionCost":1651,"result":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92,"depth":3,"price":171},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92,"depth":3,"price":184},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97,"depth":3,"price":248},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75,"depth":3,"price":262},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28,"depth":3,"price":262},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15,"depth":3,"price":262},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71,"depth":3,"price":262}]},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":23.0},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.807"},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1749.98,"taxFactor":0.0887,"tax":155.223226},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Box Calculation Details {"data":{"breadth":29.0,"boxDepth":8,"oneBoxCapacity":85.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":85.0,"widthOfHalfBox":35.0},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":220.3165467625899,"shippingWeightInKG":99.91680125287523},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":99.91680125287523,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":5,"min":"91","max":"110","rate":"105","created_at":null,"updated_at":null}}},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":105,"defaultShippingRate":null},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1651,"PSUCost":98.98,"tax":155.223226,"shippingRate":105,"miscellaenous":0,"signPrice":2010.203226},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":22.77,"sign_depth":3,"totalCost":2010.203226,"TATDays":7,"baseProductionCost":1651,"productionCost":1749.98,"PSUCost":98.98,"tax":155.223226,"shippingCost":105,"uniqueReturns_count":2,"objects_count":7},"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:03] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 06:16:03"} 
[2026-02-26 06:16:04] 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":22.77,"sign_width":"120","shipping_weight":33.683447876976366,"shape":"rectangular","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]}},"timestamp":"2026-02-26 06:16:04"} 
[2026-02-26 06:16:04] local.INFO: Validation Passed {"data":[],"timestamp":"2026-02-26 06:16:04"} 
[2026-02-26 06:16:04] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-02-26 06:16:04"} 
[2026-02-26 06:16:04] 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","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"}},"timestamp":"2026-02-26 06:16:04"} 
[2026-02-26 06:16:04] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-02-26 06:16:04"} 
[2026-02-26 06:16:04] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-02-26 06:16:04"} 
[2026-02-26 06:16:04] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-02-26 06:16:04"} 
[2026-02-26 06:16:04] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-02-26 06:16:04"} 
[2026-02-26 06:16:04] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-02-26 06:16:04"} 
[2026-02-26 06:16:04] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1020.1099999999999,"dimensions_count":7},"timestamp":"2026-02-26 06:16:04"} 
[2026-02-26 06:16:07] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Standard Raceway","quotationId":"888","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"91926218-7ee5-4f94-9b15-082a18d8e0f8\",\"width\":14.92,\"perimeter\":83.47,\"height\":16.33,\"area\":104.81,\"image\":\"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\",\"boxArea\":\"243.64\"},{\"id\":\"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b\",\"width\":14.92,\"perimeter\":80.27,\"height\":17.11,\"area\":164.2,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAAHQAAACFCAYAAACKVNybAAAgAElEQVR4AezBC7imc73/8ff3+7vv51lrzRoyhyYyDMmQlOpSmtrYUZRoq5w6nzQ6KKJ2u00nNiradJDD3k6jra72VkLCRFREB5RKu6hpyIgxYw5r1vPc9+/7+a/ftf/ruuaay2G0Rjm9XiaJRxNJSCIicHckkVJiTTlnUkq0bcuqVatYtWoVTdPQ6/UYGRlh1apV9Ho91iAzw8YwZvLkyQwMDNDtdqmqismTJzM4OEhE0Ol0iAjcnXFt22JmpJQocs6YGe5OIQlJFBFBVVX8rZkk/l4iAjNjnJmxOkmYGeMigmLZsmXceeed/PGPf9SiRYu47bbbuPPOO1m5ciX9fp9Vq1axatUqcs6szswozIyi0+nQ7XbpdDoMDQ0xa9YsZs2axbRp09hwww3ZaqutbGhoiKqqkERhZhQRgbsjicLMeDQwSTxaSGKcJNydpUuXsmDBAn7729/q1ltv5a677mLx4sXce++9jIyMcO+99/LnP/+ZJUuWkHPGzCgk8VCqqsLdyTkTEUyZMoVp06YxPDzM1KlTWX/99Zk6dSqbb745W221FVtuuSVPf/rTbXh4mKJpGqqqwswoIoLC3ZGEmfG3ZpL4e5OEmVFEBEuXLmXp0qX85Cc/0W9+8xt++ctf8oc//IE77riDJUuWEBGklOj3+6zJ3RkniUISa8PMcHdyzhRDQ0NEBJMnT2aTTTZhiy22YOutt+b5z38+W221FRtvvLENDAxgZkQE7k4REbg7fw8mib+XiMDdKZqmYdGiRdx00026+uqruemmm7jzzjtZtGgRS5YsISKQhCRWl1KiyDnzcFVVRUTg7rRtS+HuRARrSilR1zWTJ09mk002YebMmWyzzTbMmTOHF7zgBcyYMcMYk3Mm50yn0+HvwSTx97R06VJ+85vf6Nprr+W6667j17/+NXfccQf33XcfkpCEmSGJwsxwd3LOrMnMMDMkIYn7Y2aMk0RhZkiicHcignEpJSQRERRmhpkREUyZMoVnPOMZPPOZz2TOnDm86lWvYrPNNkOSMcbM+FszSUyEJMyMQhIRgbtjZkjCzJBEzpmqqmjblqqqiAhuuOEG/c///A/XXnstt9xyC4sWLcLdiQgeC8yMcZtssgk77bQTO++8My960Yt41rOexRiTRM6ZqqqICMwMM2NNkjAzxjVNQ13XPFwmiYmKCMwMM2N1EYEkUkqMa5qGW2+9Veeffz5XXnklv/zlL1m2bBm9Xo+IoKoq2rbFzJDEo527I4mi0+nw1Kc+lZ133pk99tiDl7/85ay//vqWUqJomoa6rimapqGqKsZJwswwMybCJLEu5JwxM8wMSZgZZkbOGTPD3Vm0aBEXXHCBLr74Yn7+85/zl7/8haZpWF1KiZwzjwXuTkRQmBmSKAYGBnjmM5/JS1/6Ul772tfykpe8hE6nYyklirZtqaqK+yMJM+OvZZL4azVNQ13XrEkSZkZE4O70ej1+/OMf6/zzz+eCCy7g9ttvJ+dMVVXknEkp0bYthZkhiZQSOWceK9yduq7p9/tIwt0ZGBhg22235Z3vfCevfOUr2XjjjZFkY3gwkijMjIfLJDFRkjAzxkUEhZlx9913c9FFF+mMM87glltuYfHixRR1XdM0DWsyMySRUiLnzKNdSoki58zqUkrknDEznvnMZ/KSl7yEN7/5zeywww4MDg5aRGBmRASFu2NmTJRJYl3IOZNzptPpMO6WW27RiSeeyOWXX84dd9xBr9fDzOh2u4yOjlKklMg5U5gZZkZE8FiQUiLnTGFmmBlFRFBUVUXbtpgZdV3zvOc9jwMPPJC99tqL6dOnG6uRRGFmTIRJ4q+Vc8bdMTMKSZgZK1as4Fe/+pWOOeYYrrzySpYvX07h7kQE7o4kJGFmSGJ17k5E8GhnZkiiMDMkMc7MkETh7kQEnU6HzTffnD322INDDjmEpz71qXQ6HeP/iwjcnUISZsbDZZKYCEmYGeNGRka45JJLdPrpp3PNNdewfPlyqqpCEjlnCncnIhhnZrg7OWcKdycieKxwdyQhicLdiQjcnYhgTRtssAH77bcfn/jEJ1h//fUZHBw0xuScSSlRSMLMeLhMEg8kInB3IgJ3J+dMSolxEYG7ExG4O71ejy996Uv6r//6L2644QYkMRHuTkRQmBmSKMwMM8PdyTkjidWZGZJYnZlRSGKcmSGJ1ZkZhSSqqqJtWybKzJDEuLquqaqK17/+9XzsYx9js802o9vtWr/fp9PpUDRNQ13XPFwmiQcjCUm4Ozln3J1xZkav16Pb7XLffffx1a9+Vf/+7//O7bffzujoKBNlZkiicHfMjCLnzOrcHXenyDkjicLMkMT9MTMkYWa4O0VEIInCzJBEUVUVEUFEUJgZ7k7OmYdiZpgZEcE4MyOlxODgIDvttBNf+tKXmDFjBgMDAxYRuDt/LZPEg2nbFnfH3WnblqqqWF1E0LYtZ5xxhk466SRuueUWCncnIpgIM8PMKCKCcWaGu1NIQhKSWJ2ZIQl3p4gICneniAjMDEmsycwwM1JKtG2LJAp3JyIo3J2IYG2YGYUk1jQwMMCee+7JMcccw6abbkpd18aYtm2pqoqHyyTxYCRhZkQEkkgpIYnCzOj1epx88sk69dRT+e1vf4uZMTQ0xMqVK1nXqqrCzGiahvvj7pgZOWfG1XWNuxMRFO5ORNA0DePcHTOjiAgkMc7MKCRhZkiiMDMkMRGdTod+v8/w8DC77747Rx11FFtttRVt21pVVTwQSRRmxppMEg9EEmZGIQkzI+dMRFDXNYsXL+ab3/ymjj32WG677TaqqqJtW9YVMyOlREQQEbg7EUFhZkiiqiomT57M1KlTmTFjBjNmzGDq1KlMmjSJSZMm0el0cHcigsLdiQj6/T5Llixh1apV3Hvvvfz5z3/mjjvuYPHixfR6PcbVdU3OmYig6HQ6FP1+n7+GmVFIYnWDg4PstddeHH/88Wy88cbknM3dMTPWJInCzFiTSeLhkISZkXPmzDPP1Gc/+1n+9Kc/0TQNEUFKiZwznU6Hfr/PRJkZkijcnYigGBoaYrPNNmPWrFk897nPZZtttmHjjTdmgw02YGhoiE6nQ7fbxd0pIoLC3SkighUrVtDv91mxYgX33HMPf/zjH/nlL3/JDTfcwIIFC7jzzjuRRNHtdun3+0hibbk7kpDE/UkpkXPG3ZHEwMAAb37zm/n0pz/NtGnTcHdjjJmxJkmYGWsySTyYiKBwdyRhZvT7fS666CJ98pOf5Je//CVFVVW0bUsxNDTEyMgI60Jd10iibVuK6dOn89KXvpSXvexlbLbZZkybNo2nP/3pTJs2jW63y+rMjLURERT9fp+77rqLW2+9lTvuuIP//d//5dJLL+WGG26gbVvMDDPD3ck5I4kHY2aMk8QDGRoaYmRkBHdnaGiId7zjHRx77LEMDAwYY8wMM2NtmCQeSERgZpgZRdM01HXNr3/9a73rXe/iuuuuIyKoqoq2bRkYGGB0dJTCzJDERFRVRdu2FM94xjPYcccdedGLXsTzn/98nvOc59DtdnkokijMjEIShZkhCTNjnCTGmRl/+ctf+NnPfsZ1113Hj3/8Y6699lqWLVtGSomcM2vLzCgksbqUEhGBJMaZGdOnT+eII47gve99L/Z/MDPWhknigbRtS1VVSKIwM2699VZ95CMf4aKLLqLf77MuVFVF27bcn6lTp7L77ruz++67s/3227P55ptT1zWSMDMeSZKQxOLFi1m4cCHf/OY3Oeecc/jTn/5EkVLCzGjbliKlRM6Zwt2JCB5KSomcM0Vd1zRNQ1VVbLHFFnzlK19h++23Z2hoyBhjZkQE7s4DMUk8mJwz7o6ZsWrVKo488kiddtppLF++nIkyMyTh7kQEnU6Hpmlwd4rnP//5vPOd72TXXXdl6tSpTJ48GXcn50xVVfytNE1DVVXcfffdfO973+OCCy7gkksuYdmyZRQpJYqcM+PcnYjgoVRVRdu2FFVV0bYtxaRJk9hll10466yz2GCDDZBkEYGZ4e48EJPEg+n3+9R1jZlx2WWX6U1vehN333037k5EMBF1XdM0DUVd1zRNg5kxMDDAXnvtxRve8AZ23XVXhoaGyDmTUqLIOZNS4m+laRrquqaICG6++WZ+8IMfcNppp3HzzTcjCXcn50zR6XTo9/usDXcnIihSShQ5Z4q6rvnCF77AO9/5TsZYXdcUTdNQ1zX3xySxNpYvX6599tmH733ve+ScKSQxUZ1Oh36/T5FSYvr06bzjHe9g7733ZrvttqOqKtq2paoqiojA3YkI3J1HUs6ZlBKSaNsWSaSUSCnRNA3nn38+J598MldffTVFXdfknIkIUkrknFkb7k5EUKSUMDNyzhRbb701J510Ei972cuw/0POmZQS98ck8WCapkESZ5xxhg4//HD6/T5N07Cu1HVNzpmIYNq0aXzyk5/k1a9+NZtuuilFv9+n0+lQtG1LVVUUEYG780iKCNyd1eWccXfMjF6vx1VXXcXJJ5/MhRdeSNHpdBgdHcXdiQgejJkhCTOjkETh7khCElVV8brXvY5TTz2VyZMnW86Zuq7JOZNSYk0miQeScyalxEUXXaTDDz+cP/zhD/T7feq6JudMRDARg4ODrFq1ipQSG264Ie9///s58MADmTJlChGBu9M0DXVd07YtZkZKibZtqaqKvwVJSMLdWZ0kCjPj+uuv55hjjuGCCy6g6Ha79Ho9HkpVVbRtS2FmSGJNZsaUKVP40pe+xP77709EmLvzQEwSD6RtW3LOvPa1r9Xll19O0zQUKSVyzqwL3W6XqVOncthhh/HWt76VKVOmYGZIwsyQhJkxThI5Z6qq4pEmCTNjXM4ZM6NwdyICd0cSP/nJTzj22GP51re+hbtTRAQPxsyQxDh3p5CEJFJK5JwxM3bccUdOOeUUttpqK/r9vnU6He6PSeLBfOtb39K73/1u7rnnHuq6pt/vY2ZIYqLMjKc85Sl84hOfYN999+VpT3sakjAzzIxxkjAzIgIzw8xomoa6rnmk5ZxJKbE6SZgZkigk4e5cfvnlHHnkkVx33XWsrZQSRc6Z1ZkZkkgpkXOm+MxnPsMHP/hBut2uRQTuzppMEoUkzIy2bamqiqZpiAhe8YpX6LrrrqPX61FUVUXbtqwtd0cSkjAzCklUVcXAwABHH300b3jDG5g+fTqS6Pf7dLtdHkuapqGua3LOzJ8/n8MOO4zf/OY3pJRomoaUEjlniqqqaNsWM0MSD8XMkERKiS222IKvfe1rbLvttqSULOdMSokiInB3LOeMuxMRuDsRgbtTXHzxxXrf+97HggULKFJK5JwpUkrknHkwKSVyztR1TdM01HVNzhkzI+fMO97xDj7xiU+wySabsGLFCoaHhylyzqSUeCzq9XqcffbZHHXUUdx+++2klIgIJGFmFJIwMyTxcAwPD3PYYYdxxBFH4O7m7oyLCNwda9uWlBI5Z1JKSCIiWLZsGQcffLC+/vWv07YtZoaZEREU7k5EsDbMDDMjIhi34447cvzxx7P99ttTNE1DXdc81jRNQ13XtG1LUVUV99xzD0ceeSSnnXYaZkbOmdWllMg5s7ZSSuScKZ797Gczf/58ZsyYwRhjDZZzxt2JCAp3p7jwwgv1nve8hzvuuAN3JyIY1+l06Pf7rA13JyIozAxJTJ8+ndNPP50999yTXq9HXddUVUVE0DQN3W6XiMDdebSLCNwdSZgZbdtSVRXXX389H/jAB7juuutwdyKCcXVd0zQNa8vdcXfatqWqKs455xz23XdfbIy7IwkzozBJjIsI3J1er8d73/tenX322UgipUTTNBRmRqfTodfr8VDMDEm4OxFBXde4O3PnzuXf/u3fGB4epogI3J3VScLMeDSThJlxf/r9Pueccw6HHHIIIyMjrEkSa8PdiQhSSuScKXbbbTfOOeccpk+fbmOQhJlRmCTGScLM+OlPf6oDDjiAW2+9FUmsKaVEzpm1ZWaYGRHBC17wAs4880y23XZbIgJ3p2jblqqqKHLOpJR4LMg54+6YGW3bUlUVbdtSVRV33303e+65J9dddx2FmVFIwt2JCB5KSomcM2aGJFJKDAwMcOmllzJnzhxsDGMiAnfHIgIzo5CEmfHxj39cn/vc5+j3+0QEhZkhiXFmhiQeSlVVtG1LXdesv/76/Mu//AuHHnooZkbRti0pJcwMSUQE7o6Z8ViQcyalRNE0DVVVUZgZxQknnMCxxx7L4sWLKcwMSawNM0MShbsTEdR1TdM0fPrTn+bQQw9l0qRJNgZJFNa2LSklcs6YGcXOO++sa665hoigMDMkIYmUEhGBJB6KmVFIonjLW97CUUcdxdOf/nTMDHdHEmbG6iRRmBmPZhGBJNwdM2N1OWdSSvzxj3/kgAMO4KabbmLVqlVUVUVEEBE8FHcnIijcnYigcHd22mknzj33XKZMmWIDAwMUkjBJ5JxJKVHceuutmjNnDvfccw8RwUS4OxFBYWZ897vfZZdddiGlxBNF27acfPLJfPSjH2XVqlW4OxGBmSGJtWFmFJIo6rqm2+1y1lln8ZrXvIaqqkwSZoZFBIWZIYkvfvGL+vCHP0zTNEhiotydiOBZz3oWV111FU95ylOoqoongojA3bnqqqt485vfzMKFC3F3IoKHy8yQRGFmVFXF2972Nk444QSGh4dtDJKwiMDMiAiWL1/Oa17zGl111VWsa8cddxyHH3447o6ZERG4O49nkjAzFi9ezAEHHMDll1/OODNDEhOx5ZZb8sMf/pDp06cbYyRhkpCEJH7+85/rVa96FUuXLqVpGiYqpUTOmfXWW4+f/vSnbLzxxgwODpJzJqXEE0HOGXfn+OOP58gjj6Tf7yMJdycieDjMjEISxVOe8hSuvPJKtttuO3LONgbLOVO4O6eccoo+9KEP0TQNbdsyUWaGJObMmcMll1zC5MmTMTNyzqSUeLyThCTcnZtvvpldd92VxYsX07Ytfy13p5BEt9vls5/9LO9973uRZO6ORQRmRvHud79b55xzDr1eDzNDEhNlZnzwgx/kuOOOI6VEVVUUOWdSSjye5ZxJKVGMjo7y/Oc/n1tuuYVCEhNlZuy1116ce+65DA8PG2NMEsXChQt54xvfqB//+Mc0TUNKiZwzE7Xhhhty4oknsu+++zI6OsrAwABFv9+n0+nwRJBzxszYZ599OP/88zEzCkk8FDNDEg9k1qxZ/PCHP+TpT3+6McYk0bYtV111ld797nezYMECcs6sKzvttBOnnnoqm2++OXVd0zQN7k5KiSeCtm1xd9ydo48+mqOPPpper8faMjMKSYwzMyRRDA4Ocv3117P11lvj7mYRQfG5z31ORx11FCtXrkQSnU6Hfr/PRJgZ73znOznxxBOZNGkSOWdSShQ5Z1JKPJ5Jwszo9/t0Oh2uuuoqDjjgAO68807WFXfnwgsv5BWveAVVVZnlnHF33v72t+vcc89FEhGBJCYqpcTRRx/N4YcfjrtTuDvjJPF4ZmYUOWdSStx+++28/vWv58Ybb6Tf7yOJiXB3IoLPfOYzfPCDH6Tb7ZpJQhIvfOEL9dOf/hR3x91p25aJcne++c1vstdee9G2LVVVUUQE7s7jXc6ZlBJt2+LuRAT77LMPF198MU3TMFHuTkTwlre8hc9//vNMnTrVLOfMypUr2WqrrXTXXXeRc2ZdcXeuvfZatt9+eyKClBKSKMyMx7uIwN1Z3YEHHsjZZ59N27ZIYqKqquIf/uEf+PKXv8zWW29t1rYtt912m174wheyfPlycs4UdV3TNA0TMXXqVH7wgx+wxRZbUNc1Rc6ZlBIRgbvzRNI0DZ/61Kc4/vjj6fV6rAtVVbHJJptw+umns9NOO2GSuOKKK7T33nuzbNky3J2IYF3YfvvtOf/889loo41wd4qIwN2RhJnxeNe2Le6Ou9Pv9znjjDM47LDDGBkZYV2pqoqzzz6bffbZB8s58x//8R867LDDWLFiBe6OJCQxUXvttRf/+Z//ybRp0ygiAnfniSQicHfGfetb3+Jtb3sb9913HxOVUiLnTHHsscdy6KGHYkuWLOEzn/mMTjzxREZHRymqqqJtWybqta99LaeccgrTp09ndHSUlBIpJZqmIaWEJB7PJOHumBlN0zAwMMCFF17I/vvvz8jICOtKXdccdNBBHHfccdiSJUvYZ599dNVVV9G2LeMkMVFbbrklr3jFK3jGM57BypUrkURKiZwz7s7jnSTquqbX6zE4OEhKiauvvprLLruMkZERJsrdiQiKffbZhzPPPBNbsGABe+yxh26++WbMDDMjIlhXpk2bRlVVNE1Dt9vFzOj3+1RVRUTweGZmSCLnTKfToa5r7r33XpYvX46ZIYmJMDMkUey5556cd9552M0336xddtmFu+66i8LMkMS6kFJCEhFB4e5EBE9EVVXRti2FuxMRrEs77bQTF154IXbDDTdol1124b777iPnzLiUEjln1oWUEkXOmcLMKMyMx7OUEk3TYGZIYpyZIYl1abvttuOKK67Arr32Wr3yla9kxYoVtG3LODNDEuuau+PutG3L452ZIYlxZoaZIQl3J+fMRJkZknjmM5/JD37wA+zSSy/V3nvvzcjICEVKiZwz60JVVbRtS+HuRASFmSGJJwJ3RxJmRkqJpml4JGy++eZcffXV2De+8Q295S1vYdWqVZgZ7k7OmXXJzDAzIoJxZoYkHs/MDDMjIlhTVVW0bcu6suWWWzJ//nzsq1/9qubOncuKFStwdyKCoq5rmqZholJK5JwZV1UVEUFE8HhnZkjCzCgkUVUVRdu2rCtmxtZbb813v/tdbN68eZo7dy4jIyMUZoYknvTYMnv2bObPn4/NmzdPc+fOZWRkhMLMkMSTHltmz57N/PnzsXnz5mnu3LmMjIxQmBmSeNJjy+zZs5k/fz42b948zZ07l5GREQozQxJPemyZPXs28+fPx+bNm6e5c+cyMjJCYWZI4kmPLbNnz2b+/PnYvHnzNHfuXEZGRijMDEk86bFl9uzZzJ8/H5s3b57mzp3LyMgIhZkhiSc9tsyePZv58+dj8+bN09y5cxkZGaEwMyTxpMeW2bNnM3/+fOycc87R+973PpYvX06RUiLnjJkhiQfj7kQEhZkxLqVE27YUZkYhidWZGZJ40sR0Oh36/T7Tp0/nJz/5CTZv3jy95z3vYcWKFRQpJXLOrK2UEhGBJFbn7my22WZ0Oh3MjMLdkYQk3B1JPOmvJ4mIIOfMtttuy8knn4yde+65OvDAAxkdHUUS7k5E8HCllChyznQ6HXbbbTfe+ta30u12cXcKd6eICMyMJ02MmdE0DW3bMnPmTF7wghdg5513nt72trfR7/eRhJlRSGJtmBmScHeKiKCqKg4//HA+/vGPMzAwgJkhCTOjiAjMDDPjSeuMMca+/e1va7/99qPX6xERPFxVVdG2LYWZIYli7ty5nHjiiQwMDDDGeNI6l3MmpUTOGUmYGXb11Vdrzz33ZMWKFeScmYi6rokIJLH//vtz6qmnMjQ0ZO5OzpnC3SnMDEk86a9nZoyLCNwdu+GGG7TrrruyZMkSJCGJteXuRATujiQkMW7nnXfmwgsvZNKkSTYGSZgZT1p3mqYhpYS7M85+9atfaaedduKee+7BzJBE4e5EBGujrmuapqFIKWFmzJw5kxtvvJHh4WFzdyRRmBmSKMyMJ02cJAozw2699VbttNNOLFq0iLZtcXcigpQSOWcejJlhZkQERUqJnDMpJZ72tKfxi1/8gilTplhE4O6sThJmxpPWLbvnnnvYf//9dcUVV1BEBCklcs6sDXcnIihSSuScMTOmTJnCT37yEzbZZBNsjLvTti1VVVFIwsx40rpl/X6fj3zkI/rKV75C27bknKmqirZtWRvuTkRQuDsRQTE4OMh3vvMdXvziF9Ptdo0xTdNQ1zVPeuSYJE466SR9/OMfZ9myZYxLKZFz5qG4OxHBmtydz372sxx88MF0Oh1jTM6ZlBKSMDOetO6ZJC666CK98Y1vZNmyZYxzdyKCh+LuSEIShZkhiWLvvffm7LPPZvLkySYJM6OICNydJ617Jonf//732n777Vm6dClFVVW0bcvaMDMKSRRmhpkREWy++ebMnz+fTTfd1Bjj7kiiMDOetO5ZRNDv97X11luzcOFCcs4UklhbZkYhicLdiQgGBwf5zne+w4477oi7G096xFnbtqSU2GGHHfTzn/+cnDMRQV3XNE3D2jAz3J2cM4WZIYni3HPPZb/99qOqKss5k1JCEoWZ8aR1y5qmoaoqDjroIJ166qnUdU3btkhiXTj44IM59thjmTRpkjGmbVuqquKJKCKQREoJSZgZEUHh7oyThJkREbg7hSQKM6OICNydnDMpJYqcM9Y0DVVVcdJJJ+moo45i8eLFFO5ORDARVVXx3Oc+l69+9avMnj3b+v0+nU6Hom1bqqri8a7f79PpdFhdv98npYQkqqri/uScSSkxThJmxpokYWaMs4jAzLjmmmv0rne9i9/85jcUZoYkJsLMGBwc5Etf+hL77bcfQ0NDxhhJmBlPJJKICH72s59xySWXUFWVhoaGmDp1KlOmTGHy5MlMmTLFNtxwQzbYYANSSuScKdwdM6OQRETg7pgZRdM0mBlVVWGSaJqGlStX6nWvex3XXHMNvV4PSawLnU6H3XffnfPOO4+hoSHr9/u4O1VV8XiXcyalRNHv96mqikMPPVTnnnsuZkaxwQYb8JSnPIXh4WGmTZvGzJkzmT59Ot1ulxkzZlDXNeuttx4bbLABkyZNsoGBASZNmsTw8DBmxvDwMKszSbRtS1VVHHzwwTrjjDMYGRlhXamqismTJ3PTTTcxY8YM6rq2MUjCzHg8k4Qk3J1er8cdd9yhPfbYg1tuuYXCzDAzzIyirmsGBwcZGBggpcSkSZNIKTE0NMTw8DCTJk1ieHiYaQM3N7IAABRxSURBVNOmMXXqVGbOnMnGG2/M9OnTbZtttmFgYABrmoaqqijOPfdcHXTQQaxcuRJ3JyKYiJQSOWdSShxzzDF86EMfoqoqY0xE4O48EeScSSlxzDHH6KijjmJ0dJTCzJDEmswMdyciWJ0kisHBQYaHh5k6dSqTJk1i88035/DDD+e5z32uWb/fp65ril/96lfae++9+d3vfoe7ExFMhJkhiW63y2abbcall17KRhttRFVVxhNARODutG3L0qVL9apXvYobb7yRpmko3J2IoHB3zIyIQBKrMzMKSRTujrvTti3FZpttxllnncUOO+xgJglJmBn33Xef3vjGN/Ld734XSUQEE+HuRARmRlVVzJs3j7333ptOp2OSMDMe7yRRnHfeeXrPe97DsmXLqKqKtm0xMyQxzsyQxDh3p4gIHsjAwADbbbcdX/va19h0003Ner0enU6Hotfr8fWvf13ve9/7WLFiBYWZUUiiqiratqUwMyTxUMwMSRT77bcfJ5xwAlOnTmVgYMAkYWasrm1bqqrisSAicHfatqWqKnLOpJRYXdu2LFu2TG9961u56KKLcHcigpQSOWfWhrtTmBk5ZwozQxJmxsc+9jH++Z//meHhYTNJtG2Lu+Pu/PGPf9TOO+/MggULqKqKtm0xMyRRuDuSkMTaqOuapmlwd6ZOncrBBx/MEUccgSRzd9q2paoqmqbB3UkpUTRNQ13XPJrlnEkpIQkzI+dMSom2bUkpYWYUp59+uv71X/+V++67j36/T1VVtG3LQ0kpIYmIYFxKiSIiSCnRti0XXnghu+22GyklM0nknEkpMe4Nb3iD/vu//5umaShSSkgiIjAzJGFmSOKhuDtFRFBsvvnmXHTRRWy55Za4u40h50xKiUISTdPQ6XR4rJCEmSEJMyMicHdyzixevFivf/3r+cEPfoC7ExG4OxHB2nB3IoLVpZTIOVNstdVWXHHFFWy44YbknM0kMa5tW1JKfPvb39Z73/te/vznP2NmSKKqKiKCiKBIKZFz5sGYGe5OzpmiqipyzhxyyCEcffTRdLtdSylRSKIwMx5Lcs6YGe7OuKZpqOsaSXz5y1/WEUccwYoVK8g5k1Ii54y7ExGsrbquaZqGwt2JCIqjjjqKD33oQwwNDZkkLOeMuzMu58zy5cv1pje9iUsuuYROp8Po6ChFXdc0TYOZIYm1UVUVbduSUiLnjJkxbdo0zjnnHHbffXdWrFhhw8PDFL1ej263SxERuDuPdm3bUlUV43LOjFu4cKH23XdfbrzxRpqmwd2JCNydiOCvlVJCEjNnzuTiiy9miy22oNvtGmMsIjAzIgJ3p8g5c9ppp+kDH/gAksg5U6SUyDlT1zVN0/BQzAxJpJSICCRhZkhi11135VOf+hRz5sxBko2hWLVqFYODgzwW5ZxJKVEsXbqUE044Qccddxw5ZySRUiLnjJkhibXh7pgZOWeKqqpo25biwAMP5IQTTmDy5MlIMsaYJApJSMLdaduW2267TW9/+9u55pprqOuapmkwMySRUiLnzENJKZFzpq5rmqah0+nQ7/ep65qmadhzzz05/fTTmTFjBqtWrbLBwUFyzqSUyDmTUuKxIueMu2NmrFy5km9+85v62Mc+xsKFCylSSuScMTMkkVIi58za6HQ69Pt9zAwzIyKYMWMGp59+OrvtthudTsckIQmTRNM01HVNRODuFP1+X6eccgof/ehHGR0dRRJmhiQejrquaZqGIqVEzpmiqircnY985CMccsghbLDBBkiylBKjo6MMDAzwaNe2LVVVIYnCzGjbluuvv16HHXYY119/PYWZkXMmpUREIIm1Udc1TdNQVRVt22JmSKLT6fDyl7+c0047jY022oics6WUKEwSD2ThwoV63etex4033kjTNKSUyDmzrpgZ06dP5/3vfz9vf/vb2XjjjS0icHckYWZEBJJwdwozo8g5k1LikRYRuDvjJGFmFJIozIyIQBJ33323DjzwQK688kpWrlzJRJkZkkgpkXPG3YkI5s2bxwEHHICZYf+HwiTxQCJCn/3sZznyyCNJKdHr9SiqqqJtWybKzJDErFmzePvb385BBx3EU5/6VBsdHWVgYICIwN0ZFxEU7s7fQs6ZlBKFJCTh7hRN01DXNcXo6Ch1XZNS4sMf/rDOPvtslixZQtu2TFRKiSLnTOHuvOAFL+BrX/sas2bNYoyNwcwoTBIP5ve//73e+ta3ctNNN7Fy5UqqqqJtW9aVlBI5Z572tKfxrne9iw984ANMnz7der0e3W6XiKBwd4qIwMwwM/4WIgJ3p8g5k3OmrmvMjLZtqaqKom1bvvKVr+ioo45iyZIltG3LutDtdun1ehR1XTM0NMQXv/hF3vSmN/H/2RjGmSQeSNu2RIS+9a1v8f73v5+7776bqqpo2xYzQxITlVJCEhHBRhttxPvf/34OOOAAZs2axRiThJkxThIRQUqJvxVJSMLdGRcRuDuSaNuWL37xizrllFNYsGAB/X6fuq5pmoZ1pdPp0O/3efWrX82ZZ57JeuutR13XNobVmSQeiCTMjL/85S86+uijOfXUU4kI2rbFzJDERJkZkjAzJDFz5kz22GMPDjroIJ71rGdR17VJotfrUVUVVVVRSMLMeKTlnEkpUUiiaRpSSqSUKP70pz/pi1/8IhdccAG33XYbOWfcnYhgoswMSaSUkMSGG27IV77yFXbbbTc6nQ5jjDWYJB7KyMgIt99+u/bZZx9+8YtfsC51u12apiEiMDMksd566zFnzhze9a538eIXv5iNNtrIWEPOmZQSj7SIwN0ZJ4ki58yPfvQjnXXWWXz729/mvvvuI+dMt9ul1+vh7kQEE2FmpJRo25biE5/4BIcccgjrr78+Nob7YZJ4ME3TUNc1TdPozDPP5Oijj2bRokU0TcNEmRmSGNfpdGiaBkm4O89+9rM54IAD+Kd/+idmzZrFwMCAMUYSZsYjLedMSoliZGSEoaEhittuu03f//73Oe+887j++utZtmwZxaRJk1i5ciVFVVW0bctEpZTIObPDDjswb948Zs6cSbfbtX6/T6fTYU0miQciCTOjiAiWLl2qz33ucxx//PFEBBHBulDXNU3T4O5EBIWZIYmZM2fynOc8h5e//OXssccebLHFFowx/kZyzqSUKJYtW8aPfvQjfeMb3+CKK65g4cKFRASdToeIoG1b6rom50xEMFHuTkQwdepUTjzxRA444ABSSkiyMdwfk8SDyTmTUiLnTEqJ3/3udzr88MO57LLL6PV6SMLdcXfatqWqKtq2ZV3beOONmTNnDi9+8Yt54QtfyPOe9zzquraqqihyzpgZ7k4REZgZZsbqIgIzw8wocs6klFiTJMYtWrSIa665Rpdddhk//vGP+cMf/sDy5cuZqLquaZqGqqqICCICM0MSKSVSSvT7fY444gg+9KEPMXnyZKqqMsbknEkpsSaTxIOJCNydom1bzEzf//73+ehHP8rPfvYzut0uo6OjFGaGJDqdDv1+n3Wh0+kQEbRtS13XTJs2je22244XvehF/OM//iMzZ85k5syZVlUVkmjbFncnpcQ4SRRmxjhJmBnj2rbFzEgpEREsX76cRYsWcfPNN2v+/PlcffXV3HbbbYyOjrIudTod2rYlIijcHXenbVuKt73tbRx88ME873nPw8YwRhJmxv0xSTyQiMDdGRcRuDtjdOaZZ/LBD36Qfr9Pr9cjpURE4O7knOl2u/R6PR4JKSWmT5/OrFmzmDFjBrNnz+Y5z3kO22yzDZtuuqmtv/76uDtt25JSwsx4KP1+nyVLlrBgwQLdeOON/PrXv+b3v/89d955JwsWLGDx4sUUZkYhiYlKKZFzpnB3IoLC3ZHEC1/4Qj7/+c8zZ84cmqahrmuTRERQpJRYk0nioUQEhbuTc8bdWbVqlU466SS+8IUvsGjRIlZX1zVN0zBR7o4kJGFmVFVF27ZIwt2JCNydyZMns+GGGzJz5kw23HBD1ltvPbrdLptuuinDw8MMDQ0hiYjA3SkigpGREe69917uu+8+RkZGuPfee1m4cCF/+MMfWLRoEaOjo4xLKVFEBIW7k3NmXajrmqZpMDMk4e48+9nP5uijj2a33Xaj0+nQ7/et0+kgCTPjgZgkHky/36fT6VBEBO6OJMyMxYsX6/TTT+fYY49l2bJlFFVVkXNGEhOVUiIikMSazIyUEjlnJFG4O+5OXdfUdc2kSZMYHh5mcHCQIuf8/6qDf9c8yzaOw5/zvO77SdqkaYzpA2JqaKpCQNCli0UcWnFRRKjg4mQxLh39LwShQxcHZymidFBQ0CEIQhUbBDEGF5tGWpLYpvlRn/u+zu+bi9cHQomiaUvrcWBmmBkRgSRWVla4ceMGbduSc6YwM4q6run1ekjidu5ORHCnUkq4O03TUNc1TdMwNTXFO++8w5tvvkld12wz/iQJM+OvmCT+iiTMjIjA3WmahrquKXLORAS///673n//fd59913W1taICAp3JyK4W9wdd6do25bCzJBEn5lRSKLPzDAzJGFmuDsRQUTQZ2YUknB3IoLC3YkIiqqqSCmRc6ZtW+4Gdyci2Knb7XLmzBnOnDnDyMgIkszdyTnj7pgZvV6PTqfDbkwSfyXnTEqJiKAwM3LOuDvuTt/q6qrOnTvHe++9x9raGjlnJHE3mBkpJSKCiKDP3YkI3B13RxI5Zwozw92RRETwV9wdSRSSKNydlBI5ZyQhid24OxHBnTIzUkrknHn00UeZmZlhZmaG8fFxttk2iqZpqOuaIudMSondmCT+Ttu2VFVFRODuFJLoiwhSSly9elUffPABZ8+e5bfffsPdiQjuNnfHzMg5sxszo5BEn5lhZkQEfSklipwzRUqJiEAStzMzbieJO5VSIudMcfjwYU6fPs3bb79Nt9slIszdkURhZhQRQeHu7MYksVdN01DXNZKICNbW1vTRRx9x7tw5Ll26hCSqqqJtW3bqdDr0ej363B1JSKJwdyQhiQddSoki58ztUkrknCnMDEmYGe5OzpmqqmjblmPHjjEzM8OLL77II488QkrJ2COTxJ2ShJlRbG5u6osvvuD8+fOcP3+epmmo65per4eZ4e7knHF3Uko0TUORUkISkpDEf0FKCUlEBH1mhiTcnYjA3TEzIgIzIyIo3J2I4JVXXuGtt97iueee48CBA2yznDNmhrvzb5kk9ioiaNuWTqdD0TQNdV2Tc9alS5e4cOECH374IfPz8/TVdU3TNBRmhiQKM0MShbuTUqJpGh5k7o4kJFG4OxFB38DAAL1eD0n0uTt1XSOJV199ldOnT3Py5EmKiLBtRAQpJfbCJHE3SCLnjLvj7mzTtWvX+PLLLzl79izffPMNkijMDEm4OxFBSgkzo21b/mvMjD4zIyIo3J2IIKVERFCYGRHB9PQ0p06d4tSpU0xPT1PXNbdu3bJOp4O7IwkzYy9MEnuVcyalRBERuDtFzpmUEsXGxoZmZ2f59NNP+fzzz5mfn6fPzJDE7VJK5Jz5L0gpERFIonB3Cnenqipu3bpF36FDh3j22Wd5/fXXOXnyJGNjY7g724wdcs6klNgLk8ReRQSScHfMDEkUZkbRNA11XRMRWlhY4IcffuDChQt88sknbG5uIglJpJQo2ralcHckIYkHnbsTERRmhiR2qusaSRw5coQ33niD1157jampKTqdDtusaRrMjKqqiAgiAnfH3dkLk8SdkETbtlRVhZnRJ4ki50xVVRSbm5taXFzk448/5rPPPuPbb79lY2ODPjNDEv9F7k4RERSDg4M0TcPU1BQvvPACL730Ek8//TTdbpeqqpBk2ygkYWbslHMmpcS/ZZLYq62tLfbt20eRc8bMcHciAjPDzCjatqWqKgptW1tbY25ujrm5Ob766itmZ2dZXl6mz8wwMyKCB5mZIYnC3YkIioMHDzI5OcmJEyc4duwYx48fZ2JiAndnm7Et50xEUNc1Rc6ZlBKFJMyMvTBJ3CdaX19nfn6e77//ntnZWb7++muuXLlCzpmmaXB3JCGJPjOjz8yQhCT6zAxJmBmS+LfMDEnsZGYUkijcnYjA3ZGEJPbv38/w8DDdbpeXX36ZEydO8NRTTzEyMsK+ffuQZJJwd4qIwN2520wS91PTNNra2uLq1avMzc1x8eJFLl68yI8//si1a9e4nSR2MjNSShQ5ZyTxT5kZZoYkJPF33B0zI+dMYWZIYmhoiG63y/PPP8/x48c5evQoTz75JOPj47g7dV0b2yQhCXeniAjcnbvNJHE/NU1DXdcUTdNoeXmZy5cvc/nyZRYWFlhYWOC7777j559/Zmtri8LMcHdyzuzG3YkIdmNm9EnCzCgkUbg7ZoYkJFFVFRFBzpmiqiomJiY4evQozzzzDJOTkxw+fJjp6Wkee+wxBgcHsW3sIAlJmBlmxr1kkrifJCEJMyMicHfMjKZptLW1xeLiIj/99BO//PILS0tLLC0tsbS0xMrKCk3TsLy8zPr6Om3bUqSUSCnR6/W4EyklhoeHGRsbY3R0lPHxcSYnJ5mYmGBqaorHH3+cI0eO8PDDD1PXNX+ynDNF0zQMDAwQERTujplxr5kk7pemaTAzqqri7zRNo/X1da5fv87q6io3btxga2uLK1eu8Ouvv7K4uMjy8jIrKyv88ccfbG1tsbq6ysbGBoUkCkns5O5UVcXIyAgPPfQQ+/fvZ2BggIMHDzI2NsYTTzzBxMQE3W6X0dFRDh06xPDwMIODgxw4cABJllIiIpBESol/QhJmxr1gknjQSKJo25aUEu7OLrSxscH169e5efMmGxsbrK+v0zQNTdOwubnJzZs3kUQhCUnczt0ZGhpiZGSETqeDuzM0NMTo6ChDQ0OMj4/T6XSQhCSTREqJvZBEYWbcKyaJ+y0ikERKid1EBGaGmdEXEbg7u9A2JLGTJG7n7hRmRl9EYP+HJMyMiKBwd/ratqWqKiTRti3uTkqJIueMJNwdM6OQROHu3Ev/AwNIlZM065OPAAAAAElFTkSuQmCC\",\"boxArea\":\"255.28\"},{\"id\":\"2a575533-934a-47ba-a451-5dcde10c9c63\",\"width\":7.97,\"perimeter\":61.57,\"height\":21.99,\"area\":78.86,\"image\":\"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\",\"boxArea\":\"175.26\"},{\"id\":\"80dcbcb2-6696-44ea-bda4-c88cec88bc79\",\"width\":17.75,\"perimeter\":79.1,\"height\":22.38,\"area\":107.84,\"image\":\"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\",\"boxArea\":\"397.25\"},{\"id\":\"fb9d1778-cb70-4da3-97af-410ed65f4e84\",\"width\":14.28,\"perimeter\":73.09,\"height\":22.77,\"area\":226.98,\"image\":\"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\",\"boxArea\":\"325.16\"},{\"id\":\"4ec2d711-a25d-4fb1-8f22-601cd8a21639\",\"width\":14.15,\"perimeter\":72.57,\"height\":22.77,\"area\":225.14,\"image\":\"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\",\"boxArea\":\"322.20\"},{\"id\":\"8c3e5cef-4d69-4441-8714-0643d8f5b2db\",\"width\":20.71,\"perimeter\":85.62,\"height\":22.38,\"area\":191.58,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAAKEAAACuCAYAAABeB21jAAAgAElEQVR4AezBC7jnY73//+f7fd/f71ozY8QoG5UiUrqSUwm/RAeU42ZC0TjXTg4JKYcwThmhHDYqhwaTU0WNU2nnEFdRKNtmV5sStvNsjJm1vp/7fr/+87n2Xtc1v377b4ZZxlozHg+TxOJIEpJwd+655x5uv/12PfHEE7z44ot0u10WhJlRa6VpGtwdSWy//fasv/76xuv+HyaJxU2tlZQSEYG7c9BBB+nHP/4xjzzyCOPGjaOUwoKQhLuTc6ZpGmbOnMlRRx3FAQccwNJLL2287v9ikljc1FpJKdG67777tPXWW/PQQw8hCXcnIlgQ7k5EkFJCEhHBe97zHq666ire/va34+7m7pRSyDkzJCJwdxY3JonF2Te+8Q0dd9xxvPjiiwwXdyciMDNaklhqqaX4+te/zj777EO327U5GCIJM0MSZsbixiSxOKq18txzz7HZZpvpt7/9LWaGu1NrZTiYGZIwMyTR2mijjbj22msZO3as1VrJOdOSRMvMWByZJBY3kmhdc8012nHHHRkYGEASknB3IoIF5e5EBK2UErVWlllmGW644QbWWWcdmqaxTqfDEEkMMTMWJyaJxU2tlYhg33331fe+9z3cnVIKLXcnIlhQ7o4kJDEkpcSXv/xlJk+eTH9/v0nCzBgiiZaZsTgxSSyO7r//fu2www488MADlFIYYmZIYkG5O2ZGrZUhZsbKK6/MFVdcwVprrYUkm4MhkjAzFjcmicXRSSedpBNPPJGZM2dSa6WVUqLWynAzM1pmhiSOOuooDjnkEPr7+83dWdyZJBY3TdPwsY99TLfffjulFIaklKi1MhzMDEm03J2IYMiGG27ItGnTWGGFFSznjCTMjJYkzIzFiUliURURuDutiMDdKaVw5513auutt+bpp58m50yrlMLCMmHCBM466ywmTpxIztkiAjPDzJCEmbE4MUksyiRhZkQEEUHOmf3220/nnHMOEUFEMMTdiQgWhi984QucdNJJjB8/3kop5JxpScLMWJyYJBZlkjAzWrVWer0eq6++uv7yl7/Q7Xbp9Xq03J2IwMyQxKtt1VVXZfr06ayyyiq4u5VSyDmzODJJLGokYWZIwsyQhJnRuvHGG7XtttsyMDCAJCKCubk7EcGryd1xd0499VQ+97nP0dfXZ03T0Ol0WByZJBZVEYG7U2vF3Zk5cyYHHnigLrnkEgYHB5GEmSGJIWaGJBaGddddlx//+Mcst9xy5JytlELOmcWNSWJRIwkzIyJwdyICd+dXv/qVdtttNx588EEk0XJ3IoJWzplSCguDu9PpdDj//PPZaaedcHdjjojA3VmcmCQWNZIYYmZIovXVr35VZ5xxBrNnz6aVUiIikISZYWZEBK+2lBIRQUqJrbbairPPPpsJEyZYp9MhInB3FicmiUVRRODutJqmoZTChhtuqLvvvhszQxJmhiRSStRaaaWUqLWysCy//PJcdNFFbLzxxkiynDOLG5PEokYSZsaQUgo33XSTJk6cyPPPP48k5kdKiVorZoa7U2vFzJBEzplSCq2cM6UUWu5ORDAvZsaQgw46iGOPPZb+/n6ThJkhiZaZsagzSSyKaq2klKi1klJiv/3207nnnkvTNLwSZoaZERG89a1v5cknn2RwcBB3JyJouTsRwfxwdyKC1rrrrsu1117LG9/4RpuDxY1JYlEmiSeeeIL1119fDz/8MBHB/DAzJOHuRAStbrdLa+edd+baa6/l6aefRhIRQcvdiQjmxd2JCFruTkqJiy++mG233ZZut2ssZkwSixpJmBm1VlJKXHzxxdprr70opVBrZX6YGZJomRmScHdWWWUVvvnNb3LKKadwxx13MHv2bMwMd6fWyvzIOVNKwcxwd2qtbLHFFkydOpUJEyYYf0cSLTNjUWSSWNREBGZGRDBz5kx23XVXXX/99QwODvJKpJSotdKaNGkSU6ZM4bvf/S7HHnssvV6PlpkhCTNDEvNiZrg7tVZab3jDG7juuuv4wAc+gLvbHAyRxBAzY1FjklgU9Xo9ut0u119/vfbYYw+eeOIJIgJ3JyKYH2aGJHLOlFIYM2YMZ5xxBp/97Ge555572HLLLfmv//ovmqZhiJkhiZdiZkiilXOmlIKZcfjhh/PVr36VMWPG2ByYGS1JDDEzFjUmiUVRRNDae++9dckllzA4OIiZYWZEBC+HuxMRrLzyylx55ZWsscYazJo1i0mTJnH99dczMDBAy8xoSeKl5JwppdDq6+tjcHAQM2ONNdbgnHPOYd1118Xdzd0ZIgkzY1FkkljUlFLIOTNz5kze+9736tFHH6VpGrrdLr1ej/nh7kQEKSVqrbTWW289fvKTn7DssssSEZx55pkcdNBB1FpJKVFKwd2JCOYlpYSZUUphSF9fH5MnT+bAAw8kpWTuzhBJmBmLIpPEokASLTOjFRHceOONmjhxIjNnzqQlCTNDEvPL3YkIWjvvvDNnn30248aNw925++672XjjjXn++efJOVNK4eXIOVNKwcyQRLfb5QMf+ABXX301EyZMMEmYGS1JNE1Dt9tlUWOSGM0igpaZYWZEBO5Or9dj77331uWXX87AwAAtM0MS8yOlREQgiZaZceyxx3LwwQfT19dH65lnnmGDDTbgwQcfpJRCK6VErZWXklKi1oqZIQl3JyJoLbfcclx99dWsvfba5Jyt1+uRc8bdaUnCzFiUmCRGG0mYGa2IwMwwM1qSMDMefPBBrbfeesyYMYNaK2aGJOaXmdGShJkxduxYLrvsMjbffHNSSgzZeeed+dGPfsTAwAAtdycieCnuTkRgZkjC3Ukp0TQNrQMPPJBjjz2WcePGWa0Vd8fMaEUE7s6ixCQx2kiiZWb8b0opnH/++frSl77E7Nmzabk7EcH8MDMk0co5U0phjTXW4NJLL+Vd73oXtVZyzrSmTZvGAQccwIwZM6i18nK4OxFBK+dMKQUzY4UVVuDWW29lpZVWMv5HRNBydxY1JonRSBItM6NVa6WVUuKxxx5jzz331C233MKsWbNomRmSSClRa+WluDsRQavb7dLr9dh///05+uijWXrppZGEmRERPPnkk2y99db8/ve/p5RCRDAvZoYk3B1JSGKImSGJ888/n8985jO4u3U6HRZlJonRSBKScHf+3i9+8QvtvPPOPPHEE5gZLUmYGWZGRDAv7k5EMOTqq69miy22wN0xM+a27777cs455xARSGJeUkrUWmm5OxHB3MyMzTbbjO9+97ussMIK2H+jJQkzY1FikhhtJGFmSKJlZgwZHBzk8MMP11lnncXAwADuTkTQMjMkMT/cnYigNX78eO655x5WXnllJGFm1FpJKdH60Y9+xN57782zzz7Ly2VmmBlDIgIzY/z48Zx++ulMmjQJSebuSEIS7s6ixCQx2tRaSSnRigjcndasWbN4+umn+eQnP6l/+7d/I+dM0zS0zAxJzA8zQxJmRmvVVVflN7/5DUsuuSTuTksSZoYkHn74YbbZZhv+8Ic/YGZEBPOSc6bWiiT+nrsTEWy11VZMmzaNMWPGWEoJSZgZixqTxGjX6/Xodru0/vmf/1lf+cpXGBwcpJRCy8xoSWJ+pZSoteLu7Lvvvhx//PGMGzcOMyMicHdaEUFr8uTJnHTSSQwMDDA3M0MSLTOjJYl5MTOWWmopbr/9dlZddVVSShYRuDuLGpPEaBYRtNydGTNmsPPOO+sXv/gFpRQigpaZIYmXK6XEUkstxbnnnss//uM/4u4MkYSZIYnWXXfdxUc+8hGef/55zAxJuDtmRq0VM6MlifnV7XY55phjOPjgg3F3c3dqraSUWJSYJEaziMDdad1+++3aYosteO6555DEEDNDEvPL3YkIcs6sssoq/OxnP+Otb30rc5OEmRERtNyd973vffzhD3/gf+PumBm1VuYlpUStldaaa67Jz3/+c5ZeemlLKRERuDuLEpPEaBMRuDu1VlJKRARN03DiiSfqxBNPpNfrsSDMDDMjIth22225+OKLGTt2LC0zY4gkJOHutA477DBOP/10XnzxRf6emZFSopTCvOScKaXQ6na7/PSnP+WjH/0o7m5zsKgxSYw2EYG7ExG4O60//elPfOYzn9E999xDKYWWmSGJV8LdkcS3vvUt/umf/olut0utlZQSkjAzWpIwM5qm4d5772W77bbjb3/7G5JwdyQREbTMDEnMi5khiSFf/OIXOeGEE1hiiSXM3VnUmCRGs8HBQfr6+rjyyiu1xx578MILL2BmmBmSkMTL5e5EBG9+85v54Q9/yNprr02n06HWSkqJVq2VlBK1VlJKtAYGBth888255ZZbkEQrpUREIImXw8yQRGu11Vbj/PPP54Mf/CDubixiTBKjkSTMjForTdNwwAEH6Pzzz6eUQsvMkMTczAxJzEvOmVIKO++8M1OmTGHZZZclpYSZMSQicHeapsHdSSkhieOOO44pU6Ywc+ZMWmZGSxItM0MS8+LuSEIS3W6XL3zhCxx99NEstdRSxiLGJDEaRQRmhpnxH//xH/rkJz/JH//4R1JK1Fr5e2ZGSxLzw935zne+w0477cS4ceOotZJSotaKu2NmtCICd6dpGjqdDnfccQc77rgjTz75JLNmzeLvpZSotfJSzAxJmBmSaL397W/nhhtu4J3vfKexiDFJjEalFHLORATf+MY3dNxxx9Hr9ai1Mi+dToemaUgpUWvFzJBEy92JCNydBx54gFVWWQUzoxURuDuSGGJmDCmlUGvlgAMO4Pvf/z4DAwOklKi18nK5OxFBp9OhaRpyzpx99tnssssu9Pf3W6/Xo9vtMjdJmBmjjUliNKq1klJixowZfPzjH9c999xDRCCJ+WFmuDu1VjqdDhFBrZUha621Ftdffz3LLrss/xtJtMyMIRFBRHD55Zfz+c9/npkzZzLE3YkI5peZYWZEBEO23HJLLr30UsaOHWsRQUoJSUQEKSVapRRyzowmJonRptZKSonWLbfcok033ZRaK6UU3J2IYF663S5N0yCJTqdD0zTM7dBDD+WYY46h2+0iCXdHEi0zoyWJlpkxt7/+9a9svPHG/PWvf0USLXcnInB3IoL5kVKi1oq7ExGMHz+e22+/ndVXXx13N/5HRODutGqtpJQYTUwSo00phZwzpRSOOuooffvb32ZgYIBaKyklaq3MS0qJWistdyciaOWcmTBhAhdddBGbbroptVbcHTMjIjAzzIyWJFpmxtwGBwfZY489uPzyy4kIJCGJlrsTEcxLSolaKyklaq24O63Jkyfz5S9/mTFjxlgphZwzrYjAzDAzRhuTxGjUNA0PPvggn/3sZ3XXXXdRa6XT6dA0DfNiZkiilVIiIpCEuxMRbLrpplx44YUsv/zySMLMaEnCzJgfV111FZ///Od59tlnkUStFXcnIpgfnU6HpmlwdyKClruz5pprcvHFF/Pud7+biDB3p1VrpZVSYrQxSYxW3/nOd3TIIYfw/PPPk3OmlML8MDMk0TIzJNHtdun1erROOOEEDjroILrdLpIwMyRhZrwUSbTMjGeffZaJEydy8803IwlJdDodmqZhfpgZkhhiZkhiiSWW4MQTT2Svvfaiv7/fIoKWu9OShJkxmpgkRptSCoODg3zmM5/RNddcgyRyzvR6PdydiGB+uDsRQcvdiQhWXnllpk6dygYbbEDLzIgIWu5ORODu/D1JzM3MOOmkkzjmmGOYPXs2LXcnIphfKSVqraSUkEREkHPm//yf/8P3vvc93vGOd5gkzIzRzCQxGt15553aaqutePrpp6m10urv72dgYID5ZWZIwsyQRM6ZnXbaiW9961sss8wyDKm14u6YGbVWUkrMTRItM2Nuv/71r9luu+146qmnqLUiCTNDEi/FzJCEmSGJIWaGJHLO/OxnP2ODDTagr6/PmEMSpRQ6nQ6jjUlipIkI3J1WKYWcMxFBRJBzpnXggQfq3HPPZfbs2aSUqLXSMjMk8VLMDEm4O62IoJVSYtq0aUycOBEzo2VmvFySMDOeeuopDjzwQC677DJKKZgZklhQ7s7EiROZOnUq7m6dTofRzCQxUpVSyDkTEbTcnaZp6PV6fPSjH9Xvfvc7Sim0UkrUWpkf7k5EMCSlRESw1FJLceedd7LSSithZrTMjJcrInB3JHHFFVewxx57MGvWLCSRUqLWyoJ685vfzF133cWyyy5rTdNgZuSckYSZMZqYJEaqUgo5Z2qtpJRoRQS33HKLtthiC2bPno0kWjlnSim8HDlnSim0UkrssMMOXHDBBXS7XYaYGa9ERODuPPXUU6y11lo8+uijtNydiGA4TJs2je22245Op2PuTtM0dDodRhuTxEgjCUm4O3NrmoaIYP/999cFF1xA0zS0Op0OTdPwcuWcKaVgZvT393PFFVfw8Y9/nE6nQ8vMeKWapiGlRGvSpElcfvnl1FqJCBZUSomIYLPNNuPcc89lxRVXZA7r9Xp0u11GG5PESBQRuDstSUQEKSV+/etfa+edd+Zvf/sbTdPQMjMk8XLknCml0Op2u6y00krcdNNN/MM//ANDzIxXqtZKSonWL37xCz796U/zzDPPIAlJLAgzQxJveMMb+P73v8/mm29OSslyzpRSyDkzmpgkRiJJRAQpJWqttFJKHHbYYTrjjDOYOXMmZoa7U2vF3YkI3J2I4KW4OxGBuxMRtPbZZx/OOOMMJJFSYrjUWun1emywwQbcc889mBmSGA5mxmc/+1nOPPNMxo8fb8xRSiHnzGhikhiJJFFrJefMkCeeeIJtttlG99xzD4ODg7RyzpRSyDlTa8XMiAheirsTEeScKaWw/PLLc+GFF7LpppvS6/XodrsMl6ZpyDlz0EEHce655zJr1iwWlJlhZkQEyy+/PD/84Q9Zf/31iQhzd0Ybk8RIJAkzIyJwdyKCq6++WnvttRfPPvss/f39DAwM0EopUWvFzJDEvLg7ZkatFXfnU5/6FGeeeSbjx4+nr6+P4VBrJaVEKyL45S9/yX777cf999/PcDAzJJFS4vDDD+eQQw5h7Nix5u6MNiaJkajWSkqJVtM0dDoddt99d02dOpWIYEGllKi10ul0uOKKK9h8883p6+tDEmbGgpCEmdE0DTlnzIwZM2Zw2GGHccEFFzA4OEjLzGhJwsxoSWJ+uTsRwTvf+U5uvvlmlltuOZOEmTE3SbTMjJHIJDFSSWLIjBkzWHvttfXoo49SSmFBuTsRwTLLLMPvfvc73va2t1FKIefMgpKEmRERuDtDpk+fzg477MDAwACSaJkZLUnMr5wzpRTcHUmMHTuWyy67jI9+9KP09/cbo4xJYiSShJnRqrVy7bXXatttt8XdKaUwHMyMiRMncskll9DpdGhFBO7OgpCEmTGk1kpKiRdeeIG1116bP//5z5gZkmillKi10jIzJPFSzAxJmBktSeyzzz4ce+yxTJgwwXgJkjAzRhKTxEgjiYggpUStlRdeeIEvfvGLuvrqq3nxxRcZDiklut0u06ZNY4sttsDMyDlTSiHnzIKotZJSolVrJaVEr9ej2+2y//77c/bZZxMRRAStlBK1VlpmhiTmJaVErZUhq622GlOnTmWdddYhpWT8/4gI3J2RxCQx0jRNQ6fTQRKtO++8U9tssw1PP/00pRSGQ6fTYc011+Sqq65ihRVWoFVrJaXEgooI3J1WRODulFJwd26//Xa23357nn76acyMWispJWqtvBwpJWqttNwdM+Owww7jiCOOoNvtGv9DEi0zoyUJM2MkMUmMRJIwM1rHH3+8jj32WAYHBxlOxxxzDIcccghjxoxhuPV6PbrdLi1JmBmtmTNn8olPfIJf/epXDDEzhkhiXlJK1FpppZSotdJae+21+clPfsLyyy+Puxv/QxJmRksSZsZIYpIYiXq9Ht1ulyeeeIJPfepTuuOOOyilEBFIYkGklHjzm9/MpZdeyvvf/35SSrTMjFIKOWcWVK2VlBKtUgo5Z1oRwQknnMBJJ53EzJkzGWJmtCQxL+5ORNBKKVFrJaVEt9vl1FNPZbfddqPb7Zq705KEmTFSmSRGmlorKSUkccUVV+iAAw7g8ccfZzhNmjSJk08+mWWWWYaUEhFBRJBzZkE1TUOn0yEicHdaEYG70/rNb37DLrvswl//+leapuGV6O/vZ2BggFZKiVorrQ9/+MP89Kc/pb+/3zqdDi1JmBkjlUliJJKEmbHNNtvommuuodaKmSGJ+ZFSotZKzplSCq2cM6UU3J0LLriAT3/603Q6HZqmodPp0IoI3J1X0wsvvMBXvvIVzjvvPJqmIaVErZWWmSGJl8vMaJkZv/rVr3j/+99PztlqraSUaNVaSSkx0pgkRpqIwN157LHH9OEPf5g///nPpJSICCTxcuWcqbUiiZQSyy+/PDfccAOrrroqnU6HVkTg7kjCzHi1/fCHP2T33Xdn9uzZlFLIOVNK4ZUyM4YcddRRHHzwwYwbN86YS0RgZpgZI4lJYqT63ve+p/3335/Zs2czJKVErZX5YWZIIudMKYWWmbHnnnty7rnnIomUEq2IwN1ZWB5//HE+8pGP8O///u9EBJ1Oh6ZpeKXMjCFrrbUWl1xyCauttprNQSsicHciAndnJDFJjDSSeOGFF9h222112223UWul1krLzJDEvKSUqLWSUqLWSmvs2LG4O9OnT2ejjTbCzGhFBO5ORODuvNpqrZgZ+++/P2effTbuTimFBWVmtPr7+zn99NPZfffdsTncnYjA3RmJTBIj0a9//WttuummzJw5E0nknGmVUpgf7k5EkHOmlEIrpcQHP/hBbrjhBnLO9PX1ERGYGWZGRODuLCw333wzO+64I08++SSSGA5mhiS22WYbzj//fCZMmGDMIYmWmTHSmCRGouOOO06TJ0+maRpaKSVqrZgZkngpZoYkhpgZLUkcc8wxHHroofT19dFqmoZOp0OtlZQSC9PMmTPZYYcduO6663B3IoLhstxyy3HRRRfxsY99jDmMOZqmodPpMNKYJEaaP//5z+y+++6644476PV6pJSotdJKKVFr5aWklKi1Mjcz4y1veQvTpk1j7bXXZuzYsUhCEu5OrZWUEgtDKYWcM5I466yzOPLII3nuuedoSWI45JyZNGkSJ598MhMmTDDmKKWQc2akMUmMNOedd54OPvhgnnvuOSTRcnfcnVIKL0dfXx+Dg4OklNhxxx0544wzmDBhArVWzAx3RxJmRkTg7iwstVbuv/9+9thjD+68807cnYhgOLg7Sy+9NDfffDOrrbYaOWeLCNydkcYksbBJwswYIomIIKXEwMAAn/jEJ/Sb3/yG2bNnY2ZIIqVErRUzQxLzYmZIouXuSOKKK65giy22oL+/n9dSKYWcM71eD3fnwAMP5Oyzz6ZVa2VB5ZyptSKJKVOmsN9++9Hf32/MERG4OyOJSeK1UEohpUQrIkgp0br33nu16aab8vjjj9NKKVFrxd2JCOaHuxMRpJQwM0opvOUtb+GWW25hxRVXJKXEay0icHdaV199NZ/+9KcppVBrJSIYDjlnNtxwQ6ZNm8ab3vQm63Q6RATuzkhikngtRATuTkRgZpgZtVbOPPNMHXLIITRNQ0qJWistM0MSZoYkXoqZYWZEBEP2228/Tj75ZPr6+hgJmqah0+nQeuaZZ9h444257777kMSCMjMk0dfXR62Va6+9lo997GNIMndnpDFJLGwRgbvTkoSZERE89dRT7LrrrrrppptomgYzo9ZKK6VErRUzQxLzklKi1kqrr6+Pm266iTXXXJP+/n5GiohAEu7OkUceycknn0yv12NBuTutiKB10EEHcfzxx5NSspwzI41JYmGrtZJSotZKSglJmBnTp0/X7rvvztNPP83ccs5IotbKy9HpdKi1svLKK3PnnXfyhje8ATPjtVZrJaVErZWUEpK499572XbbbfnLX/6CJIZLt9vlHe94B1OnTmXdddel1mopJUYSk8RrodZKK6VE0zSklNh///117rnnUkphiJlhZkQELTNDEvNiZrTMjAMPPJCjjjqK8ePHExG4O68lSZgZQyRRa2XixIn85Cc/QRLDwd2JCMyMI444gsmTJ1NrtZQSI4lJ4rVQSiHnTCsiuOuuu7TbbrvxwAMPIAkzo9bK3MyMliTmpdvt0uv1WGWVVbjoootYa6216HQ6mBlmxmut1kpKiVatlZQSZ5xxBocffjgvvPACC8LdiQhyzpRSaL3vfe/jqquuYsUVVzR3ZyQxSSxsEYGZYWYMDg7S19fHqaeeqq997Ws0TYMk5mZmpJQwM5qmYX6YGa3dd9+dKVOmsMwyy9A0DZ1Oh5FCEmZGKYWcM/fccw877rgjf/zjH1lQZoYk3B0zo9bKj3/8Y7bYYgs6nY4xgpgkFrZaKyklWrVWmqbhk5/8pG6++WZaEcGCMjMkcd1117HJJpvQ19dHq9ZKSonXWq/Xo9vtIgkzozVz5kwOP/xwvvOd7zAwMMAQdycicHckIYmXYmZIYoi7ExFst912nHfeeSy11FJWSiHnzNwiAjPDzFiYTBKvhVIKKSXMjN/97nfacsstefzxxxkOKSVqray44orcdNNNrLTSSpRSyDkzUkQE7k6tlZQSQ6677jp23HFHXnzxRSQhCXcnIng5zIyWJFpmxpve9Cauv/56Vl99dfr6+qxpGjqdDhGBu/NaMUm8ViTRNA1HH320vvGNb+Du1FpZUO5ORLDvvvvyzW9+k76+PmqtpJSICNydkaLWSkqJiMDdeeGFF9hkk034wx/+QCkFSbg7rYjAzJDEvLg7EcGQlBK1Vk455RT22Wcf+vv7rZRCzhlJmBmvFZPEwhYRuDsRwUMPPcRWW22lP/3pT5RSGC7jxo3j2muvZcMNNySlxEglCTOj1TQNnU6Hk046iWOOOYbZs2fTSikREUjC3YkIXo6UErVWzIwNN9yQqVOnssIKK9DX12f8HUmYGQuTSeK1Iokf/EB50TAAACAASURBVOAH2nPPPWmahlornU6HpmlYUOuttx7XXXcdSy+9NK2IoNZKp9NhJIgI3J25SUISDz30EBtssAFPPvkkZoa7U2tlfrk7EcGQlBK1VrrdLq3TTjuNvfbai263a7VW3B0zQxJmxsJmkljYJNEaHBxkr7320pVXXsng4CAtM0MSC6Kvr4+jjz6agw46iE6ngyTMjJFEEmZGq9fr0e12aUUEZsZGG23EbbfdhiTMDEmYGZKYX2aGJNwdSUiitckmmzB9+nTGjh1rkpCEu1NrJaXEwmaSWNgiAnfnlltu0aRJk3jkkUeICHLONE3Dgnrve9/LxRdfzBprrIEkaq3knGmVUsg5M1JIotZKK+eMJMyMKVOmcOqpp/LEE08wxMyQxPxyd1oRQc6ZUgrdbpexY8dy5ZVXstFGG9HpdEwSLTNDEmbGwmSSeC3UWjnyyCN16qmnMjg4iJnRksSC2mWXXTjrrLNYcsklKaWQc0YSknB3RoqIwN1plVLIOTPk/vvvZ9ddd+Xuu++mlIK7ExHMDzNDEmZGSxKtbrdLr9ejtd9++3H88cczfvx4iwgkkVIiInB3FiaTxKuh1kpKiVorKSWGSMLMKKWw/vrr67e//S05Z0optFJK1FqZH+5ORNBydyICM+Piiy9m6623ZokllmDI4OAgfX19SMLMGMkigsHBQU499VSOO+44BgYGMDNakhgOb33rW7nmmmt417veRafTMeZomoacM2bGwmSSeDVEBO5OKyKotdLpdBhy4403as899+Thhx/mlUgpUWul1el0aJoGM2P11Vfnsssu4z3veQ8tSZgZEYG7ExG4O6PBrbfeypZbbsnMmTOJCFJK1FpZUO5OzpnTTjuNvfbai5yzRQQ5Z14LJonhFhG4O5IwM2qttFJKRAS9Xo8vfelLuvDCCxkcHKSVUqLWysuRc6aUgpkhCXfna1/7GkcccQT9/f1EBJJIKTEazZ49m4022ojf//73NE3DcDEzJLHtttty4YUXsuSSS1ophU6nQ0Tg7ixMJonh1jQNnU6HIZIwM1qlFO677z7ttNNOPPDAA7TcnZYkWpKYHzlnaq1IIufMEksswc9+9jPWXXddIgIzo+XuSEIS7s5oUGslpcQJJ5zA8ccfz+DgILVW3J2IYDisuOKKnH/++WyyySbYf6PWSkqJhckkMdwiAnenVWslpUSr1kpKiVNPPVVHHnkks2bNouXuRATuTkQwL91ul16vxxB3J6XE+uuvz/Tp0xk/fjwRgbvTkoSZUWslpcRo8sADD7DZZpvxyCOPEBGklKi1sqBSSrR23XVXzjrrLPr7+61pGjqdDgubSeLVIAkzIyJwd0op5JyZNWsWO+ywg66//nokIQkzIyIwMyQxP9ydiKBlZkhi8uTJHHrooXS7XYZIwsxoSUIS7s5IFhG4O62IYLvttmP69OlIIiJYUO5ORNBaccUV+eUvf8lKK61ErdVyzixsJolXgyQk4e60aq2klLjhhhu099578+ijj2Jm1FpxdyKClrsTEcxLSglJSEISq6yyChdddBHrrLMOOWfMjForrZQSQyRhZoxktVZSSgy58MILOfzww3nssccYTiklzIxTTjmFvffem/7+fpuDhc0kMdwkYWZIwsxoRQRmxn777afzzjuPgYEBhpgZ7k6tFXcnIngpOWdKKbRSStRa2WOPPTjzzDPpdDq4O+6OJMyMVq0VM8PdGQ0iAnen9dhjj7Hjjjty2223kXOmaRoWVKfToWkaWuuvvz4/+tGPeNOb3mRz4O4sTCaJ4VZrJaWEJMyMVq2VGTNm8KEPfUgPPPAAC8LMkERKiVor7s4VV1zBJz7xCcaMGcOioNZKSomIQBJHHHEEU6ZMoRURLIicM6UUhowZM4azzjqL3XbbjTlsDiICd2eIJGqt5JwZbiaJV0NEIImUEq2I4LLLLtO+++7Ls88+y4IyMyRhZqy55pr84Ac/YLXVVmNwcJBut8toZmZIwswYct1117HTTjvx/PPPM1zMDEm0Pve5z3HKKacwbtw4m4OIYIi782oySbwaJNEyM1ovvvgikyZN0lVXXUVEsKBSStRayTnz8Y9/nFNOOYV3vOMd1FoZHBxkNKu1klKiZWZ0Oh3uvfdett9+ex599FGGQ86ZUgpDVl11VaZNm8Zaa61FSsmYiyTMjFZE4O4MJ5PEcJOEmdGShJlx9913a6uttuI///M/iQgWlJkhidZyyy3HBhtsQH9/Pyklaq2MZu5OSomBgQE6nQ7jxo3jySef5Nprr2VwcJDhkFKi1sqQlBJHHXUUhx56KDlnc3eGRASSSCkREbg7w8kk8WqqtZJSYsqUKTrqqKNomoZaK8PBzBjS19dHr9cjIljUpJSotWJmuDu1VhaEuxMRDHF3IoJ1112Xa6+9lje+8Y02B6UUcs60aq2klHg1mCReDQMDA/T39yOJGTNmsMMOO+jWW2+l1+uxoLrdLk3TYGZEBEPcnYhgtHN3JJFzxt0ZHBwk50wpheFgZkjC3YkIWjlnWj/96U/ZfPPNmcOapiGlhLszRBJmxnAySbwaaq2klGhdeuml+tKXvsSMGTPo9XoMBzNDEmaGJFruTkSwKOrr62NwcJCUErVWhltKiVorkyZN4qSTTmK55ZYz5pCEmSEJM0MSZsZwMkkMt1IKOWciAndnl1120eWXX06tlYhgOHS7XXq9Hq1Op0PTNLTcnYhgtEspUWvF3ck50+v1aJkZkhgu7k5EMGTppZfmqquuYr311qOvr88iAnenlELOmVeDSeLVIImI4Omnn9b73/9+HnnkESTxupHvwAMP5Oijj2bJJZc05pCEmdHr9eh2uww3k8RwK6WQc6Z1+umn64gjjmDWrFnUWnF3IoLXjVzrrLMOU6dO5d3vfrc1TUO322VI0zR0Oh2Gk0liuEnCzCilsPHGG+u2224jpUStldeNfH19fZxzzjnstNNO9Pf3myRaZoYkzIzhZJJ4tdx1113afPPNeeqpp3B3JCGJ141sZsb222/Pd7/7XZZaaimrteLuNE1Dt9tluJkkhpskaq0cf/zxOumkk5g9ezZmhiTMDEm8buQyM5ZZZhmuu+461lxzTXLOFhG4O68Gk8Rwk8RDDz3EpEmTdPvtt2NmSEISOWdKKbxu5HJ3IoKDDz6YyZMnM2bMGON/RATuznAySbwavv3tb+vYY4/lmWeewcyQRMvMkMTrRq6cM6UU3va2tzF9+nRWX3113N16vR7dbpfhZpJ4NWy88ca69dZbMTNqrbT6+voYHBzkdSNfSolaK2eddRZ77703nU7HJGFmDDeTxCsREbg7rVorKSVapRT+9re/af311+eJJ57A3YkIWp1Oh6ZpmBczQxIpJWqtuDsRQc6ZUgqLu5QSEUFLEmaGJFJK1FpZUGaGJHLOfOhDH+LCCy9kxRVXNOaICNyd4WSSeCVqraSUaEnCzCilkHPmm9/8pr7+9a8ze/Zs3J2IoOXuRATzknOmlMIQM0MSr/u/dTodSim4O51Oh1IKpRSGi5nxxje+kXPPPZfNN9+cvr4+mwMzYziZJF6JUgo5Z+bWNA0DAwNsvPHGuuuuu3B3JCGJIe5ORDAvZoaZYWa4O7VWIoKUErVWFmedToemaXB3IoJXg5nRksTnP/95TjvtNDqdjuWcGW4miVeilELOmZYkzIzWv/zLv2jrrbfmxRdfpGVmSMLdiQjmV7fbpdZKrZW5mRmSeN1/MzNSSkQE7k5EEBEsKDOjJYnVVluNn//85yy//PLknI1hZpJ4JSTRMjMigpaZcdBBB+nss89mcHAQSaSUqLViZpgZEcH8cncigjFjxjAwMEBKiYggIljcdTodSilIIudMKYWcM6UUhlNKidZpp53GF7/4RSLCcs4MJ5PEgpKEJO677z7tuuuu/Ou//itN09DKOVNKoeXuRATz4u5EBDlnaq1IojVhwgT6+/sxMxZ37k5EYGa4Ow8//DCtvr4+BgcHGQ5mhiRa66yzDjfeeCNLLbUUcxjDyP6/9uAFxs6q7Pvw777XevYMPQRpoCAKmBpiUCFgAokIVpREoUQEKpJWRI42YEGBKkENGC1qLfriIQgIBLCFlkrwABYICEERIgkSRakEBPGMqLTOae+17v87T75vkn4N0k5niH5xX5ckpkISZkatlS984QtasWIFL7zwApszMySxrVJK1FrZ3BFHHMGCBQvYddddGRkZ4b9dRJBSYocddmDjxo3cd999rF27lm63S62V6WBmSCKlREqJm266iXe/+92klIxpZJKYLElIwt3p9Xo0TUMphSOPPFL33nsvvV6PnDOtUgopJVq1VraVuxMRmBk77rgjX/ziFznxxBMZGBig1+vRB7VWOp0OEcGvfvUrTjnlFB5++GGmyt2JCFo5Z0op5JxZtGgRK1euZJdddjGmkUlie0nCzGg9+OCDWrhwIX/4wx+QxFQNDAwwNjZG621vexvXX389e+yxBxFh7s5/u1IKOWe63S6dTgeNO+2001i9ejWjo6NMMDMk0TIzJDEZOWdKKZgZc+fOZfXq1RxyyCF0Oh2LCNydliQkYWaYGZNhktgeEYGZ0SqlcPHFF2vFihXUWpHEVKSUqLUy4eKLL2bZsmXMmDGDcUbf/0MSZsb3vvc9nXLKKfz1r3/FzJDE5nLO1FqRxNaYGZIwMyTRyjlz/vnnc/HFF5NztpQSkpCEu7O9TBJT9bvf/Y4jjjhCv/jFL8g5U0phKtydiMDd2Wmnnfjud7/LwQcfTCnFcs70/R+1VlJK9Ho9mqZh48aNOvbYY/nhD39IRODuRAQTUkpEBJKYDDNDEq0DDjiAO+64gzlz5lhKiVZE4O5sL5PEVEji29/+tk488US63S6tiGCqzAx358gjj+Tqq69ml112oZRiOWf+20UE7k5LEpJwd0opXHPNNTr33HMZGhoi50wphalyd8yMiGDmzJnceOONLFiwAEnm7kyICNydyTJJTFZEIImUEi+88AJLly7VDTfcQM6ZUgrT6corr+T9738/AwMD5u70QSmFlBJmhiTMjFa32+X555/XYYcdxoYNG3B3JNGSxLYyMySxpZQStVYWL17MlVdeSafTsZwzrYjA3ZGEmTEZJontERG4Ow899JAWL17Mk08+yXRJKVFrZccdd+SBBx5g7733pmkaY1xE4O70QUTg7kjCzJhw0kkn6aabbqLb7dIyMySxPdydiKDl7kQEu+66K7fffjtvetObGGeSaJkZEYG7Mxkmie0VEVxyySX6/Oc/z9DQEC13JyKYCncnIjjmmGO49tprmT17Nu5ukmiZGX1QayWlRK2VlBItSaxbt07Lli3jmWeeYapSSkQEkmillJDEhRdeyAUXXMDMmTONzUjCzJgMk8RklVLIOTM8PMzRRx+te++9l1IKZoYkpsPs2bO59NJL+eAHP0jO2cZRSiHnzH87SZgZLUmYGa1SCjln/vjHP+rYY4/l4YcfppSCuxMRmBmS2Bozw8yICCa4OxGBmWFmvPGNb+SWW25hr732IudsjCulkHNmskwS2yIiMDPMjAk/+MEPdMIJJzA8PEwphZaZIYmXYmZIouXuRATuTkRgZpgZb3zjG7n11lvZY489cHcbhyTcnb6XVmvl05/+tFauXMno6ChmRkQwnWbPns0nP/lJzjnnHAYGBkwSZkatlZQSk2GSeDGSaJkZWyqlUGvltNNO0y233MLw8DAtd0cSkngpZoYkJpgZZkZE4O5EBEuWLGH58uXMmTPH6Ju0O+64QyeffDLPPfccpRRaOWdKKUyVuxMRHHzwwdx99910Oh1zd7rdLp1Oh8kySbwYSbTMjC1J4umnn9ZBBx3EP/7xD0optNydiGBrzAx3p9ZKy92JCCbssMMOrF69mgULFtA0jUUE7k4rInB3+l7aCy+8oNNPP53vfOc7dLtdWu5ORDAd3B1354EHHmC//fZjYGDAJGFmTJZJYltIYoKZcf3112vJkiWMjIzQSilRa2VbuTuSkMSEnDOlFA466CDWrl3Lq1/9alJKJgkzQxItM6PvX6u1klLi+9//vhYtWsSmTZtIKVFrZbp0Oh263S7nnnsun/3sZ2maxnLORATuzmSYJLYmImi5O62///3vnHrqqbrzzjsZGhqi5e5IQhLbysxIKVFKwcxomoZut8vy5cs599xz6XQ6xjh3RxItM6PvpZVSyDnzz3/+UwceeCCPP/44KSVqrZgZkpgOZsa8efO477772Hnnna3T6WBmTJZJYkuSMDMmSMLMmHDXXXfp5JNP5ve//z0pJWqttNydiGBrUkrUWmnlnCmlYGZIYubMmdx///3sv//+jDPGmRkRgZlhZvRtG0mccsopuv7664kI3J2IYLqtXbuWhQsXUmu1nDOTZZJ4KZIwM1qSqLVy/vnn64orrmB0dJSmaSilIAkzQxJbY2aYGRGBuxMRTDjssMO49dZbmT17NuOMcWZGRODuSMLM6HtpkogIvvvd7+qcc87h2WefxcyQxHRIKVFrpXXcccfxP//zP7zqVa/CxjFJJol/JSJouTutXq/H6Ogo8+fP189//nMigojA3ZFESxLbomkaer0e7k5E0BocHOTjH/84F1xwAQMDAzaOVkTg7vRtG0nUWsk589e//lULFy7koYceYnR0lJQStVamQ0qJiOAVr3gFV199NQsWLKDT6RiTZJJ4MbVWUkpsLiJYtWqVzjzzTEZHRyml0DIzJNFydyKCl5JSotZKy91pRQSvfOUrue222zjggAMYZ/Rtl4jA3WnVWrn88st13nnn0e12MTMkMVVmhiRaKSUWLFjAt771LWbOnGmSSCkhCTOj1+vRNA2tWispJTZnkthSrZWUEpKotZJzZnR0lMHBQRYuXKjbbruNbrdLRNAyMyTRMjMksTU5Z0opuDsRQeuEE07gq1/9KjvvvDPjjL4p6fV6NE3Do48+quOPP56nnnqKiCAimCp3JyIwMySx++67c8cdd/CGN7yBcca4Wis5ZyZEBGaGmbE5k8SWIgJ3pyUJM6PWysaNG/W6172O559/noigZWa0JNEyMySxNSklaq24OxHB4OAgl19+Oe9///vJORt92y0icHciAnen1+vpIx/5CN/85jfpdrtMJ3cnImitXLmSD3/4wwwMDBjjJCEJd6dVSiHnzJZMEi+m1kpKiVav16NpGm644QYtWbKE4eFhJpgZLUm0zAxJvBQzQxLujrtTa2X//ffnuuuuY5999iHnbPRtt4jA3WlFBK27775bxxxzDENDQ5gZkpgKdyciaLk7ZsaBBx7I7bffzk477WQRgbsjCUm4O/+KSeLFlFLIOdOqtfL8889r8eLF/OhHP2J0dJSWmdGSxAQzQxIvxcyQRM4ZSdRaufDCC1m2bBmveMUrjL4pGxsbY2BggFYphU2bNmn+/Pk8/vjjlFJoSWJ7pZSQRETQSinR6XS4++67OfDAA6m12sDAAK2IwN1plVLIObM5k8SWSinknGnVWkkpccstt+j000/nb3/7G2bGBElszsyQxNbknKm1IonWXXfdxSGHHMLg4KDRN2URgbvTqrWSUuJjH/uYvvSlLxERTJDEZLk7EYGZ0ZJEy8w4++yzWb58OTNmzLBaKzlnaq2klGhJwszYnEliS6UUcs5Iwszo9XqcccYZWrNmDSMjI5gZLUlsr5wzpRRa++yzD+vXr2e33Xaj0+kYfdMmImi5Oz/+8Y914okn8vTTTzNBEpPl7kQEE3LO1Fpp7bnnnlx33XXMnz+fWqullCilkHMmInB3tmSSeDGSiAhSSvz2t7/l8MMP1zPPPEO322VLZkZLEtvC3YkIzIycM6eddhorV65kxowZRt+06PV6pJRwd1qSGBoa0qmnnsq6deuQREsS2yOlhCQiAjPD3am10ul0+OhHP8qnPvUpZs6caYyThJnR6/VomoYtmST+lVIKOWeuuOIKLVu2jKGhISKCqTIzJNGaO3cua9as4S1veQtN01gphZwzfVMXEbg7E0oprF27VkuWLGHTpk3knGmVUkgpUWtlOuyzzz7cc8897LLLLpZSYnMRgbuzOZPEi6m1IomcM+95z3u0fv16xsbGmC4pJSTx+te/njvvvJNdd92ViLCcM31TIwkzY0KtFXfHzHjkkUe0aNEinnzySXq9HmZGSxItM0MSUzFz5ky+8pWvcMIJJzBjxgxjXK2VlBIvxiTxUn75y1/qHe94B8899xy1VtydiGA6pJT48Ic/zBe/+EVyzjaOvukREbg7rVorZoa7MzQ0xAUXXKCrrrqKsbExWmaGJNydiGA6vOtd7+Lb3/42g4OD5u5Iwsx4MSaJLUnCzGgtX75cl1xyCcPDw7g7EcF0MDPmzp3LmjVrePOb30yn0zHGScLM6JuaiMDdeTH33XefjjzySCKC0dFRJqSUqLUyVe7OjjvuyE9/+lP23HNPmqYxxknCzNiSSeLF9Ho9/vjHP3LSSSfpvvvuQxIzZsxgeHiYqXJ3IoJFixZx2WWXsfPOOzPOut0unU6HvukjCTOjVUohpcTw8LDmz5/Po48+SimFVkqJWivTaeXKlZx11lk0TWMpJf4Vk8S/cu211+qCCy7gL3/5C+5ORODuRART4e5EBLfeeivvfOc7GRwcNElMMDP6tl9E4O60JBERpJSotZJSQhKf+9zndNFFF1FKwd1xd0op5JwppTBVOWf2339/1q5dy2te8xoiwlJKSMLM2JxJYksRQa2VE044Qbfeeistd6eUQqfTodvtMhVmxi677MIjjzzCbrvtxjiTREqJWispJfq2X62VlBKSMDMiAndHEmZGRPDLX/5Sxx9/PBs2bEAS7k6tlZQStVamqmkacs6sXLmSU089laZpzN2RhJmxOZPEi9mwYYOOPPJInnrqKcwMSTRNQ6/XY6rMjPe9731cddVVzJo1i3EWEZgZZkbf9Oj1ejRNwwRJtMyMXq+nk046iZtvvplSCu5OKyKYqpQStVZSSrz97W9n9erV7LzzzsY4SZgZmzNJSMLMkMSEz3zmM1q5ciWbNm3CzGhJYls1TUOv1yOlRK2VlrsTEcyYMYM1a9Zw+OGHMzAwYOOICMwMM6Pv5dftdrnpppu0dOlSNm7ciJkhCXcnIpiqnDOSGBwcZNWqVRx99NGMM0mYGZszSUQE7k5E4O4MDQ3xrne9Sw888ACSkERKiYigJYnJ6HQ6dLtdWk3TsO+++3LzzTczb948xpkkzIxWrZWUEn0vn4jA3dmwYYNOOeUUHnzwQSKCgYEBxsbGmA5mhiRaH/rQh7j00ktpmsY6nQ5bMkm0JGFmtH7yk5/o8MMPZ3h4mJwzpRRaZkZLEtvCzJBEzplSChPOOussLrvsMlJKJglJuDutiMDd6Xv5RATuTq2VL3/5y/rkJz/J2NgYOWdKKUyVuxMRmBmS2GuvvbjnnnvYc889LefMlkwSrYjA3RkaGuJTn/qUvv71r9PtdnF3Ukr0ej22lbvTigg2Nzg4SERwww03cPzxx1NKMXfH3YkIWu5O38tLEmZGrZUnnnhCBx98MBs3bqTWirsTEUyFmSEJd6cVEdx44428733vIyIspcTmLCJoScLd2bBhA0cddZSeffZZxsbGaHU6HbrdLi0zQxJbY2ZIwsyQREoJSRx66KFcd9117L777jRNY5IwMyICM8PM6Ht5lVLIOVNKISL09re/nYcffpixsTGmk5lhZkQECxcu5Bvf+AazZ8+2TqfD5qzWirvTksS6dev0wQ9+kOHhYVJK1FppNU1Dr9fD3YkItkXOmVIK7k4rIvjyl7/MWWedhSTrdDpIomVmtGqtpJToe3nVWkkp0brsssv0iU98gqGhIaaLuxMRTJg7dy6rVq3i8MMPZ5yxGYsIzIzWn//8Zy688ELdeOONjIyMkHOmlEIr50wphclIKVFrxd2JCGbNmsW9997LAQccQERYzplWRODutCICd6fv5dXr9WiahtYzzzyjo446iscee4yWJKbK3YkI3J2IIOfMGWecwYoVK5g5c6axGZOEJEopPPLII3rve9/L7373OyTRkoS7ExG4OxHB1rg7EUHLzJBE65BDDmHdunXMnTsXG1dKIedMq5RCSgkzo+/lFRG4OxFBy921ePFi1q1bR7fbZTqllKi10jQNr3zlK/n+97/Pvvvuyzjj/zJJ1FpJKbF06VJdddVVjI2NMVXuTkSQUqLWSqfT4Wtf+xonnngig4ODRt+/TSmFnDMRQbfbZXBwkLVr1+rMM8/khRdeoJTClgYGBhgbG2N7mBmSyDlz0UUXsWzZMgYGBiwicHeslEJKieeff563vvWt+vWvf00phakwMyTRSikREcyZM4cHH3yQefPm4e5G37+NJFqScHdav/nNb3TmmWeyfv163B0zo9bKlnLOlFLYGncnImillDAzSinst99+rF+/njlz5tjAwAClFEwSkrjjjjt0zDHHMDY2hiSmKudMKYVWSon58+dz++23MzAwwDij798qInB3WqUU3F3XXnstS5cuZWRkBHcnIjAzJDHB3YkItibnTCmFzZkZkrjzzjs59NBDGRwctIjAIoKRkRHOO+88XXfddYyMjDAdmqah1+vRmjFjBitWrOADH/gAs2fPNvr+Y0iiVWvlT3/6kw499FCefvpp3J2IwMxwd2qtbCszQxJmhpkREbQGBwcZHR3l7LPPZvny5XQ6Het0Oli32+Xpp59mwYIFeuKJJ5gOTdPQ6/UwM3LO7LfffqxevZp58+aRczb6/u0k0YoIUkrUWkkp6eijj2b9+vWUUogINpdSotbK1uScKaUwodPp0O12cXcigte+9rXcfPPN7LvvvuSczWqtXHPNNTrnnHMYHh7G3YkIpsLdiQgmfPazn+Wcc85h1qxZRt9/hFIKOWckYWZMuP7667V06VI2btyIu9OKCFopJWqtbI2ZIYmcM6UUUkpIIiJouTsrL4FDwwAAAfFJREFUVqzgvPPOY5zZ73//e5YsWaIf/OAHSEISEcFUpZSotbLDDjtw//33s++++5JSspQSff9ZxsbG6HQ6mBl//vOfddRRR/Hwww/TcnciAjNDEtvKzMg50+v12FxKiYjgrW99K1dddRV77703dtttt+n000/nD3/4A9PFzJBE6/Wvfz333HMPu+66K+MsInB3+v59JGFmlFLIOdOShJkhiaVLl+qGG25g48aNTEgpUWtlstydiKDl7kQEZkan0+Gb3/wmixcvxo477jitX7+ekZERIoKmaej1ekyXc889l0suuYSUkuWc6fvPd9ddd+n000/nmWeeIaVErRV3JyKYDu5ORDB//nxuueUWbO+999YTTzxBa/bs2WzatImmaZgKM6PX6zFv3jxWrVrFG97wBmbNmmWMq7WSUqLvP9ff//53nX/++axZs4ahoSHMjFmzZtHtdpGEJKYiIjAzOp0OP/vZz7BVq1bpn//8J7VW3J2cM7VWpkoSc+bM4dhjjyUiaJrGGCcJM6PvP9tjjz2mhx56iForEUGr1krTNEhiKnq9HpLodDosWrQI07hut0un02FoaIjBwUEigqmQRKfTodXr9Wiaxuj7/0av16NpGkZHR+l0OnJ3er0ekkgpERFMRdM0jIyMsMMOOzA6Osr/AkOsXrZhYdsoAAAAAElFTkSuQmCC\",\"boxArea\":\"463.49\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77"}},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Initializing MathExecutor {"data":{"variables_count":191},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: MathExecutor variables set {"data":{"variables_count":191},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"3.83789"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"43.826526"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.40616"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"9.9007056"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":6.67625},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":58.955922},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.212"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"57.88815"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"1.118"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0.945"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"4.8755"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0037610513160000005},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":3.7610513160000005},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00029871497500000006},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.29871497500000005},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0028492813000000005},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":2.8492813000000003},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0058559644"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"5.8559644"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.0028420854"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"2.8420854"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.003805428"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"3.805428"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.0003036352"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.3036352"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":3.9432321182000005},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":11.3625},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"11.514"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"3.8923000912057"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"8.4915"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"114.8778"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] 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":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":365.95579630919997,"totalDenseWeight_before_formula":39.112816251796694},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":402.55137594012},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":7,"totalDenseWeight":0},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"1","raceway_depth":"2"},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Box added for line 1 in standard raceway 6x2 {"data":{"line":1,"width":120.0,"height":22.77,"length":5,"denseWeight":0},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":5,"width":122.0,"height":24.77},"quantity":1,"denseWeight":1}],"cheapestShippingCost":522.26,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":645.74,"tariffAndDS":645.74,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1034.60719,"totalShipmentCostFormula":"((tariffAndDS (645.74) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1034.61","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":366.11,"tariffAndDS":366.11,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":616.979785,"totalShipmentCostFormula":"((tariffAndDS (366.11) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 616.98","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":489.01,"tariffAndDS":489.01,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":751.6083699999998,"totalShipmentCostFormula":"(( tariffAndDS (489.01) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 751.60837","careerDDPValue":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":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":"470.26","tariffAndDS":470.26,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":522.26,"totalShipmentCostFormula":"(((tariffAndDS (470.26) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 522.26","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":463.51,"tariffAndDS":463.51,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":705.56729125,"totalShipmentCostFormula":"(((tariffAndDS (463.51) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 705.56729125","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":950,"tariffAndDS":950,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":950,"totalShipmentCostFormula":"((tariffAndDS (950) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 950","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":526.6800000000001,"tariffAndDS":526.6800000000001,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":800.1880550000001,"totalShipmentCostFormula":"(((tariffAndDS (526.68) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 800.188055","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":581.5799999999999,"tariffAndDS":581.5799999999999,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":882.4213924999998,"totalShipmentCostFormula":"(((tariffAndDS (581.58) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 882.4213925","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":463.51,"tariffAndDS":463.51,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":705.56729125,"totalShipmentCostFormula":"(((tariffAndDS (463.51) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 705.56729125","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":1.66},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"22.77","sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/raceway/halo-lit-with-raceway.png","mounting_type":"Standard Raceway","combined_production_cost_usd":410.0,"total_production_cost":670.0,"totalDenseWeight":0,"totalVolumetricWeight":50,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":645.74,"tariffAndDS":645.74,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1034.60719,"totalShipmentCostFormula":"((tariffAndDS (645.74) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1034.61","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":366.11,"tariffAndDS":366.11,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":616.979785,"totalShipmentCostFormula":"((tariffAndDS (366.11) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 616.98","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":489.01,"tariffAndDS":489.01,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":751.6083699999998,"totalShipmentCostFormula":"(( tariffAndDS (489.01) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 751.60837","careerDDPValue":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":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":"470.26","tariffAndDS":470.26,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":522.26,"totalShipmentCostFormula":"(((tariffAndDS (470.26) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 522.26","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":463.51,"tariffAndDS":463.51,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":705.56729125,"totalShipmentCostFormula":"(((tariffAndDS (463.51) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 705.56729125","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":950,"tariffAndDS":950,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":950,"totalShipmentCostFormula":"((tariffAndDS (950) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 950","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":526.6800000000001,"tariffAndDS":526.6800000000001,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":800.1880550000001,"totalShipmentCostFormula":"(((tariffAndDS (526.68) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 800.188055","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":581.5799999999999,"tariffAndDS":581.5799999999999,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":882.4213924999998,"totalShipmentCostFormula":"(((tariffAndDS (581.58) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 882.4213925","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":5,"width":122,"height":24.77},"denseWeight":1,"volumetricWeight":50,"higherWeight":50,"quantity":1}],"totalHigherWeight":50,"DS":0,"rate":463.51,"tariffAndDS":463.51,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":705.56729125,"totalShipmentCostFormula":"(((tariffAndDS (463.51) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 705.56729125","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]}}},"cheapest_shipping_cost_usd":530.0,"totalCost":1200.0,"productionResults":[{"material_id":1,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":null,"sequence_no":1},{"material_id":2,"dense_weight_expression":3.83789,"result":"43.826526","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":"Aluminium 12 G / 0.08 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":2},{"material_id":3,"dense_weight_expression":1.40616,"result":"9.9007056","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"Aluminium 14 G / 0.074 inch - Corrosion-resistant, and Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":6.67625,"result":58.955922,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"Frosted Acrylic 8mm / 0.315 inch - Ideal Light Diffusion for Halo Sign Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":1.212,"result":"57.88815","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC, IP65, 0.72–1.2W per module","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 – 12V DC output (10A + 5A split), 180W total, UL certified.","sequence_no":15},{"variable_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":16},{"material_id":17,"dense_weight_expression":0.945,"result":"4.8755","sign_material":"Wire 18g UL UL Certified Red & White China","description":"Wire 18 Gauge (Red & White) UL Certified – 18 AWG stranded copper, 300V, PVC insulated, UL-approved.","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.0037610513160000005,"result":3.7610513160000005,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.00029871497500000006,"result":0.29871497500000005,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.0028492813000000005,"result":2.8492813000000003,"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":0.0058559644,"result":"5.8559644","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.0028420854,"result":"2.8420854","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.003805428,"result":"3.805428","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.0003036352,"result":"0.3036352","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":3.9432321182000005,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":11.3625,"sign_material":"Packaging/Box Making","description":"Custom Packaging with 3–5 ply corrugated boxes with inner foam/styro and stretch wrap.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":11.514,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":3.8923000912057,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"0","sign_material":"Flush/Stud mounted","description":null,"sequence_no":46},{"variable_id":25,"dense_weight_expression":8.4915,"result":"114.8778","sign_material":"Standard Raceway (6x2)","description":"Sign to be mounted onto 6\"x2\" Serviceable Raceway","sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":43.02409787697637,"result":402.55137594012,"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","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":43.02409787697637},"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:07] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 06:16:07"} 
[2026-02-26 06:16:08] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-02-26 06:16:08"} 
[2026-02-26 06:16:08] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":22.77,"sign_width":"120","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]},"timestamp":"2026-02-26 06:16:08"} 
[2026-02-26 06:16:08] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-02-26 06:16:08"} 
[2026-02-26 06:16:08] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":22.77,"sign_width":"120","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]}},"timestamp":"2026-02-26 06:16:08"} 
[2026-02-26 06:16:08] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 06:16:08"} 
[2026-02-26 06:16:08] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-02-26 06:16:08"} 
[2026-02-26 06:16:08] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-02-26 06:16:08"} 
[2026-02-26 06:16:09] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":22.77,"sign_width":"120","shipping_weight":50,"shape":"rectangular","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]}},"timestamp":"2026-02-26 06:16:09"} 
[2026-02-26 06:16:09] local.INFO: Validation Passed {"data":[],"timestamp":"2026-02-26 06:16:09"} 
[2026-02-26 06:16:09] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-02-26 06:16:09"} 
[2026-02-26 06:16:09] 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","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"}},"timestamp":"2026-02-26 06:16:09"} 
[2026-02-26 06:16:09] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-02-26 06:16:09"} 
[2026-02-26 06:16:09] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-02-26 06:16:09"} 
[2026-02-26 06:16:22] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Flat Backer","quotationId":"888","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"91926218-7ee5-4f94-9b15-082a18d8e0f8\",\"width\":14.92,\"perimeter\":83.47,\"height\":16.33,\"area\":104.81,\"image\":\"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\",\"boxArea\":\"243.64\"},{\"id\":\"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b\",\"width\":14.92,\"perimeter\":80.27,\"height\":17.11,\"area\":164.2,\"image\":\"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\",\"boxArea\":\"255.28\"},{\"id\":\"2a575533-934a-47ba-a451-5dcde10c9c63\",\"width\":7.97,\"perimeter\":61.57,\"height\":21.99,\"area\":78.86,\"image\":\"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\",\"boxArea\":\"175.26\"},{\"id\":\"80dcbcb2-6696-44ea-bda4-c88cec88bc79\",\"width\":17.75,\"perimeter\":79.1,\"height\":22.38,\"area\":107.84,\"image\":\"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\",\"boxArea\":\"397.25\"},{\"id\":\"fb9d1778-cb70-4da3-97af-410ed65f4e84\",\"width\":14.28,\"perimeter\":73.09,\"height\":22.77,\"area\":226.98,\"image\":\"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\",\"boxArea\":\"325.16\"},{\"id\":\"4ec2d711-a25d-4fb1-8f22-601cd8a21639\",\"width\":14.15,\"perimeter\":72.57,\"height\":22.77,\"area\":225.14,\"image\":\"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\",\"boxArea\":\"322.20\"},{\"id\":\"8c3e5cef-4d69-4441-8714-0643d8f5b2db\",\"width\":20.71,\"perimeter\":85.62,\"height\":22.38,\"area\":191.58,\"image\":\"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\",\"boxArea\":\"463.49\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77"}},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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","mounting_type":"Flat Backer","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: Initializing MathExecutor {"data":{"variables_count":191},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: MathExecutor variables set {"data":{"variables_count":191},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"3.83789"},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"43.826526"},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"1.40616"},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"9.9007056"},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":6.67625},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":58.955922},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"1.212"},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"57.88815"},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":0.0037610513160000005},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":3.7610513160000005},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":0.00029871497500000006},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":0.29871497500000005},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":0.0028492813000000005},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":2.8492813000000003},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"0.0058559644"},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"5.8559644"},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"0.0028420854"},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2.8420854"},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"0.003805428"},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"3.805428"},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"0.0003036352"},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"0.3036352"},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":3.9432321182000005},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":11.3625},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"11.514"},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"3.8923000912057"},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"14.499673055556"},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"176.54377756667"},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] 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":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":427.62177387586996,"totalDenseWeight_before_formula":45.120989307352694},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":470.383951263457},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":7,"totalDenseWeight":0},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: Box added for flat backer 2.5mm mounting {"data":{"length":3.5,"width":124,"height":26.77,"denseWeight":0},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":3.5,"width":124,"height":26.77},"quantity":1,"denseWeight":1}],"cheapestShippingCost":414.01,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":494.055,"tariffAndDS":494.055,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":808.0656425000001,"totalShipmentCostFormula":"((tariffAndDS (494.055) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 808.07","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":281.93,"tariffAndDS":281.93,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":491.256955,"totalShipmentCostFormula":"((tariffAndDS (281.93) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 491.26","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":384.15,"tariffAndDS":384.15,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":590.43855,"totalShipmentCostFormula":"(( tariffAndDS (384.15) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 590.43855","careerDDPValue":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":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":"362.01","tariffAndDS":362.01,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":414.01,"totalShipmentCostFormula":"(((tariffAndDS (362.01) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 414.01","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":409.25,"tariffAndDS":409.25,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":624.2925937499999,"totalShipmentCostFormula":"(((tariffAndDS (409.25) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 624.29259375","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":835,"tariffAndDS":835,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":835,"totalShipmentCostFormula":"((tariffAndDS (835) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 835","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":433.38,"tariffAndDS":433.38,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":660.4363175,"totalShipmentCostFormula":"(((tariffAndDS (433.38) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 660.4363175","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":432.09999999999997,"tariffAndDS":432.09999999999997,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":658.5190374999999,"totalShipmentCostFormula":"(((tariffAndDS (432.1) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 658.5190375","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":409.25,"tariffAndDS":409.25,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":624.2925937499999,"totalShipmentCostFormula":"(((tariffAndDS (409.25) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 624.29259375","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":1.66},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"22.77","sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flat-aluminum-backer/halo-Lit-channel-letters-with-flat-aluminum-backer.png","mounting_type":"Flat Backer","combined_production_cost_usd":480.0,"total_production_cost":790.0,"totalDenseWeight":0,"totalVolumetricWeight":38.5,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":494.055,"tariffAndDS":494.055,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":808.0656425000001,"totalShipmentCostFormula":"((tariffAndDS (494.055) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 808.07","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":281.93,"tariffAndDS":281.93,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":491.256955,"totalShipmentCostFormula":"((tariffAndDS (281.93) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 491.26","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":384.15,"tariffAndDS":384.15,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":590.43855,"totalShipmentCostFormula":"(( tariffAndDS (384.15) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 590.43855","careerDDPValue":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":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":"362.01","tariffAndDS":362.01,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":414.01,"totalShipmentCostFormula":"(((tariffAndDS (362.01) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 414.01","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":409.25,"tariffAndDS":409.25,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":624.2925937499999,"totalShipmentCostFormula":"(((tariffAndDS (409.25) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 624.29259375","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":835,"tariffAndDS":835,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":835,"totalShipmentCostFormula":"((tariffAndDS (835) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 835","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":433.38,"tariffAndDS":433.38,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":660.4363175,"totalShipmentCostFormula":"(((tariffAndDS (433.38) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 660.4363175","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":432.09999999999997,"tariffAndDS":432.09999999999997,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":658.5190374999999,"totalShipmentCostFormula":"(((tariffAndDS (432.1) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 658.5190375","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":3.5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":38.5,"higherWeight":38.5,"quantity":1}],"totalHigherWeight":38.5,"DS":0,"rate":409.25,"tariffAndDS":409.25,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":624.2925937499999,"totalShipmentCostFormula":"(((tariffAndDS (409.25) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 624.29259375","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]}}},"cheapest_shipping_cost_usd":420.0,"totalCost":1210.0,"productionResults":[{"material_id":1,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":null,"sequence_no":1},{"material_id":2,"dense_weight_expression":3.83789,"result":"43.826526","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":"Aluminium 12 G / 0.08 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":2},{"material_id":3,"dense_weight_expression":1.40616,"result":"9.9007056","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"Aluminium 14 G / 0.074 inch - Corrosion-resistant, and Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":6.67625,"result":58.955922,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"Frosted Acrylic 8mm / 0.315 inch - Ideal Light Diffusion for Halo Sign Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":1.212,"result":"57.88815","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC, IP65, 0.72–1.2W per module","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 – 12V DC output (10A + 5A split), 180W total, UL certified.","sequence_no":15},{"variable_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":16},{"material_id":17,"dense_weight_expression":0.945,"result":"4.8755","sign_material":"Wire 18g UL UL Certified Red & White China","description":"Wire 18 Gauge (Red & White) UL Certified – 18 AWG stranded copper, 300V, PVC insulated, UL-approved.","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.0037610513160000005,"result":3.7610513160000005,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.00029871497500000006,"result":0.29871497500000005,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.0028492813000000005,"result":2.8492813000000003,"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":0.0058559644,"result":"5.8559644","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.0028420854,"result":"2.8420854","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.003805428,"result":"3.805428","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.0003036352,"result":"0.3036352","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":3.9432321182000005,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":11.3625,"sign_material":"Packaging/Box Making","description":"Custom Packaging with 3–5 ply corrugated boxes with inner foam/styro and stretch wrap.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":11.514,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":3.8923000912057,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"0","sign_material":"Flush/Stud mounted","description":null,"sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":14.499673055556,"result":"176.54377756667","sign_material":"Flat Backer (2mm)","description":"Sign to be Mounted onto 2mm Aluminum Backer","sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":49.633088238087964,"result":470.383951263457,"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","mounting_type":"Flat Backer","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":49.633088238087964},"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:22] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 06:16:22"} 
[2026-02-26 06:16:23] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-02-26 06:16:23"} 
[2026-02-26 06:16:23] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flat Backer","sign_height":22.77,"sign_width":"120","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]},"timestamp":"2026-02-26 06:16:23"} 
[2026-02-26 06:16:23] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-02-26 06:16:23"} 
[2026-02-26 06:16:23] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flat Backer","sign_height":22.77,"sign_width":"120","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]}},"timestamp":"2026-02-26 06:16:23"} 
[2026-02-26 06:16:23] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 06:16:23"} 
[2026-02-26 06:16:23] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-02-26 06:16:23"} 
[2026-02-26 06:16:23] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Flat Backer"},"timestamp":"2026-02-26 06:16:23"} 
[2026-02-26 06:16:24] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flat Backer","sign_height":22.77,"sign_width":"120","shipping_weight":38.5,"shape":"rectangular","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]}},"timestamp":"2026-02-26 06:16:24"} 
[2026-02-26 06:16:24] local.INFO: Validation Passed {"data":[],"timestamp":"2026-02-26 06:16:24"} 
[2026-02-26 06:16:24] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-02-26 06:16:24"} 
[2026-02-26 06:16:24] 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","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"}},"timestamp":"2026-02-26 06:16:24"} 
[2026-02-26 06:16:24] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-02-26 06:16:24"} 
[2026-02-26 06:16:24] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Flat Backer"},"timestamp":"2026-02-26 06:16:24"} 
[2026-02-26 06:16:37] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Backerboard Cabinet","quotationId":"888","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"91926218-7ee5-4f94-9b15-082a18d8e0f8\",\"width\":14.92,\"perimeter\":83.47,\"height\":16.33,\"area\":104.81,\"image\":\"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\",\"boxArea\":\"243.64\"},{\"id\":\"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b\",\"width\":14.92,\"perimeter\":80.27,\"height\":17.11,\"area\":164.2,\"image\":\"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\",\"boxArea\":\"255.28\"},{\"id\":\"2a575533-934a-47ba-a451-5dcde10c9c63\",\"width\":7.97,\"perimeter\":61.57,\"height\":21.99,\"area\":78.86,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAAD4AAACrCAYAAAA+ai+0AAAdE0lEQVR4Ad3Bb6xmV0H24d+91j5nOtPpyHS10EoKMRZjSZQP1NKuNkJGg0QwakiqG7QF/9AY0zjUDxpJ5AMfmhASYm1gtFqIRALpOGu6z7FU0krqJFbBCtK0DWWgsVprW6wznT/7zHn2Xvd7nrxMMmlepzP78eFNuC7ZZllsMyeJuVor4zhim9XVVYZhoNbKV77yFT/44IPcd999/OiP/igf/OAH+bEf+zFtQRLLINssQ62VEAJn8/jjj3ttbY21tTUef/xxXnrpJd74xjdy11138RM/8RPagiSWQbZZJtvMZjOapiGEgG1OnDjBoUOH/Gd/9mc89NBDHDt2jM3NTeZe97rX8dnPfpZrr72WEIK2sAyyzTLYRhK2kcTc8ePHOXTokB966CG+9KUv8c///M+M44htQgjUWrnkkkvYv38/N9xwA9oSQmAZZJspbDObzVhdXcU2c5KwjSRqrcyFEJj713/9Vx84cIB77rmHxx9/nKNHj3ImSdgmpUQphZwzMUaxJLLNIk6ePMmOHTuotRJCYBgGmqbhtOeee44HH3zQa2trPPzww/z7v/874zjycpKwTUqJUgo5Z2KMYklkmymGYaBpGs60ubnJ6uoqc8ePH+fQoUPuuo6/+7u/4/Dhw2xubjLXNA3DMHAmSdgmpUQphZwzMUaxJLLNomazGSsrK8zNZjMeffRR33///Xzxi1/k4YcfZnNzkxACc7axzctJwjYpJUop5JyJMYolkW2mqLUSQqDWSgiBzc1N5rqu85/8yZ/w2GOP8eKLL3Lq1CkkYZuzkYRtUkqUUsg5E2MUSyLbTHXq1Cm2bdvGOI4cOnTIpRQeeOABvvnNbzIMA7Y5kySapmFuNptxJknYJqVEKYWcMzFGsSSyzRS1VkIIfPOb3+Qzn/mMH3zwQb785S8zNwwDZ4oxIolhGPifSMI2KSVKKeSciTGKJZFtpnr++ef58Ic/7L/6q7/iv/7rv6i1EkKg1spcCIFaK3MhBGxjG0nY5kySsE1KiVIKOWdijGJJZJspaq185Stf4d3vfrefeeYZJBFjZBgGJGGb8yEJ26SUKKWQcybGKJZEtpliGAYeeughv/vd7+bo0aPMScI2U0jCNiklSinknIkxiiWRbaawzfr6um+88UY2NjaQxJxtJGGb8yEJ26SUKKWQcybGKJZEtpnq3nvvddu2nDp1CtucyTbnQxK2SSlRSiHnTIxRLIlsM9W9997r9773vfR9T62VOUnY5nxJwjYpJUop5JyJMYolkW2msM3a2pp/5Vd+hRMnTlBrZS6EQK2V8yUJ26SUKKWQcybGKJZEtpnCNuvr627blpMnT2IbSZxmm/MhCduklCilkHMmxiiWRLaZ6t577/Uv//Ivs7GxwZkkYZvzIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtnm5cRwJIfBKuq7zr/7qr3Ls2DFCCMzVWjkfTdMwDAOnXXbZZfzlX/4lb33rW9GWEAJztpmTxLmwjSTmbCOJ02qtaBxHQgjUWpmThCTOxcGDB922LRsbG5ypaRqGYeBsJGGbuRACIQSGYSClxPr6Om95y1vQFv4HtjkbSYzjyNw4jqyurjKOIzFG5jSbzWiahjnb1FqJMfJKbHPffff5xhtvZGNjg7laK+dKEnO2mYsxMrdz507uvfdecs6EEBRC4DTbnBZC4FzZRhJnkm3GcSTGyJls80ruv/9+33jjjRw/fpy5GCOSGIaBcxFjpNaKbeZijFx88cWsra1xzTXXoC38D2xzNrVWJBFCYG5zc5OmaQghMI4jsk3f91xwwQVIYq7WSgiBV/LXf/3Xft/73sd3vvMdTosxMo4jr0QStplrmoZhGJh7zWtew8GDB7n22mvZItucSRLnahxHYozMDcNAjBFJ1FrRiy++yL/8y7/wXWbLOI7Y5mxWV1f5whe+wB133MHm5ia2GceROUnY5lxJIoTAOI5s376dW2+9lXe9613UWqm1YpuXG8eRs4kxcurUKXbs2KHXvva1XHnllZxJd9xxhz//+c/T9z0xRiTRNA2SOJumaTh8+DDPPPMMcyEEaq00TUOtlVorryTGiG1qrYQQiDEym8247LLLeMMb3oBtaq3Y5ky2CSFwNrVWbHPhhRdy5ZVX8od/+IdcdtllCiEwp/e///3+i7/4C2zTNA2bm5ucC0nYJsaIJIZhYG51dZXNzU3ORYyRuXEcmZOEbUII2MY2Z5KEbc6VJGyzc+dO/vZv/5Y3velNWl1dxTbau3ev9+3bx8bGBpKwzfeblZUV1tfX2bNnD03TiC3au3ev9+3bx8bGBpKwzfeblZUV1tfX2bNnD03TiC3au3ev9+3bx8bGBpKwzfeblZUV1tfX2bNnD03TiC3au3ev9+3bx8bGBpKwzfeblZUV1tfX2bNnD03TiC3au3ev9+3bx8bGBpKwzfeblZUV1tfX2bNnD03TiC3au3ev9+3bx8bGBpKwzfeblZUV1tfX2bNnD03TiC3au3ev9+3bx8bGBpKwzfeblZUV1tfX2bNnD03TiC3au3ev9+3bx8bGBpKwzfeblZUV1tfX2bNnD03TiC36nd/5HX/iE59gNpsRY2QcRyRhm7OJMTKOI6urq8xmM2KMDMPAuQohMFdrJcbIOI7MScI2krDNIpqmodZKCIG1tTV+5md+hlqrYozotttu8yc/+Un6vkcSc7aZKoRAjJHZbMYrkcScbSSxsrLCMAzM1Vr537J9+3YOHDjA29/+drYohIBuvfVW33XXXWxsbDC3bds2hmGg1srZ2OaCCy5gY2ODGCMhBGazGedrZWWF2WzGy0liUbaZ2759O/v37+cd73gHIQSxRbfeeqvvvvtuZrMZm5ubLCqEgG1sczaSsE2MkVortpFE0zSM40itlUVIQhK2iTGytrbGT//0T9M0jWqt6NZbb/Uf//Efc1qMkRACwzBwNjFGhmEgxkgIgXEcqbUiCdu8khACtVbmYoyM44gkYowMw8BpkpiThG3OlW1O2717N/fffz9vfvObiTFqGAb0kY98xB//+MeZzWZs27aNGCPjOPJKbHP06FGGYSCEgG1sE0Kg1sorkYQkaq283I4dO9i+fTuSmJPEmWzzSiSxubnJzp07ueqqq7j77ru54oorxHfpG9/4hr/85S8TQmB1dRXb9H3P6uoqZzObzXj00Uf55Cc/ycbGBsMwcL4kYRtJSKJpGmKMfOADH+Caa65BEpKYk4Rt5mwjibNpmoa+74kxcvnll/O2t70NbTl16hRN0yDbjOPoEAK2CSFwrh566CHe9a53cfz4ceZijIzjyLkIIVBrZU4Sc7bZtWsXDzzwAG9+85uRhCSmsI0kvkvjOBJjxDaSkG2mWltbc9u2nDx5EttIwjZTSMI2KSVKKeSciTGKJZFtplpbW3Pbtpw8eRLbSMI2U0jCNiklSinknIkxiiWRbaZaW1tz27acPHkS20jCNlNIwjYpJUop5JyJMYolkW2m6rrObdvS9z22kYRtppCEbVJKlFLIORNjFEsi20xhm7W1NbdtS9/32EYStplCErZJKVFKIedMjFEsiWwzhW3W1tbcti1932MbSdhmCknYJqVEKYWcMzFGsSSyzRS2WVtbc9u2nDx5kjlJ2GYKSdgmpUQphZwzMUaxJLLNFLbpus7vec97OHnyJHOSsM0UkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6m6rnPbtvR9j20WIQnbpJQopZBzJsYolkS2marrOrdtS9/32GYRkrBNSolSCjlnYoxiSWSbqbquc9u29H2PbRYhCduklCilkHMmxiiWRLaZqus6t21L3/fYZhGSsE1KiVIKOWdijGJJZJupuq5z27b0fY9tFiEJ26SUKKWQcybGKJZEtpmq6zq3bUvf99hmEZKwTUqJUgo5Z2KMYklkm6kOHDjg973vfRw/fhzbhBCotSIJ25yPEAK2SSlx4MABcs7EGMWSyDZTHTx40DfffDPHjx+n1kqMkXEcORchBOZqrZzp4osvppTC9ddfT4xRLIlsM9XBgwd98803c/z4cWqtxBixTa2VVyKJOdvMScI2l1xyCaUUrrvuOmKMYklkm6kOHjzo9773vfR9j21CCNjGNudDEiEEaq2klDhw4AA5Z2KMYklkm6nW19d944030vc9/1t2795NKYUbbriBGKNYEtlmqkOHDvkXfuEXePHFF5GEbeYkYZuzkYRtXu7SSy/l4MGDvOUtbyHGKJZEtpnqiSee8M/93M/x7W9/mznbzEnCNudDEnMpJUopXHfddcQYxZLINlM9++yzfuc738nXv/51xnFEEraRhG1eiSQkYRvbzO3YsYP9+/fz9re/nRijWBLZZqqnnnqKtm39T//0T4zjiCRscy4kYZumaRiGgRACtVbm/vRP/5T3vOc9XHjhheK7xnEkxohtJHE+xnEkxshpwzAg20z1rW99i5tuuskPP/wwtgkhUGvlXEjCNiEEaq3EGBnHEUl87GMf47bbbmOLhmEgxogk5mazGSsrK7ySYRhomoYz1VqptdI0DbLNVE899RS33HKLH3jgAWwTQqDWyrmQhG1OizEyjiNN0/Bbv/Vb3H777aysrKhpGkIIzGYzVlZWOB/jOGKbGCPjONI0DXO1VmSbqZ555hl+7/d+z5/73OcYxxFJ2OZchRCotSIJ28yFELjhhhv4whe+wI4dO2QbSQzDgCRijAzDQNM0nM04joQQkMTLbW5uIttMdeTIEW6//XbfcccdbGxscJokbPNKYoyM48iZJHHJJZdw3333cfXVV7OxsaHV1VVCCNhGEsMw0DQNZzMMA03TUGtlY2ODHTt2MDeOIzFGZJupNjc32bdvnz/0oQ9x/PhxzlcIgVorp4UQmLPNzTffzMc//nFe9apXMY6jYozYRhLnwzaSqLUSQuA02WYRn/nMZ/zbv/3bHDt2jBACtrHNVCEEaq1ceuml/NEf/RHvfOc72bVrl9hSa0USknglwzAQQiCEwDAMNE3DmWSbKWqthBC45557/Ou//uscO3aMpmmotVJr5ZWEEKi1MicJ25wmCdtcffXV/OZv/ia/9Eu/xK5du9AWzkOtlX/4h3/gH//xH/nABz7AhRdeyDiOxBiRbaYax5FHH33UP/mTP8mxY8dYWVlhNpshCdssanV1lde//vVcf/31vOMd7+Daa6/lta99rZqm4UzDMNA0DXMvvPACzzzzDI899pi/9rWv8cgjj/Ctb32Lz372s1x//fVsEVtkmylqrYQQeOGFF/zDP/zDnDhxgrlaK5KwzSJCCNRamdu5cyc/8iM/wtVXX82b3vQmrrjiCi655BIuvPBCVlZWNJvNOHr0qJ9++mm+/vWv841vfIMnnniCF154gWPHjjEMAx/72Me45ZZb2L59u7Yg20wxDANN01Br9eWXX86RI0fY3NxkThK2WUSMEdvUWjntoosu4tWvfjW7d+9m165drKysEEJgc3OTEydOcOTIEZ577jn++7//mxACtVbmYoy8//3v584772Tbtm1ii2wz1TAMxBi57rrr/NWvfpXNzU3mJGGb/w0xRmxTa+XlJHEmSUhiThLDMDAXQuCnfuqn2L9/P7t27dJsNkO2mWo2m9E0DbfddpvvvPNOhmFgLoRArZVFSMI2ZwohIAnb1Fo5TRK2+Z9I4rrrruNzn/scV1xxhdgi2yzqwIED/rVf+zWOHj2KJGyzqBgjtjmTbWwzF2PENrVWzsWVV17JnXfeydve9ja2bdsm2WaKYRhomoa5p59+2r/4i7/IV7/6VWzzvSQJSZxWa2VOEpKotTK3c+dObr/9dm655RZWVlYk2yyi1koIgbZtvX//foZhIIRArZVFSMI2ZyOJOdv8v0jCNjFGaq18+MMf5kMf+hAhBMk2i6q1cuDAAd96660899xzzNnmNEnEGBmGgbkQArVWlkkSc7ZpmoZxHLnpppvYt28f27Ztk2wzhW3mJGGb//zP//QHP/hB9u/fT62V1dVVTp06xZkk0TQNs9mM75WmaRiGgblrrrmGBx98kJ07d0q2mWo2m7GyssJpX/ziF33TTTfx3HPPcVoIgRACwzDw/8MFF1zAxsYGIQR2797N4cOHedWrXiXZZirbzEliHEc2Nzf9+7//+3z605/mpZdeomkahmHgtBACtVa+FyQhiVorkgghsG3bNp588kkuv/xyZJspbCOJcRyJMTI3jiNPP/20P/rRj/KpT32Kzc1NQgjMjePIXAiBWivfC03TMAwDkpDEysoKDz/8MD/+4z+ObDOVbSQxV2slhMAWP/HEE/zBH/wBf/M3f0Pf92zbto3ZbEatlRACtVa+F2KMjOPInCTm9u/fz8///M8j20w1m81YWVlhbmNjgwsuuIC+79m+fbsfeeQRPvGJT3DPPfdw7Ngx5mKMSGIYBr4XQgjM1VqRhG0+8pGP8Lu/+7vINlPUWgkhMI4jIQQkcdo4jkjyt7/9be666y4+/elP8/zzz3NajJFxHPleCSFQayWEwM0338xHP/pRZJsl8rPPPsuf//mf86lPfYp/+7d/YxgGbDO3urrK5uYmc03TMDcMA/8vkpizzZkkYZs5SczZZi6EgCTGcWR1dZXNzU1yznz+859HtlmWzc1NVldXfeTIEQ4dOsT6+jpf+tKXOHz4MHO2mYsxMo4jc5KQRAgB29Rasc3LScI2/5MQArVWTosxMo4jb33rW7n77ruRbZZhGAaapuG0jY0NP/vsszzyyCMcOnSIv//7v+fJJ5/kpZdeIoRArZW5pmkYhoGXk8Rpkqi1cloIgblaK3NN0zAMA6dt27aNK664gje84Q387M/+LL/xG7+BbLNMs9mMuaZpkMQWP/300zz22GN87Wtf48knn+Tpp5/m8OHDHDlyhForGxsbSKLWSq0V28xJwjZns337dnbu3MnOnTv5oR/6Ia644gpe97rX8cY3vpGrrrqK173udezcuRPZZplqrYQQmBuGgaZpqLVSa/VLL73EkSNH+M53vsNTTz3Fk08+yeHDh/mP//gPXnzxRU6cOMGRI0c4ceIEs9mM0yQhiRgjO3bs4Ad+4AfYvXs3r3nNa3j961/PD/7gD3LVVVexe/duLrnkEi699FIuuugitm/fzhaxRbZZhmEYaJqGuVorc5KQxJnGcWQYBrb45MmTPP/88xw9epS+7zl58iTHjh3j5MmTDMOAJCQxN44jTdNwwQUXsGPHDnbs2MGuXbt49atfzcUXX8xFF12EJLSF7xqGgRAC4zgi2yzLMAxIIsbIabPZjJWVFU6dOsW2bds4zTa2kYQktpgttnk528yFEDjNNrbR/8VptVaGYSCEQNM0nPZ/AGh9Bsq6h61FAAAAAElFTkSuQmCC\",\"boxArea\":\"175.26\"},{\"id\":\"80dcbcb2-6696-44ea-bda4-c88cec88bc79\",\"width\":17.75,\"perimeter\":79.1,\"height\":22.38,\"area\":107.84,\"image\":\"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\",\"boxArea\":\"397.25\"},{\"id\":\"fb9d1778-cb70-4da3-97af-410ed65f4e84\",\"width\":14.28,\"perimeter\":73.09,\"height\":22.77,\"area\":226.98,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAAG8AAACxCAYAAADK8eM/AAAgAElEQVR4AezBDbCnZUH///fnuu/vOSsIRKEFdIHR+DSOXJmNSNqg5sMIlpIaKTEEBsF+NWmJkB7Bn5tPSVQqZT70XcCw6NIyTUU0Fs0nUhNRUTAhQ0DQhT177znne1/X5+898z8z32EQ9uweTZd9vWSbPXZerRVJSGJQSqFpGgbf+ta3+Md//Ed/7WtfQxIhBKbTKW3bUkohhMB9aduWxcVFSinMz8/zlKc8hac+9aniO2SbPdZO3/e0bct0OuWaa67x+vXr+fznP49t2rZlOp0yPz9PKQVJ1Fq5L03T0Pc927Zt4/jjj+flL385hx12mGSbPXadbVZIYnDJJZf41FNPpes6ZknCNqvVNA2HHnooOWce/ehHS7bZY23YZiCJwUUXXeTTTjuNruuYJQnbrJYkHvKQh5Bz5tGPfrRkmz3Wnm02bdrk9evX03UdsyRhm51x6KGHknPm8MMPR7bZY+3VWtm0aZPH4zFd1zFLErbZGYcccgg5Z1JKyDZ77DzbSOLuaq1s2rTJ4/GYruuYJQnb7IxDDjmEnDMpJWSbPXaebSRxd7bZtGmT169fT9d1zJKEbXbGIYccQs6ZlBKyzR47zzaSuDvbbNq0yevXr6frOmZJwjarIYlBjJGcMyklZJs91o5tJFFr5aKLLvL69evpuo5ZkrDNakhiEGMk50xKCdlmj7Vnm8lk4vF4TNd1zJKEbVZLEjFGcs6klJBt9lh7tplMJh6Px3RdxyxJ2Ga1JBFjJOdMSgnZZo+1Z5vJZOLxeEzXdcyShG1WSxIxRnLOpJSQbfZYe7aZTCYej8d0XccsSdhmtSQRYyTnTEoJ2WaPtWebyWTi8XhM13XMkoRtVksSMUZyzqSUkG32WHu2mUwmHo/HdF3HLEnYZrUkEWMk50xKCdlmj7Vnm8lk4vF4TNd1zJKEbVZLEjFGcs6klJBt9lh7tplMJh6Px3RdxyxJ2Ga1JBFjJOdMSgnZZo+1Z5vJZOLxeEzXdcyShG1WSxIxRnLOpJSQbfZYe7aZTCYej8d0XccsSdhmtSQRYyTnTEoJ2WaPtWebyWTi8XhM13XMkoRtVksSMUZyzqSUkG32WHu2mUwmHo/HdF3HLEnYZrUkEWMk50xKCdlmj7Vnm8lk4vF4TNd1zJKEbVZLEjFGcs6klJBt9lh7tplMJh6Px3RdxyxJ2Ga1JBFjJOdMSgnZZo+1Z5vJZOLxeEzXdcyShG1WSxIxRnLOpJSQbfZYe7aZTCYej8d0XccsSdhmtSQRYyTnTEoJ2WaPtWebyWTi8XhM13XMkoRtVksSMUZyzqSUkG32WHu2mUwmHo/HdF3HLEnYZrUkEWMk50xKCdlmj7Vnm8lk4vF4TNd1zJKEbVZLEjFGcs6klJBt9lh7tplMJh6Px3RdxyxJ2Ga1JBFjJOdMSgnZZo+1Z5vJZOLxeEzXdcyShG1WSxIxRnLOpJSQbfZYe7aZTCYej8d0XccsSdhmtSQRYyTnTEoJ2WaPtWebyWTi8XhM13XMkoRtVksSMUZyzqSUkG32WHu2mUwmHo/HdF3HLEnYZrUkEWMk50xKCdlmj7Vnm8lk4vF4TNd1zJKEbVZLEjFGcs6klJBt9lh7tplMJh6Px3RdxyxJ2Ga1JBFjJOdMSgnZZo+1Z5vJZOLxeEzXdcyShG1WSxIxRnLOpJSQbfZYe7aZTCYej8d0XccsSdhmtSQRYyTnTEoJ2WaPtWebyWTi8XhM13XMkoRtVksSMUZyzqSUkG32WHu2mUwmHo/HdF3HLEnYZrUkEWMk50xKCdlmj7Vnm8lk4vF4TNd1zJKEbVZLEjFGcs6klJBt9lh7tplMJh6Px3RdxyxJ2Ga1JBFjJOdMSgnZ5nvJNpJYUUohhIAkSilIYhBCYGCbWishBCQxsI0kBrVWbNM0DYNaKyEE7kmtlRACg1orIQQGtpGEbSQxsI1tQgjYxjYhBFbYRhIrbGObEAL3xDaTycTj8Ziu65glCdusliRijOScSSkh23yv1VqxTdM0fDe1VkII7IxaK7VWQgiEELDNQBLLy8s0TUPTNAxss0ISpRSapuG76fuepmmQhG1sIwlJ3BvbTCYTj8djuq5jliRss1qSiDGScyalhGzzvVRrZRBCYEWtlUEphbZtsU0IgYFtbCOJWitN0zAopVBKQRLbtm1jYWGBWit33XUXW7duZWlpibZtaZqG6XTq72A0GlFrZa+99tIBBxxA27bMzc2xzz770DQNbduyotaKbZqmYVBrpZTCaDTintRamU6nzM/Pc09sM5lMPB6P6bqOWZKwzWpJIsZIzpmUErLN91KtlRACA9uUUmjblhWlFJqmYUXf97Rty4paK13XcdNNN3HTTTf51ltv5YYbbuBrX/saXdexvLzMwsICS0tLtG1LCIHpdIpt2rZlOp0yGo044IADGI1G/PiP/ziPetSjOPjggzn44IN5yEMeogc+8IG0bcs9sY1tbGObEAIhBO6LbSaTicfjMV3XMUsStlktScQYyTmTUkK2+X6wzQpJDPq+p2kaBpKwjW0WFhb44he/yDXXXONrr72Wruv4+te/zi233MLCwgJ33HEH3/72t7FNCIFSCvdEEm3b0vc98/PzLC4uMj8/z6GHHsp+++3HAQccwAEHHMBP/uRP8ohHPIJHPepRHHbYYfqRH/kRbGObpmm4u1orgxAC341tJpOJx+MxXdcxSxK2WS1JxBjJOZNSQrb5Xuv7nrZtWVFrJYTArG3btnHdddfxn//5n7722mv50pe+xI033siNN95IrZWlpSUGTdNgm1oro9GI6XTKQBK2GUhiYJsVTdNQSmHQNA2lFAaj0Yh169ZxwAEH8PCHP5zHP/7xPO5xj+Pwww/n4IMPFt9Ra8U2gxACsyRxT2wzmUw8Ho/puo5ZkrDNakkixkjOmZQSss33i21sE0Jg0Pc9S0tLXH311b7iiiv4+Mc/zg033MCWLVvouo7FxUVmSWJgm1mSkEStlbsLIWCbgW0GkrDNLEmMRiP23XdfDj30UI444gge+9jHcuyxx7LPPvuobVsGtVZCCNwX20wmE4/HY7quY5YkbLNakogxknMmpYRs871USqFpGgalFJqmYXD99dfz6U9/2ps3b+aaa67h2muv5dvf/ja1VgaSGEii1ookBrYZSCKEQCmFu5PECtuskIQkaq1IYoVt7u6BD3wgP/ETP8HP//zP85SnPIWnPvWpHHjggfoOJDHo+562bbkntplMJh6Px3RdxyxJ2Ga1JBFjJOdMSgnZZleUUmiahkEpBUmEEBjYRhK2kcTgm9/8Jh/72Mecc+bqq6/muuuuo9aKbWwzSxK2+b80Pz/PQQcdxJOf/GSe+9zncuSRR7L//vuL7yil0DQNtVYkIYlSCk3TMHjTm97k3/md36HrOmZJwjarJYkYIzlnUkrINruq73vatmVgG9uEEBjYRhKLi4t89KMf9bvf/W6uuuoqvvzlL7Nt2zZCCNjGNraZJQnb/F9qmobB/Pw8D3vYwzj22GN5/vOfzyMf+Ui+Q9PplNFoxCzbSOKSSy7xqaeeStd1zJKEbVZLEjFGcs6klJBtdlWtFdsMQghIYlBrJYTAJz7xCb///e/n8ssv53Of+xx33XUXKyQxsM0PKknYZnDwwQdz1FFH8fznP5+nPvWpPPCBDxTfUWvFNoOmaRj87d/+rc844wy6rmOWJGyzWpKIMZJzJqWEbLOrbCOJQa2VEAK2WVhY4H3ve5/f+c53csUVV3DbbbcxaJqGQSmFH3QhBCQhiRACy8vLDB73uMfxK7/yK5xyyinsv//++g5W2MY2F198sU8//XS6rmOWJGyzWpKIMZJzJqWEbLNWbDOQxPXXX++cM29/+9v5yle+Qtd1hBCotXJvJGGbHxQhBGqtrGiahlIKg4MOOogXvehFnHDCCTz0oQ/lO1RKoWkabHPxxRf7tNNOo+s6ZknCNqsliRgjOWdSSsg2u6KUQtM01FqRhCQ++9nP+sILL+Sf//mfuf322ymlMKtpGlaUUvhBF0LANrZpmoZBKYXB/vvvz/HHH88pp5zC4YcfzneI/9/f/u3f+owzzqDrOmZJwjarJYkYIzlnUkrINmtlOp3yyU9+0q997Wv553/+Z+bm5lheXmYwGo2YTqcMJGGbHxaSWGGbWZJYt24dz3nOc3jZy17G4YcfTt/3atuWyy67zCeeeCJd1zFLErZZLUnEGMk5k1JCtlkrV1xxhV/5yleyefNmaq2UUpCEbVZIIoRAKYUQAraxzQ+qEAK1VgYhBGqtrAghUGslhEAIgeOOO44//uM/5mEPexilFL373e/28ccfT9d1zJKEbVZLEjFGcs6klJBt7k0phaZpqLUiCUnYxjYhBFa8613v8vnnn8/HPvYx+r5nbm6O5eVldlUIgVorgxACtVYkMbCNJGbZ5r6EEAgh0Pc9gxACtrHNihACtVbuSwiBWitN09A0Dc997nP5oz/6Ix75yEfqX//1X33cccexvLxM3/cMJGGbgSRss6MkEWMk50xKCdnmvthmIIm+72nbllorIQQG73nPe3z++edz5ZVXUmvFNoMQArVW1kLbtvR9z4q2bbFNKYVZkhjYZlbTNEiilIIkJFFKYSAJ2wxCCAwkUUrhvoxGI6bTKU3TUEph//3355hjjuHP/uzPeO9738v69euZTqeUUhhIwjYDSdhmR0kixkjOmZQSss2OKKXQNA2DWishBAaXX365zz//fN73vvcxCCFgmxW22RWj0YjpdMqKEAK1VlY0TUOtFduskMTANk3TUErhnoQQqLUiCUkMaq2sRggB20ii1srggQ98IK94xSu45ppr2LRpE33fY5uBJGyzMyQRYyTnTEoJ2ebe1FoJITDo+562bSml0DQNmzdv9rnnnsvmzZsppfCABzyA7du3MwghUGtlLUliYJtB27b0fc9AEiEEQggMaq3Ypm1bSimssM1AEqUUQgjUWlkhCUnUWgkhUGvlvoQQqLUymJ+fZzqdcthhh7F9+3a+8Y1vUGtlhSRsszMkEWMk50xKCdnm3tjGNiEE+r7HNqPRiGuvvdZnn302733ve7GNJGwzCCFQa6VtW/q+Z1eNRiNs0/c9A0nMzc2xbt06Hvawh7Hffvvx4Ac/mAc96EHsu+++zM3NEUJAEn3fU0pheXmZhYUF7rzzTr71rW/x9a9/nf/93//lzjvvZHl5maZpsM3ANrbZEXNzcywvLzMrhECtFUnYZpYkbLMzJBFjJOdMSgnZ5r7UWgkhYBtJ3HrrrT7vvPN4y1veQt/3DGqtDNq2xTalFNq2pe97dkXTNJRSWLHvvvty0EEH8djHPpYjjjiCRz7ykeyzzz7sv//+7LPPPszNzTGwjW2apkESttm+fTtd17F161a+/vWvc+ONN/Lxj3+c66+/nq997WvcdtttDObm5lheXqZpGkop3Ju2ben7ntFoRN/32GZF27b0fc9akUSMkZwzKSVkmx0xnU5p25bFxUVe//rX+7WvfS233347A9sMRqMRfd9jm7XUNA0HHnggT3ziE/nFX/xFDjvsMB70oAfxEz/xE+y33340TUPTNKywzUAStVYkIYlZ0+mUO++8ky1btnDLLbfwla98hQ984ANs3ryZm2++mcFoNGI6nXJfJGGbwdzcHMvLy0jCNiskYZtdIYkYIzlnUkrINvfGNrYJIdD3PR/72Md88skn89WvfpVBrZW99tqLrusYhBCotdI0DYNSCrviwAMP5BnPeAZPf/rTefSjH81P/dRPsffee/Pd2GYgiRW2kYRtaq00TcPANrVWBk3TcN111/Hxj3+cj3zkI3zgAx/gpptu4r5IIoRAKYWmaSilIIm2bZlOpwwkMbDNrpBEjJGcMyklZJtZthlIYtZ0OmU6nfpXfuVX+PCHP8zy8jI7omkaSincE0mEECilIAnbDEajEaUUjjzySI4//nie9KQn8dCHPpQQAiEEBqUUmqZhLdRaCSFgm23btnHHHXfwgQ98gE2bNvGpT32Kvu8ppTCrbVv6vuf7SRIxRnLOpJRQrZWBJO6JbWqtDN74xjf6T/7kT7jrrrsopbBaIQQGthlIotZK27b0fU/TNJRS2H///TnhhBN43vOexyMe8Qge9KAHMSil0DQNg1IKg6Zp2FWlFJqmYdbtt9/O5z//ed7//vczmUz4xje+wWg0wja1VmqtfL9JIsZIzpmUEqq1MpDE3dlGEoOPfvSjfvGLX8xnP/tZ2ral73skYZsdIQnb3F3btvR9z4pHP/rRnHzyyTznOc/hkEMOIYTAoNZKKYXRaMTANpJYa6UUmqZhYJubb76ZK6+8kte97nV8+tOfZsVoNGI6nfL9JIkYIzlnUkrINvfENgNJbN++nRe/+MW++OKLmU6nSGJQa2VHSMI2303btvR9z+Me9zjOOeccnvSkJ/EjP/Ij9H1P0zTYJoTACttI4nullMKgaRoGpRTe+9738upXv5r/+I//YGCb7zdJxBjJOZNSQrZZYRtJzKq18u///u8+6aST+J//+R9sM2iahlIKqyWJEAKDWitt2zKdTnnCE57AmWeeybOf/WwGtmmahruzjSQGtpHEWrDNQBID20hisLi4yPz8PFdddRWvfOUrufzyyymlMBqNmE6nfL9IIsZIzpmUErKNbWwjCUnM6vuek08+2X//93+PJKbTKSskYZsdJQlJ1FpZIYnDDz+cV77ylTztaU9j0LYtK0opDEIIDGwTQmBgG0nsilorIQQGtVYkMai1EkJAEoNaKyEENm/ezMaNG7nqqqvYvn0730+SiDGScyalhGxjm4EkVtim1spHP/pRH3fccdxyyy20bUutFUmUUmjblr7vuTeSsM0ghECtlRWj0YiHPOQh/PVf/zVPetKTCCFgm1IKbdvy3dRaGYQQ2FWlFEIISOKeTKdTRqMRg77vaduWq666ij/6oz/iqquuotbK94skYozknEkpIdvcnW36vqeUwu/8zu/47/7u71hcXGRW0zSUUrgvkrDNIISAbWzzgAc8gH322YcLLriAZz/72ey11170fU/btgym0ymj0YiBbUophBAIIWAb24QQWCu2mSWJFX3f07Ytg1IKTdPwoQ99iHPOOYdPfvKTfL9IIsZIzpmUErKNbSRhG0nYRhLve9/7fNJJJ7FlyxYWFxcZhBCotTKQhG12RNM0lFIYzM/PU0rh9a9/PSeeeCJt29I0DZIY2GYgiR8UtVYkMZDE9u3b+ehHP8ppp53GV7/6VWyzQhK2aduWvu9ZK5KIMZJzJqWEbNP3PW3bMiil0DQNthmPx55MJiwuLlJrZRBCoNbKaoQQqLUyGo0YTKdTTjjhBDZu3MiBBx5ICIEQAitsI4kfFLaRxGB5eZmmaWiahq1bt/LGN76Rv/iLv+C2226jlELTNJRSaNuWvu9ZS5KIMZJzJqWEbGMbScz68pe/7F/6pV/iy1/+MrMkYZudFULgwAMP5NJLL+WJT3wid2ebgSR+UNRaGYQQsE2tlaZpGNx88838/u//PhdddBG1VlZIwjZrSRIxRnLOpJRQ3/c0TcOglELTNJRSePWrX+1XvepVbN26lXsiiYFtdsRoNGI6nTI/P89ZZ53F2WefzV577UUIgVm2GUjiB0GtlRACthlIYsXS0hLz8/NcfvnlvPSlL+W6666j1spoNGI6nbLWJBFjJOdMSgnVWpHEYDqdMhqNuPPOO3nyk5/s//qv/8I2A9uskMTANjsihMBAEk95ylN4/etfz0//9E/TNA0/6Pq+p21bBn3fE0IghIBtJFFrZXFxkTe84Q2ce+65TKdTptMpIQRsY5u1IokYIzlnUkrINtPplNFoxIovfOELfsITnsCWLVu4O0kMbLNabdvy9re/nWOPPZa2bRnYZiCJu7ONJP6v2UYStVYkMai10jQNpRSapuF//ud/+I3f+A2uvPJKSimEEKi1spYkEWMk50xKCdmmlELTNAym0yl//dd/7d///d9nYWGBWZIY2Ga12rbliCOO4F3vehc/+qM/SgiBpaUl5ufn+W5sI4n/a33f0zQNklgxnU5p2xZJrNi0aRNnnXUWt912G98LkogxknMmpYT6vqdpGvq+p2katmzZwgtf+EJffvnl1FoZ2GYQQqDWyoqmaSilcG9CCNRamZ+f58ILL+S4445jr732Ynl5mbm5OWbZRhI/aEopNE3DoJRC0zTYRhKD6XTKaDTi1ltv5fnPfz5XXXUVIQRqrawlScQYyTmTUkK2qbUSQmDwwQ9+0CeccAK33HILayWEwEMe8hAuv/xyDjvsMHYnpRSapsE2pRT+5m/+hjPPPJO+7ymlsJYkEWMk50xKCdnGNoNaKy9/+cv96le/mqWlJdq2pe97dlXbtrzoRS/i1a9+Nfvttx+lFJqmwTaS+GFXSqFpGgaf+tSneNGLXsQXv/hF+r5nLUkixkjOmZQSss2K6XTKs571LH/wgx+k1krTNJRS2BWSOOCAA5hMJjzjGc8ghEAphaZp2F1Mp1NGoxGDpaUlXvayl/GGN7yB6XTKWpJEjJGcMyklVGtFEoP//u//9jOe8QxuvPFGptMpttlVknjmM5/JW9/6Vh784AcjCdtIYndQayWEQK2VWitt23LFFVdw7LHHsnXrVtaSJGKM5JxJKSHbDGqtbNq0yRs2bODb3/42IQRqrayFCy64gPF4TNM0SGJgm4Ekdge26fuetm256667OPLII/nSl76EbdaKJGKM5JxJKaFaK5KwzSmnnOJLL72Ubdu2IQnb7KoQAldeeSWPf/zjaduWFbVWQgjsDmwjiVorIQQGJ510Em9/+9tZXl5mrUgixkjOmZQSqrUiieXlZZ74xCf685//PNu3b0cSttlVj3jEI3j/+9/PwQcfjCRCCOxu+r6nbVtsIwnbXHbZZaxfv57bb7+dtSKJGCM5Z1JKyDa2uf322/2oRz2Kb37zm0jCNmvh+OOP52/+5m/Ye++9KaUgiRACg1orIQR2F7VWJDG4+eabOeqoo7jhhhtYK5KIMZJzJqWEbDPYvHmzn/WsZ7F161ZWSMI2OyqEQK0VSdhmbm6OCy64gJNOOon5+XkkYRtJ7C5qrYQQqLUSQmBQSiGEwNFHH82HPvQhlpeXmdU0DbVWJFFrZUdJIsZIzpmUEqq1Mp1Oueiii/zbv/3bbN++HdsMQgjUWrk3krDNIIRArZUQAoP999+fd7zjHfziL/4iK2wjiVIKTdOwO7GNJGqthBB4yUtewlve8hYWFxcJITAopRBCoNbKakkixkjOmZQSss3CwgK/93u/57e+9a1Mp1NqrQwkYZt7IwnbhBAY1FqRRAiBQw45hM2bN/OTP/mT2EYSK6bTKaPRiN1JrZUQArVWQgi86U1v4qUvfSmLi4sMJGGbQQiBWiurIYkYIzlnUkrINrfccgvPfe5z/YlPfIJaK7ZZrRACIQT6vkcStvmZn/kZrrrqKvbee28GkljR9z1t27I7qLUSQsA2kqi1EkLgwx/+MMcddxzf/OY3ubumaSilsBqSiDGScyalhKbTKddee62PPvpobr75ZgaSGNhmNZqmoZSCJGxzzDHH8I53vIO5uTlGoxGDWishBGqthBDYHZRSaJoG20jCNra54YYbOOmkk/jUpz7F8vIykrDNIIRArZXVkESMkZwzKSVkm/e///3+tV/7NbZs2cJAEgPb3BdJ2GaWJAYvfelL+dM//VPm5uZomgbblFJo25bdiW0kYRtJrNiyZQtnn302F110EYuLi0ii1spAEgPb7ChJxBjJOZNSQrZ5y1ve4g0bNnDXXXchCdusRtM0lFIYSMI2IQQuuOACTj31VObn5xnYxjaSkIRtJLE7sI0kbCOJQd/3nH/++fzJn/wJi4uLSMI2krBNCIFaKztKEjFGcs6klFCtlf/3//6fX/nKV7K4uEgIgVorgxACtVbuS9u29H3PoGkaSilIYtOmTTz/+c9nfn6eWishBAa2kYRtJPHDzDaSsI0kbCOJQa2Viy++mNNOO43t27fTNA2lFEII1FqRhG12lCRijOScSSkh27zsZS/zX/7lX7J9+3YkYZsQArVWVqNpGkophBAIIfBv//ZvPPnJT0YSIQTujz7zmc9w1FFHsXXrVgaSsM3OkESMkZwzKSVUSuElL3mJ3/zmN7O8vMwKSdhmNUII1FqRxI//+I/zT//0TxxxxBGEEJDE/dGNN97IYx/7WO644w4GIQRqrewMScQYyTmTUkLLy8v8+q//uv/pn/6JUgqzJGGbHSUJ20jiiCOO4M1vfjOPfOQjkYQk7o9uvfVWHvWoR3HHHXcgCUnUWhmEEKi1sqMkEWMk50xKCU2nU37pl37Jl19+ObVWbBNCoNbKrnjBC17Aa17zGg466CAkIYn7o9tuu43DDz+cW2+9laZpqLViG0nYZjUkEWMk50xKCdnmqU99qjdv3kwphVorTdNQSmFXnHnmmfzhH/4h++23H5K4v7rzzjt53OMex/XXX08Igb7vGYQQqLWyGpKIMZJzJqWEtm/fztOf/nR/8pOfZGlpiUEIgVorkrDNzjjvvPP43d/9XR7wgAcgiVm2kcT9wbZt2zjqqKP43Oc+R9/32GYQQqDWympIIsZIzpmUEvrSl77kX/3VX+ULX/gCfd+zQhK2uS+SsM1AEraRxCte8Qo2bNjAunXrmGWbgSTuD7Zu3crTnvY0rr76akopDCRhG0nYZkdJIsZIzpmUEnrf+97nU089lZtuuglJDGwjCdvcF0nYZiAJ20jiFa94BRs2bGDdunXMss1AEvcHCwsLPOMZz+ATn/gEtpGEbWqtrJYkYozknEkpoXe84x0+/fTTufPOO7GNbWwjCdvsrI0bN7JhwwbWrVvH/dm2bdv45V/+Za688kpKKQwkIYlaK6shiRgjOWdSSuiSSy7x6aefztatW7HNCknYZmdt3LiRDRs2sG7dOlI2HgcAABv1SURBVO7PptMpJ5xwAu9617tYWlpiIImBbVZDEjFGcs6klNCmTZu8fv16FhYWmCUJ2+ysjRs3smHDBtatW8f9mW3OPvts3vCGN9B1HQNJ2Ga1JBFjJOdMSglddNFFPv3001lYWGAtbdy4kQ0bNrBu3Truz2zz53/+5/zxH/8x27ZtYyAJ26yWJGKM5JxJKaFNmzZ5/fr1LCwsMEsSttlZGzduZMOGDaxbt477s+l0ytve9jbOOOMMtm/fziCEQK0VSdhmR0kixkjOmZQSmkwmXr9+Pdu2bWOWJGyzszZu3MiGDRtYt24d92eLi4ts2rSJ3/7t32ZpaYmBJGyzWpKIMZJzJqWELr74Yp9++uls3bqVWZKwzc7auHEjGzZsYN26ddyfTadT3vzmN3PGGWcwnU6xzUAStlkNScQYyTmTUkKXXnqpTzvtNO666y5sY5uBJGyzszZu3MiGDRtYt24d92e1Vt74xjdy5plnUkqhlMJAErZZDUnEGMk5k1JC73znO33mmWfy1a9+lUHTNJRSCCFQa2VHNE1DKYUVIQTOO+88fu/3fo+5uTlm2WYgifuDUgp/9Vd/xVlnncWg73sGIQQGtVZ2lCRijOScSSmhq6++2ieffDLXXHMNtpGEbSRhmx0RQqDWyqzzzjuPs88+m/n5eWbZZiCJ+4O+7znrrLO48MILKaXQ9z0DSdhmNSQRYyTnTEoJfetb3/Kzn/1sPvaxj9H3PTtDErYZNE1DKYVzzz2Xc845h9FohCRm2UYS9weLi4s873nP44Mf/CDLy8vYZiAJ26yGJGKM5JxJKSHbPO1pT/OVV15J3/fYJoRArRVJ2ObeSMI2K5qmoZTCmWeeybnnnsvee++NJO6vFhYWeNrTnsbVV19N3/fsCknEGMk5k1JCpRSOOeYYf/CDH6TWSq2VEAK1VkII1Fq5N03TUEpBEraRhG1e8IIX8JrXvIaDDjoISUji/mjr1q0885nP5D/+4z+wza6QRIyRnDMpJbS4uMgLXvACv/vd76aUgm1CCNRakYRt7o0kbNM0DaUUQgjUWjnqqKO48MILefjDH44kJHF/tLCwwDOf+Uw+8pGPIIkVtlktScQYyTmTUkJ933PKKaf4kksuYXl5mRWSsM2OatuWvu8JISCJww47jEsuuYSf/dmfJYSAJO6P7rzzTn7hF36Ba665hhACtrHNzpBEjJGcMyklZJszzjjDb3rTm9i+fTsrQgjUWrkvkrBN27b0fc+Kfffdl8suu4ynPOUpSCKEwP3R7bffzuGHH843vvENJGGbnSWJGCM5Z1JKaDqdct555/k1r3kNy8vLhBCotbIzQgjUWhmMRiP+6q/+ihNPPJF169ZRayWEwKCUQtM0lFJomobdQd/3tG1L3/eEEAghMLjlllt4+MMfztatW7HNIIRArZXVkkSMkZwzKSVkmze84Q0+66yz2L59O5KwjSRssxqSsM2Kl7/85Zx55pnstddeDGqthBCotRJCYHdgG0nUWgkh0Pc9bdsysM3111/Pz/3cz3HXXXexQhK2WS1JxBjJOZNSQrZ5z3ve4xe+8IUsLCxQa2UgCdvsDEnY5pRTTuF1r3sd++yzD4O+72nblsF0OmU0GvHDzjaSWFFKoWkaaq2EELjqqqs4+uijWVhYYCAJ2wwkYZsdJYkYIzlnUkrINp/+9Kd9zDHHcOutt2KbgSRss1qSaJqGvu85+uijufTSS9lnn32wzUASg+l0ymg0YndgG0nYZiCJWishBDZt2sT69evZtm0bA0nYZhBCoNbKjpJEjJGcMyklVGvlpptu8vOe9zw+85nPUEphhSRsc18kYZsVbdvS9z0/+7M/y4c+9CH2228/bCMJ20jCNpLYHdRaCSEwyza2+YM/+AMuuOACFhcXGUjCNjtDEjFGcs6klJBttmzZwtlnn+3JZMLy8jK2GUjCNvdFEgPbDCRhm4MPPpgrrriChz/84azo+562bdmd2EYSK2wjidtuu41TTjmF9773vdRaqbUiCdtIwjarIYkYIzlnUkrINtPplIsuusgveclL6LqOgSRssyMkYRtJ2GbF3nvvzYUXXsiv/dqvMRqNGNRaCSEwsI0kfpjZRhK2GUhixdVXX82JJ57IF77wBZqmoZSCJGzTNA2lFFZDEjFGcs6klFCtFUls3rzZxxxzDAsLC0gihEAphdUIIWCbgW3atmU8HvPyl7+cffbZB9uEEBjYZiCJH2Z939O2LbaxjSQkMXjPe97DySefzG233UbTNJRSkIRtRqMR0+mU1ZBEjJGcMyklZJvBzTff7Mc85jHcfvvt1FoZhBCotbIrHvOYx3DFFVew//77s7y8zNzcHIOlpSXm5+fZHdim1krTNKyotfKqV72K8847j1IKpRRWSMI2qyWJGCM5Z1JKyDa2mU6nHHHEEf7Sl77E4uIigxACtVZ2xd57781//dd/cdhhhzGotdI0DYNaKyEEfpjZRhKzbDN43vOex7/8y79Qa6XWygpJ2Ga1JBFjJOdMSgnVWrFNCIFTTz3Vl1xyCV3XsZYuvfRSjj32WObm5hiUUmiaht1BrZUQAitsY5tvfetbPOEJT+D666/HNrZZIQnbrJYkYozknEkpIdvYRhKXXXaZTzvtNLZs2UIphbXQNA3HHXccF1xwAT/2Yz9GCAHb9H3PaDRid1BKIYSAJGqthBB45zvfySmnnMIdd9zB3UnCNqsliRgjOWdSSsg2g1IK3/zmN3300Ufzmc98hrZt6fuetRBj5OKLL+aII46gaRratqWUQggBSfywm06njEYjbDOQxK//+q9z2WWXsbS0xFqRRIyRnDMpJWQb20hi8Fu/9Vt+05vexGg0Yjqdshbm5+d52ctexrnnnssK20hid1BKoWkaaq2EELjtttv4+Z//eW644QbWkiRijOScSSmhUgohBFZccsklPv300+m6jlIKu6ppGgZHHnkk73znOznggAOwjSR2B7VWQgissM1ll13Gi170IrZu3cpakkSMkZwzKSVkm0EphaZp+OxnP+sXvvCFXHfdddRaWSs/9mM/xjve8Q4e//jHs/feezPo+562bdkd9H1P27Zs3bqVs846i7e85S30fc9AEgPbzJKEbXaUJGKM5JxJKaHpdErbtgyWlpYopfDiF7/Yb3/721laWmJW0zTYptZKCIFaK/elbVv6vmdubo5nPetZvO1tb2Pfffel1koIgRW2kUStlRACg77vaduWHwalFEIIXHPNNTz3uc/l+uuvZzQaMZ1OWSuSiDGScyalhGqt2CaEwKDve97znvf4+OOPZ2lpCdvYptaKJGyzomkaSincF0nY5sADD+Qf/uEfOOKIIxiNRtRaCSFwd7VWBiEEftDVWpGEJGxzzjnn8PrXv55t27ax1iQRYyTnTEoJ2abWSgiBFVu3bvWRRx7JF77wBWwzK4RArZWBJGxzX0II1FoZnHjiiZx33nkceuihrKi1UmvFNqPRiEHf97Rtyw+DpaUl5ufn+c///E9e8IIX8JWvfIW2bam1UmtlrUgixkjOmZQSss2KWishBGxzzjnn+Pzzz2c6nTKraRok0fc9qzE3N0ff9+y999686lWv4jd/8zcZjUZIYkWtFUlIotaK/r/q4D/Uz7r+//j98Xxd1/t9nMo26YeaVyB8lNH+uEodTsIwSztSWP9YSGlBGEhWIqYmieA/adZ/YVkgmuYk4SoLI6uRP1biMTdxheks07VkuE3Pfnne7/fr9Xx+dvH9HjgMP5t2jv243SQk8d9g9+7dXHvttdx6663knHkrSKJpGrquo21b5O5IoldKIaVEzpmnnnoqPv3pT7NlyxYiAkmUUuillCilIImI4FDMDHenZ2a4O6eddhq33nor73vf+yilEBHUdU2vlIIkzIz/BpPJhLqu6bqOL3/5y2zbto2qqsg5s9Qk0TQNXdfRti2KCHLOVFVFLyKQxHg8ji996Uvcdttt5JypqoqcMz1JRARmhrtzKJLoRQS9qqqoqorPfOYz3HzzzaxYsQJ3p5RCXddEBKUUqqriv8XGjRu54oor2LBhA+6OJNydqqrIObNUJNE0DV3X0bYtighyzlRVRW8ymVDXNb2f/exncdlll7F161Z6VVWRc0YSEcGbUdc1k8mEXl3XLFu2jJtvvpkLL7yQo446ioVKKaSUKKWQUuI/2Z49e/j617/OLbfcQi/nzFtFEk3T0HUdbdsid6cniZ67Y2a4Ozt37ozPfe5zPPTQQ+zbtw9JRASSiAgkEREcipnh7kgiIpgniVWrVnH99ddz/vnnMzU1RSmFqqrIOVNVFf8NbrvtNq688kr27t3LZDKhV9c1EUHOmaUkiaZp6LqOtm1RRHAo9957b1xyySXMzs5iZkQEEUFPEhHBYqxevZq77rqLtm0ZjUZMTU3RK6WQUqIXEUQEZsZSc3fMjHmlFFJK9EopSMLM6I1GI4bDIaUUUkr85je/4Ytf/CJ///vf2b9/P5JIKZFzpieJiGCpSKJpGrquo21bFBEcyvbt2+Oaa67hrrvuIudMVVXknDEzIoKIYDEGgwFnn302N954I23bMplMqOuaXs4ZM8PM6EUEpRQigpQSZsZSiAhKKaSUkMTB9u3bx7Jly5CEu2NmbNq0iauvvpoNGzbw2muv0ZNERNCThJlRSmGpSKJpGrquo21bFBEczuOPPx6f/OQneeGFF4gIenVdM5lMWApmxic+8Qkuv/xyzjzzTHLOVFXF4UQEkliMUgopJRYqpZBzJqWEmWFm9CKC3szMDN/5zne45557yDnTSykREbg7PTPD3VlKkmiahq7raNsWRQSHEhG4e3z1q1/lu9/9LnNzc/TMDHdnscwMd2dqaoqPfexjXHXVVZx66qmYGQu5O+6OJMyMXkRgZiyGu2Nm9NwdM+Ngo9GI4XBIRLB582ZuuOEGHnjgAfbv308vIpCEu9OThCTcnaUkiaZp6LqOtm1RRHA44/GYLVu2xCWXXMKjjz7KYDBgPB6zVCQhiSOPPJIzzjiDK664gg9/+MOklJhMJpgZKSXeSqUUJGFmzHN33J2qqhiNRjzyyCPcfvvt3HPPPZRSMDN67s7BzAx3ZylJomkauq6jbVsUEbwROedYt24dl19+Obt27aJnZrg7iyEJSbg7884880wuuugiLrjgAlasWMG8iGBeRBARpJRYrJwzVVUxr5RCSoleRDAajfjRj37E7bffzszMDOPxmJQSpRTmScLMKKUwTxIRwVKRRNM0dF1H27YoIjgUd8fMGI/HTCaT+MpXvsKdd95JKYVSCotVVRU5ZwaDAePxmKqqkMTKlSu56qqruOiii1i5ciV1XdPLOVNVFUvJ3TEzeqPRiOFwSG88HrN161buvPNO7rjjDl588UXcneFwSM6ZUgrzUkpIIudMTxIRwVKSRNM0dF1H27YoIjicubk5pqam6P3hD3+Iz3/+8/z5z39mPB6zWJIwM0op9CQRESxbtoyjjz6a8847j3PPPZdzzjmHt73tbUQEPUnknKmqisVwdyQhiV7Omaqq2L59Ow8//DB33303jz76KLOzs4xGIyKCeWZGRBARLFRVFb2cM0tJEk3T0HUdbduiiODNyDnHD3/4Q6677jpeeuklIoJ5kogIeoPBgPF4zGKllDjppJM466yzOPfcc1mzZg3HHXccKSVKKaSUiAh6kjhYRCCJee6Ou2NmmBkLlVJ46aWX+N3vfsf999/Pk08+yebNmzmUqqrIOdOrqoqcMz1JRAQ9M6Pn7kiirmvG4zFvliSapqHrOtq2RRHBoUQE7k5KiV5E8I9//CN+8IMf8M1vfpPJZELOmaqqyDnTSylRSqGuayaTCYuRUqKUwnA45OSTT+bMM8/k7LPP5tRTT+WEE07AzDAzehGBJOaNx2MGgwE9dyciSCkxbzKZUNc1+/fv56WXXmLz5s38+te/5re//S3PPfcck8mENyKlhLsTEZgZ7k5d10wmEyQRERxMEiklcs68UZJomoau62jbFkUEh1NKwcyQhLtjZjz//PNxww03cOedd9IrpZBSopRCbzgcMhqNWEqSOProo3n3u9/N6tWrOfHEE1m7di0nn3wy//M//0Nd15RSMDMk0XN3zIxeKYWUEr29e/eyY8cOnnrqKTZt2sSmTZt4/vnneeGFF5idnaVnZrg7h2NmuDsLpZQopTAvpYQkSilEBP8MSTRNQ9d1tG2LIoI3wt0xM3LOVFXFAfHHP/6R6667jvXr17Nnzx5SSpRSMDN67s5SSClhZrg7pRR6ZsZwOGT16tWccMIJnHDCCSxfvpyjjz6aY445hmXLliGJlBJ1XTOZTNi1axevvPIKs7OzvPzyy+zYsYMdO3bwzDPPsGvXLuallEgpkXPG3TkUSUQEPUlEBJKICMyM4XDIa6+9Rs/MiAgigqqqyDnzZkiiaRq6rqNtWxQRHErOmaqq6JVSSCmxQGzcuJGbbrqJn/zkJ0wmE6qqopRCRJBSopTCYpgZ7s48SZgZEUFEMM/MGA6HrFixguXLl1PXNe6Ou5NSwt3Zv38/e/fuZW5ujpwzOWfcnVIKveFwyGg04s1KKVFKwcyY5+6sXbuWU045hfvvv58XX3yRiGBeXddMJhPeDEk0TUPXdbRtiyKCw3F3zIxSCikleqUUUkocEDMzM3zjG9/g5z//OaUUeoPBgPF4zFKQhCQkUUrh9ZgZPXdnniQWiggOJomIYCFJ1HVNzhl353CqqiLnjJnh7vSapuHb3/42p5xyCl/4whd4+OGHKaWQUiLnzD9DEk3T0HUdbduiiOBwcs5UVUUvIpCEu2NmRASllHjiiSe46aabeOCBB3B35ubmeCtIohcR9Kqqwt1xdxaShCTcnXlmhpkREbg7EUFPEikl3B13580wM9ydniQigne+851ceumlfO1rXyOlxFlnncWGDRvoSSIi+GdIomkauq6jbVsUERxKRCCJXkQgif9DPP7449x4443cd999lFJYCpKICF6PmeHuLCQJSbg7PUn0IoKFJBERHIokIoJDkUREUNc1k8mEI444gk996lPcfPPNrFixgqqq9P73vz+eeOIJRqMRPTNDEqUU3gxJNE1D13W0bYsigsVyd8yMA2Ljxo1cc801PPLII4xGIyKCqakp5ubm6FVVRc6Z3mAwYDweM08SEcE8M8Pd+XczM9ydXkqJUgq9wWDAeDxmXkqJj3/841x99dWsWbMGHbBnzx6mp6djZmaGUgoRwT9LEk3T0HUdbduiiGAplFIwMyTF73//e9atW8ctt9yCuzMvpUQpBUlIwt0xMyKCniR67s5/iqqqyDljZpgZOWfMjLquGY1G9Oq6JufMRz/6Ua699lrWrl2LJA7Qnj17mJ6ejsceewx3JyL4Z0miaRq6rqNtWxQRLJXJZEJd18QBTz/9NHfccQff//73efXVV6mqCnfH3Zk3NTXF3NwcB5NELyL4d5NERNCrqoqUEqPRiN7U1BSTyYRSCtPT01x//fWsWbMGd6eua0UEe/bs4bzzzovHHnuMUgqLIYmmaei6jrZtUUSwWJPJhLquOUj87W9/46c//Snf+973eOaZZ5BERDAYDBiPx/xfJCGJiCAi+HeSRERwsJQSpRQkcf7553PllVeydu1aqqriAOWcqaqK3bt3Mz09HTMzM5RSWAxJNE1D13W0bYsigsWKCCRxsMlkwtzcXKxfv54f//jH3H///ezevZvBYMB4PGYwGDAejzEzeu7OfyJJ9FJKSGIymSCJ5cuX89nPfpYLL7yQ008/ndFoxHA4FAeMx2MGgwG7d+9meno6ZmZmKKWwGJJomoau62jbFkUEixERSKLn7vTcnZQSkujlnGPr1q2sW7eOu+++m2eeeYacMweTRC8i+E8yGAwYj8f0zAx3573vfS8XX3wxF198MStXrqRnZooIJpMJg8GA3u7du5meno6ZmRlKKSyGJJqmoes62rZFEcFi5ZyRREqJeaUUzAxJlFJw99i7dy8bN25k3bp1/PKXv2THjh30RqMR88wMd6cniYjg30kSEUFKiVIKKSXOOeccLr30Uj74wQ8iiaOOOoqI0AEslHNm3759TE9Px8zMDO7OYkiiaRq6rqNtWxQRLFYphZQSvZwzVVXRiwh6kpg3Ho9j+/btPPbYY/zqV7/iF7/4Ba+88gr79++nZ2a4Oz0zw935dzIz3J3hcMhJJ53EOeecwwUXXMBpp51GXdccoJwzVVXRK6WQUsLdMTNmZ2eZnp6OmZkZ3J3FkETTNHRdR9u2KCJ4K7k7ZkbP3TEzevv3749XXnmFBx98kA0bNvDggw/y17/+lfF4jCR6EcE8SUQEhyOJXkTweswMd6cniYhgITPD3Vno5JNP5kMf+hDnnXcep512Gm9/+9upqooDxGGMx2POPffceOihh0gpERG4O/MkcSgRQc/McHdWrVrFvffey6pVq6SI4K0UEUii5+6YGfNGoxE559i+fTubN29m/fr1rF+/ni1btjCZTJBESolSChHBPElIQhK9iCAiiAgWkkREYGa4OweTRETQMzPMjJwzveFwyPHHH89HPvIRzjjjDD7wgQ/QNA1mxgE6gDdiNBpx2WWXxX333cfLL7+MmZFSoieJiOBQUkqMx2N6w+GQ888/n29961scf/zxUkTwr+LuSEISByulxLZt23j66af505/+xFNPPcWWLVt48sknGY1GlFKQhJnh7kQEr0cSC0UEKSUiAnfHzIgIIgJJRAQLNU3DKaecwhlnnMF73vMeVq9ezXHHHccRRxzBAXJ3zIxeKYWUEoezcePGePbZZ5mdnaWua3o5Z3pmxqGUUogI3J2cM2vWrOH000/nACki+Fdzd3pmRi8iiAgkcUCMRiO2bdvG888/z6ZNm9i6dSt/+ctf2LZtG7t27WJ2dpa5uTncHUm4O6UU5kkiIjgUM+PII49k5cqVHHfccTRNw4knnkjbtrRty7ve9S6WLVvGcDgkIhQR9CTRk8QbMZlMqOua3mQyCUm4O2aGmeHuHEopheFwSG88HjMYDMQBpRQUEbyVIoKIQBKSeD0RgSQWighee+21GI/HvPrqq+zcuZNdu3axbds2nn32WZ577jl27NjBzp072bt3L7Ozs+zfvx93RxJmRs/MkMTU1BQrV65k5cqVrFixguOPP56maVi1ahUrV67kHe94B8ceeyzHHHMMg8EA/T/03J2emdGLCHqSOJyIQBIRgSQigp4k3ohSCikl3B0zIyKICMwMRQRvtYggIjAzXk9E4O70IgIzw8x4HTEajdi5cycvv/wyu3fvJufMvn372L17N3Nzc7g7ZkYvIpBEbzAYsHz5co488kgGgwHHHHMMxx57LMuWLWM4HCKJA8T/FxFIYl4phYjAzDAzehGBJA6nlIK7U9c1C00mE+q65o3IOVNVFTlnqqqip4jgX8Xd6UmiFxGUUjAzUkrMiwgkMS8ikMRCEUFEYGbBAe5OTxI9d8fdSSlhZixUSsHdVdc1pRRSSvQmkwlVVSGJXimFnDPD4ZCFIgJJRASSOJyIoCeJ8XhMXdf0JHE47k5PEpKICCTR+18nHRPwQ3VXlQAAAABJRU5ErkJggg==\",\"boxArea\":\"325.16\"},{\"id\":\"4ec2d711-a25d-4fb1-8f22-601cd8a21639\",\"width\":14.15,\"perimeter\":72.57,\"height\":22.77,\"area\":225.14,\"image\":\"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\",\"boxArea\":\"322.20\"},{\"id\":\"8c3e5cef-4d69-4441-8714-0643d8f5b2db\",\"width\":20.71,\"perimeter\":85.62,\"height\":22.38,\"area\":191.58,\"image\":\"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\",\"boxArea\":\"463.49\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77"}},"timestamp":"2026-02-26 06:16:37"} 
[2026-02-26 06:16:37] 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","mounting_type":"Backerboard Cabinet","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 06:16:37"} 
[2026-02-26 06:16:37] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 06:16:37"} 
[2026-02-26 06:16:38] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: Initializing MathExecutor {"data":{"variables_count":191},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: MathExecutor variables set {"data":{"variables_count":191},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"3.83789"},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"43.826526"},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"1.40616"},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"9.9007056"},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":6.67625},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":58.955922},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"1.212"},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"57.88815"},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":0.0037610513160000005},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":3.7610513160000005},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":0.00029871497500000006},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":0.29871497500000005},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":0.0028492813000000005},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":2.8492813000000003},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"0.0058559644"},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"5.8559644"},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"0.0028420854"},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2.8420854"},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"0.003805428"},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"3.805428"},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"0.0003036352"},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"0.3036352"},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":3.9432321182000005},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":11.3625},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"11.514"},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"3.8923000912057"},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"31.633633055556"},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] 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":"405.84624846667"},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":656.92424477587,"totalDenseWeight_before_formula":62.254949307352696},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":722.6166692534571},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":7,"totalDenseWeight":0},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: Box added for backerboard cabinet 2 inch mounting {"data":{"length":5,"width":124,"height":26.77,"denseWeight":0},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":5,"width":124,"height":26.77},"quantity":1,"denseWeight":1}],"cheapestShippingCost":564.51,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":705.095,"tariffAndDS":705.095,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1123.2538825,"totalShipmentCostFormula":"((tariffAndDS (705.095) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1123.25","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":399.05,"tariffAndDS":399.05,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":666.1756750000001,"totalShipmentCostFormula":"((tariffAndDS (399.05) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 666.18","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":534.8199999999999,"tariffAndDS":534.8199999999999,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":822.0183399999997,"totalShipmentCostFormula":"(( tariffAndDS (534.82) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 822.01834","careerDDPValue":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":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":"512.51","tariffAndDS":512.51,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":564.51,"totalShipmentCostFormula":"(((tariffAndDS (512.51) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 564.51","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":492.93,"tariffAndDS":492.93,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":749.6347737499999,"totalShipmentCostFormula":"(((tariffAndDS (492.93) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 749.63477375","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":995,"tariffAndDS":995,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":995,"totalShipmentCostFormula":"((tariffAndDS (995) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 995","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":562.1700000000001,"tariffAndDS":562.1700000000001,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":853.3476387500001,"totalShipmentCostFormula":"(((tariffAndDS (562.17) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 853.34763875","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":622.3399999999999,"tariffAndDS":622.3399999999999,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":943.4747774999998,"totalShipmentCostFormula":"(((tariffAndDS (622.34) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 943.4747775","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":492.93,"tariffAndDS":492.93,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":749.6347737499999,"totalShipmentCostFormula":"(((tariffAndDS (492.93) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 749.63477375","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":1.66},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"22.77","sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/3d-aluminum-backer/halo-lit-channel-letters-with-aluminum-backer.png","mounting_type":"Backerboard Cabinet","combined_production_cost_usd":730.0,"total_production_cost":1200.0,"totalDenseWeight":0,"totalVolumetricWeight":54.5,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":705.095,"tariffAndDS":705.095,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1123.2538825,"totalShipmentCostFormula":"((tariffAndDS (705.095) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1123.25","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":399.05,"tariffAndDS":399.05,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":666.1756750000001,"totalShipmentCostFormula":"((tariffAndDS (399.05) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 666.18","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":534.8199999999999,"tariffAndDS":534.8199999999999,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":822.0183399999997,"totalShipmentCostFormula":"(( tariffAndDS (534.82) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 822.01834","careerDDPValue":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":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":"512.51","tariffAndDS":512.51,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":564.51,"totalShipmentCostFormula":"(((tariffAndDS (512.51) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 564.51","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":492.93,"tariffAndDS":492.93,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":749.6347737499999,"totalShipmentCostFormula":"(((tariffAndDS (492.93) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 749.63477375","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":995,"tariffAndDS":995,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":995,"totalShipmentCostFormula":"((tariffAndDS (995) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 995","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":562.1700000000001,"tariffAndDS":562.1700000000001,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":853.3476387500001,"totalShipmentCostFormula":"(((tariffAndDS (562.17) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 853.34763875","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":622.3399999999999,"tariffAndDS":622.3399999999999,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":943.4747774999998,"totalShipmentCostFormula":"(((tariffAndDS (622.34) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 943.4747775","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":5,"width":124,"height":26.77},"denseWeight":1,"volumetricWeight":54.5,"higherWeight":54.5,"quantity":1}],"totalHigherWeight":54.5,"DS":0,"rate":492.93,"tariffAndDS":492.93,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":749.6347737499999,"totalShipmentCostFormula":"(((tariffAndDS (492.93) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 749.63477375","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]}}},"cheapest_shipping_cost_usd":570.0,"totalCost":1770.0,"productionResults":[{"material_id":1,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":null,"sequence_no":1},{"material_id":2,"dense_weight_expression":3.83789,"result":"43.826526","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":"Aluminium 12 G / 0.08 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":2},{"material_id":3,"dense_weight_expression":1.40616,"result":"9.9007056","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"Aluminium 14 G / 0.074 inch - Corrosion-resistant, and Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":6.67625,"result":58.955922,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"Frosted Acrylic 8mm / 0.315 inch - Ideal Light Diffusion for Halo Sign Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":1.212,"result":"57.88815","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC, IP65, 0.72–1.2W per module","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 – 12V DC output (10A + 5A split), 180W total, UL certified.","sequence_no":15},{"variable_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":16},{"material_id":17,"dense_weight_expression":0.945,"result":"4.8755","sign_material":"Wire 18g UL UL Certified Red & White China","description":"Wire 18 Gauge (Red & White) UL Certified – 18 AWG stranded copper, 300V, PVC insulated, UL-approved.","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.0037610513160000005,"result":3.7610513160000005,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.00029871497500000006,"result":0.29871497500000005,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.0028492813000000005,"result":2.8492813000000003,"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":0.0058559644,"result":"5.8559644","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.0028420854,"result":"2.8420854","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.003805428,"result":"3.805428","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.0003036352,"result":"0.3036352","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":3.9432321182000005,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":11.3625,"sign_material":"Packaging/Box Making","description":"Custom Packaging with 3–5 ply corrugated boxes with inner foam/styro and stretch wrap.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":11.514,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":3.8923000912057,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"0","sign_material":"Flush/Stud mounted","description":null,"sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":31.633633055556,"result":"405.84624846667","sign_material":"Backerboard Cabinet (2\")","description":"Sign to be Mounted onto 2\" Deep Serviceable Backer","sequence_no":49},{"variable_id":8,"dense_weight_expression":68.48044423808797,"result":722.6166692534571,"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","mounting_type":"Backerboard Cabinet","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"22.77","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"7","perimeter_of_sign":"44.64","nested_area":"15.15","occupied_area":"7.63","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"22.77","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":68.48044423808797},"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:38] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 06:16:38"} 
[2026-02-26 06:16:39] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-02-26 06:16:39"} 
[2026-02-26 06:16:39] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Backerboard Cabinet","sign_height":22.77,"sign_width":"120","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]},"timestamp":"2026-02-26 06:16:39"} 
[2026-02-26 06:16:39] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-02-26 06:16:39"} 
[2026-02-26 06:16:39] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Backerboard Cabinet","sign_height":22.77,"sign_width":"120","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]}},"timestamp":"2026-02-26 06:16:39"} 
[2026-02-26 06:16:39] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 06:16:39"} 
[2026-02-26 06:16:39] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-02-26 06:16:39"} 
[2026-02-26 06:16:39] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Backerboard Cabinet"},"timestamp":"2026-02-26 06:16:39"} 
[2026-02-26 06:16:40] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Backerboard Cabinet","sign_height":22.77,"sign_width":"120","shipping_weight":54.5,"shape":"rectangular","dimensions":[{"id":"91926218-7ee5-4f94-9b15-082a18d8e0f8","height":16.33,"width":14.92},{"id":"ddaa1224-ef34-4d7d-9f42-1f2e24ac094b","height":17.11,"width":14.92},{"id":"2a575533-934a-47ba-a451-5dcde10c9c63","height":21.99,"width":7.97},{"id":"80dcbcb2-6696-44ea-bda4-c88cec88bc79","height":22.38,"width":17.75},{"id":"fb9d1778-cb70-4da3-97af-410ed65f4e84","height":22.77,"width":14.28},{"id":"4ec2d711-a25d-4fb1-8f22-601cd8a21639","height":22.77,"width":14.15},{"id":"8c3e5cef-4d69-4441-8714-0643d8f5b2db","height":22.38,"width":20.71}]}},"timestamp":"2026-02-26 06:16:40"} 
[2026-02-26 06:16:40] local.INFO: Validation Passed {"data":[],"timestamp":"2026-02-26 06:16:40"} 
[2026-02-26 06:16:40] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-02-26 06:16:40"} 
[2026-02-26 06:16:40] 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","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"}},"timestamp":"2026-02-26 06:16:40"} 
[2026-02-26 06:16:40] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-02-26 06:16:40"} 
[2026-02-26 06:16:40] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Backerboard Cabinet"},"timestamp":"2026-02-26 06:16:40"} 
[2026-02-26 07:33:15] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php53F5.tmp"}},"file_present":true},"timestamp":"2026-02-26 07:33:15"} 
[2026-02-26 07:33:15] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-02-26 07:33:15"} 
[2026-02-26 07:33:15] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-02-26 07:33:15"} 
[2026-02-26 07:33:15] local.INFO: Calling Image-to-Text API {"data":{"file_name":"edited-image-1768901433634.png","query_param":"banner_width_ft","query_value":9.999996,"file_size":44354},"timestamp":"2026-02-26 07:33:15"} 
[2026-02-26 07:33:15] local.INFO: Trying Image-to-Text server {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=9.999996","file":"edited-image-1768901433634.png"},"timestamp":"2026-02-26 07:33:15"} 
[2026-02-26 07:33:16] local.ERROR: Server FAILED {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=9.999996","error":"Server responded but data invalid"},"timestamp":"2026-02-26 07:33:16"} 
[2026-02-26 07:33:16] local.INFO: Trying Image-to-Text server {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=9.999996","file":"edited-image-1768901433634.png"},"timestamp":"2026-02-26 07:33:16"} 
[2026-02-26 07:33:17] local.INFO: Server succeeded {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=9.999996"},"timestamp":"2026-02-26 07:33:17"} 
[2026-02-26 07:33:17] local.INFO: Image-to-Text API Response {"data":{"status":200,"body":"{\"objects\":[{\"index\":0,\"position\":{\"x\":358,\"y\":42,\"width\":91,\"height\":76},\"actual_filled_area\":326.25,\"bounding_box_area\":493,\"image_base64\":\"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\",\"scaled_width\":24.32,\"scaled_height\":20.31,\"exact_perimeter\":112.12,\"approximate_perimeter\":104.14,\"convex_hull_perimeter\":78.47,\"perimeter_pixels\":419.52,\"approximation_points\":12,\"original_contour_points\":109,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.3437,\"compactness\":0.3261,\"aspect_ratio\":1.2}},{\"index\":1,\"position\":{\"x\":219,\"y\":42,\"width\":136,\"height\":73},\"actual_filled_area\":343.18,\"bounding_box_area\":709,\"image_base64\":\"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\",\"scaled_width\":36.35,\"scaled_height\":19.51,\"exact_perimeter\":136.67,\"approximate_perimeter\":129.98,\"convex_hull_perimeter\":103.54,\"perimeter_pixels\":511.38,\"approximation_points\":10,\"original_contour_points\":154,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.3982,\"compactness\":0.2309,\"aspect_ratio\":1.86}},{\"index\":2,\"position\":{\"x\":153,\"y\":42,\"width\":62,\"height\":73},\"actual_filled_area\":126.5,\"bounding_box_area\":323,\"image_base64\":\"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\",\"scaled_width\":16.57,\"scaled_height\":19.51,\"exact_perimeter\":70.5,\"approximate_perimeter\":68.96,\"convex_hull_perimeter\":62.03,\"perimeter_pixels\":263.8,\"approximation_points\":6,\"original_contour_points\":29,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.5573,\"compactness\":0.3198,\"aspect_ratio\":1.18}},{\"index\":3,\"position\":{\"x\":79,\"y\":42,\"width\":67,\"height\":73},\"actual_filled_area\":237.53,\"bounding_box_area\":349,\"image_base64\":\"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\",\"scaled_width\":17.91,\"scaled_height\":19.51,\"exact_perimeter\":117.61,\"approximate_perimeter\":115.31,\"convex_hull_perimeter\":72.11,\"perimeter_pixels\":440.04,\"approximation_points\":12,\"original_contour_points\":38,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.4951,\"compactness\":0.2158,\"aspect_ratio\":1.09}},{\"index\":4,\"position\":{\"x\":0,\"y\":40,\"width\":72,\"height\":77},\"actual_filled_area\":199.71,\"bounding_box_area\":395,\"image_base64\":\"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\",\"scaled_width\":19.24,\"scaled_height\":20.58,\"exact_perimeter\":102.9,\"approximate_perimeter\":92.15,\"convex_hull_perimeter\":64.82,\"perimeter_pixels\":385.02,\"approximation_points\":12,\"original_contour_points\":170,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.5152,\"compactness\":0.237,\"aspect_ratio\":1.07}},{\"index\":5,\"position\":{\"x\":247,\"y\":0,\"width\":33,\"height\":34},\"actual_filled_area\":56.86,\"bounding_box_area\":80,\"image_base64\":\"iVBORw0KGgoAAAANSUhEUgAAACEAAAAiCAYAAADRcLDBAAAGA0lEQVRYCcXB3aumZRnG4d953c+7rL2i0HQaJ6yIQMGYccRGNEmsRmfWmpH5tMQ+nEhR56OkAnVUKMvyI6igcjNoo3Yi6D/oP6pZ7/Pc13X2vGu9GzVuGOSq4xD/zvxviH8hZn/70/Pe/vsSBSxuuAFXgmE5ThgjCYVoLagyvZtoUDblommgbLKKILALDD07YxZNQVZiwFkc+MzdHH7wSWZiJmZ//d3TzjI9i9aClT51bvjgBxjHCWwM9J6EgnJRNmZFjGNnY7HBNE0gyEqEMKJPE1JQVWQlqPHZOw5z/+azrEnM/vKbp6xoZCYrlZ1QkIZ0UWUWiwVTdnLqRCwYx5EIEQRJMU6dKiOEXSyXI60NGNPLCOEyUy9uP3gPDz16iTWJ2Z9/+x1nLzILhbAhWiOzmKaJiAaGcuGCdBERLJdLRBARZCWVBkRiQFQvytCzg0VWYsydh+7lwZMXWZOY/fFX33YgCJGZZBZS4CqiNaaxU1UohA2Vxfa4ZDFsMI4jKCgbCEAsxyURDdvYprWB7eU2EYERd3zuHr586hJrErM//OKbBiFE9sSGGAauXbsGEou2oKqwYLm9ZFgs+Mf2Nq01qsA2VaaykKCAsnGaaI0+TbTWmHqCxZ1338tXTl1iTWL2+ze+7szCBgSZhTFYZHakgaqibAw4TQG26T0pG7MiqhIQoaBshMgsbKMQ3cXBw/dy9PQV1iRm77z2NUtCgqknizYwThMf+ujNHDn6LexklzAGCzA7yliAQSFcoACnURMegQAC6IZBHLjtdtbETMze+fHjnmGbXkVV4YIP37ifx55+nT0kZmL261fP2YjKIstMU7KxseAjN93KY0/9hD0i1sTs7RfOuMqUTbRGz0SGG285wOPP/Iw1sUfE7Oc/PGUkek8igipjF7fs/xSPP/NT1sQeEbPXf3DKM2xRmYCwzcc+foBvXHqT/5J4D2L22vOPuropF4rALsoGiWFYUFXsEDukoDLZZdowkFOnbKI1sFmJ1pDEQ5vnOfT5LdbEdcTslUtbbi2woWentUa5kAQIzI6qBAkbXGYYgsyibFoLKovWGitVRURgm6OnnuDwkROsieuI2atXtiyCclFlVgQYUIjKQhIS2KAIKhNJrAiRlUQEWQU2OyRC4uHTT3D4yEnWxHUE+JXLW0zjhCIQwoIWQVUCQYTofaK1AdtIwlUgoRAuIwkwNu/y8OknOHzkJGviOgL88sUtjFlxGQJCQWVhTGsNAWWzUlVENCTITBBIATYIhIho2EmLxpdOfpW7jpxkTVxHgF945hGQCAkDIQHiln37uPC9X/I+E9cR4BefO0YokISrkESV2XfgNi5ceYvriPdmdon/gJi9cvmEsyfRgpWenY3FBjfdfCsXvvsWa2KPiNnVi8dts0MSvXeGxcC+/Z/kyctvsCb2iJi99OwxK4LMZBgGwPRM9h/4NBeuvMma2CMC/PLlLUSQlcgGMRP79n+CJ6+8zftM7DK7JMAvPnccsUsStgmJwgxtQWYSISQBBkNWEgqqisViwdQTu9hYLOi9A0ICRWAb20QELkPAwfvO8vDmGVbE7OrFTc8AAaZFI7OjFkiCAmSyTEjYxjYtgnQhhBDlQhJSAKa1RlVigyTswggBhx44xyObZ1kR4JeePU4bGrbJTBQCg20ighXbrLiKYTEwjZ02NKoKAwIkscOmXEhBSJTNiiJwJSDueuA8x06cY0WAr17cpPckArJMIKIFOwQyVBUxNKZxIiJYkYQEEUFmIQlXgYQBARFB74kEEQ27kODQF85x7MR5VgT46qVNKgskBAzDwDiOSKK1RlaBCxAKIURVoQjswjYtGkIYU1UMbcCY3jttaDiNXSiCiODg/Wd5ZOssK2J29eKmJbGSmdhmJVpDgG0kYRe2UTSwkYQkVqZpog0DEaLSgKkqWhuoShSBEGB679z9xcc4duI8K2L2o++f8XJ7m4hgaAM9O0MbGKcRCUINu2itkWVsM7RGVYEhmhBBVhIRgFEEfeoYExG4jCTAKIKD953h6PHTrIhd5v9IvJvZW2KX2aV/AhC5m0i+/CPkAAAAAElFTkSuQmCC\",\"scaled_width\":8.82,\"scaled_height\":9.09,\"exact_perimeter\":54.73,\"approximate_perimeter\":51.32,\"convex_hull_perimeter\":33.05,\"perimeter_pixels\":204.77,\"approximation_points\":10,\"original_contour_points\":55,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.9625,\"compactness\":0.2385,\"aspect_ratio\":1.03}},{\"index\":6,\"position\":{\"x\":207,\"y\":0,\"width\":33,\"height\":34},\"actual_filled_area\":48.21,\"bounding_box_area\":80,\"image_base64\":\"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\",\"scaled_width\":8.82,\"scaled_height\":9.09,\"exact_perimeter\":45.11,\"approximate_perimeter\":42.42,\"convex_hull_perimeter\":33.07,\"perimeter_pixels\":168.77,\"approximation_points\":12,\"original_contour_points\":59,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.9357,\"compactness\":0.2977,\"aspect_ratio\":1.03}},{\"index\":7,\"position\":{\"x\":169,\"y\":0,\"width\":35,\"height\":33},\"actual_filled_area\":37.32,\"bounding_box_area\":82,\"image_base64\":\"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\",\"scaled_width\":9.35,\"scaled_height\":8.82,\"exact_perimeter\":34.4,\"approximate_perimeter\":33.49,\"convex_hull_perimeter\":30.04,\"perimeter_pixels\":128.73,\"approximation_points\":8,\"original_contour_points\":20,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.9218,\"compactness\":0.3963,\"aspect_ratio\":1.06}}],\"image_metadata\":{\"name\":\"edited-image-1768901433634.png\",\"saved_path\":\"uploads/20260226_073316_edited-image-1768901433634.png\",\"original_height\":122,\"original_width\":452,\"target_height\":118,\"target_width\":449,\"target_bounds\":{\"min_x\":2,\"min_y\":3,\"max_x\":451,\"max_y\":121},\"channels\":3,\"size_bytes\":44354,\"content_type\":\"image/png\",\"scaling_factor\":0.2672604721603563,\"cropped_image_base64\":\"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\"}}"},"timestamp":"2026-02-26 07:33:17"} 
[2026-02-26 07:33:17] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":8,"objects":[{"index":0,"position":{"x":358,"y":42,"width":91,"height":76},"actual_filled_area":326.25,"bounding_box_area":493,"image_base64":"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","scaled_width":24.32,"scaled_height":20.31,"exact_perimeter":112.12,"approximate_perimeter":104.14,"convex_hull_perimeter":78.47,"perimeter_pixels":419.52,"approximation_points":12,"original_contour_points":109,"shape_analysis":{"perimeter_to_area_ratio":0.3437,"compactness":0.3261,"aspect_ratio":1.2}},{"index":1,"position":{"x":219,"y":42,"width":136,"height":73},"actual_filled_area":343.18,"bounding_box_area":709,"image_base64":"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","scaled_width":36.35,"scaled_height":19.51,"exact_perimeter":136.67,"approximate_perimeter":129.98,"convex_hull_perimeter":103.54,"perimeter_pixels":511.38,"approximation_points":10,"original_contour_points":154,"shape_analysis":{"perimeter_to_area_ratio":0.3982,"compactness":0.2309,"aspect_ratio":1.86}},{"index":2,"position":{"x":153,"y":42,"width":62,"height":73},"actual_filled_area":126.5,"bounding_box_area":323,"image_base64":"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","scaled_width":16.57,"scaled_height":19.51,"exact_perimeter":70.5,"approximate_perimeter":68.96,"convex_hull_perimeter":62.03,"perimeter_pixels":263.8,"approximation_points":6,"original_contour_points":29,"shape_analysis":{"perimeter_to_area_ratio":0.5573,"compactness":0.3198,"aspect_ratio":1.18}},{"index":3,"position":{"x":79,"y":42,"width":67,"height":73},"actual_filled_area":237.53,"bounding_box_area":349,"image_base64":"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","scaled_width":17.91,"scaled_height":19.51,"exact_perimeter":117.61,"approximate_perimeter":115.31,"convex_hull_perimeter":72.11,"perimeter_pixels":440.04,"approximation_points":12,"original_contour_points":38,"shape_analysis":{"perimeter_to_area_ratio":0.4951,"compactness":0.2158,"aspect_ratio":1.09}},{"index":4,"position":{"x":0,"y":40,"width":72,"height":77},"actual_filled_area":199.71,"bounding_box_area":395,"image_base64":"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","scaled_width":19.24,"scaled_height":20.58,"exact_perimeter":102.9,"approximate_perimeter":92.15,"convex_hull_perimeter":64.82,"perimeter_pixels":385.02,"approximation_points":12,"original_contour_points":170,"shape_analysis":{"perimeter_to_area_ratio":0.5152,"compactness":0.237,"aspect_ratio":1.07}},{"index":5,"position":{"x":247,"y":0,"width":33,"height":34},"actual_filled_area":56.86,"bounding_box_area":80,"image_base64":"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","scaled_width":8.82,"scaled_height":9.09,"exact_perimeter":54.73,"approximate_perimeter":51.32,"convex_hull_perimeter":33.05,"perimeter_pixels":204.77,"approximation_points":10,"original_contour_points":55,"shape_analysis":{"perimeter_to_area_ratio":0.9625,"compactness":0.2385,"aspect_ratio":1.03}},{"index":6,"position":{"x":207,"y":0,"width":33,"height":34},"actual_filled_area":48.21,"bounding_box_area":80,"image_base64":"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","scaled_width":8.82,"scaled_height":9.09,"exact_perimeter":45.11,"approximate_perimeter":42.42,"convex_hull_perimeter":33.07,"perimeter_pixels":168.77,"approximation_points":12,"original_contour_points":59,"shape_analysis":{"perimeter_to_area_ratio":0.9357,"compactness":0.2977,"aspect_ratio":1.03}},{"index":7,"position":{"x":169,"y":0,"width":35,"height":33},"actual_filled_area":37.32,"bounding_box_area":82,"image_base64":"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","scaled_width":9.35,"scaled_height":8.82,"exact_perimeter":34.4,"approximate_perimeter":33.49,"convex_hull_perimeter":30.04,"perimeter_pixels":128.73,"approximation_points":8,"original_contour_points":20,"shape_analysis":{"perimeter_to_area_ratio":0.9218,"compactness":0.3963,"aspect_ratio":1.06}}]},"timestamp":"2026-02-26 07:33:17"} 
[2026-02-26 07:33:17] local.INFO: Nested area calculated {"data":{"nestedArea":2514.6063},"timestamp":"2026-02-26 07:33:17"} 
[2026-02-26 07:33:17] local.INFO: Mapped objects from Image-to-Text API {"data":{"objects_count":8,"objects":[{"id":"e6193a47-7263-4698-8669-b3cbd31c31f5","height":20.31,"width":24.32,"perimeter":112.12,"area":326.25,"image":"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"},{"id":"7e94a9bd-b701-48b7-90c6-bba0d56e452b","height":19.51,"width":36.35,"perimeter":136.67,"area":343.18,"image":"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"},{"id":"f602ca5f-df7d-4180-889c-5761f94d2d4b","height":19.51,"width":16.57,"perimeter":70.5,"area":126.5,"image":"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"},{"id":"6f5eba11-c54c-440c-b27b-84af4d07a8e0","height":19.51,"width":17.91,"perimeter":117.61,"area":237.53,"image":"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"},{"id":"ca0c0947-a85b-441a-9df1-57ab52edb399","height":20.58,"width":19.24,"perimeter":102.9,"area":199.71,"image":"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"},{"id":"9ea2cf71-e572-4c01-b3ac-63f92c185b36","height":9.09,"width":8.82,"perimeter":54.73,"area":56.86,"image":"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"},{"id":"8b375ce7-b11e-46e6-afce-20aa5923ec67","height":9.09,"width":8.82,"perimeter":45.11,"area":48.21,"image":"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"},{"id":"b2c4b78b-9908-4426-b023-724925d7f7d4","height":8.82,"width":9.35,"perimeter":34.4,"area":37.32,"image":"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"}]},"timestamp":"2026-02-26 07:33:17"} 
[2026-02-26 07:33:17] local.INFO: Number of letters detected {"data":{"noOfLetters":8},"timestamp":"2026-02-26 07:33:17"} 
[2026-02-26 07:33:17] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":674.04,"perimeter_in_feet":56.17},"timestamp":"2026-02-26 07:33:17"} 
[2026-02-26 07:33:17] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[326.25,343.18,126.5,237.53,199.71,56.86,48.21,37.32],"actualFilledAreaSum":1375.56},"timestamp":"2026-02-26 07:33:17"} 
[2026-02-26 07:33:17] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":9.55},"timestamp":"2026-02-26 07:33:17"} 
[2026-02-26 07:33:17] local.INFO: Average character height calculated {"data":{"avgCharHeight":15.802500000000002},"timestamp":"2026-02-26 07:33:17"} 
[2026-02-26 07:33:17] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":449,"originalHeight":118,"ratio":3.805084745762712},"timestamp":"2026-02-26 07:33:17"} 
[2026-02-26 07:33:17] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":31.54},"timestamp":"2026-02-26 07:33:17"} 
[2026-02-26 07:33:17] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"objects":[{"index":0,"position":{"x":358,"y":42,"width":91,"height":76},"actual_filled_area":326.25,"bounding_box_area":493,"image_base64":"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","scaled_width":24.32,"scaled_height":20.31,"exact_perimeter":112.12,"approximate_perimeter":104.14,"convex_hull_perimeter":78.47,"perimeter_pixels":419.52,"approximation_points":12,"original_contour_points":109,"shape_analysis":{"perimeter_to_area_ratio":0.3437,"compactness":0.3261,"aspect_ratio":1.2}},{"index":1,"position":{"x":219,"y":42,"width":136,"height":73},"actual_filled_area":343.18,"bounding_box_area":709,"image_base64":"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","scaled_width":36.35,"scaled_height":19.51,"exact_perimeter":136.67,"approximate_perimeter":129.98,"convex_hull_perimeter":103.54,"perimeter_pixels":511.38,"approximation_points":10,"original_contour_points":154,"shape_analysis":{"perimeter_to_area_ratio":0.3982,"compactness":0.2309,"aspect_ratio":1.86}},{"index":2,"position":{"x":153,"y":42,"width":62,"height":73},"actual_filled_area":126.5,"bounding_box_area":323,"image_base64":"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","scaled_width":16.57,"scaled_height":19.51,"exact_perimeter":70.5,"approximate_perimeter":68.96,"convex_hull_perimeter":62.03,"perimeter_pixels":263.8,"approximation_points":6,"original_contour_points":29,"shape_analysis":{"perimeter_to_area_ratio":0.5573,"compactness":0.3198,"aspect_ratio":1.18}},{"index":3,"position":{"x":79,"y":42,"width":67,"height":73},"actual_filled_area":237.53,"bounding_box_area":349,"image_base64":"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","scaled_width":17.91,"scaled_height":19.51,"exact_perimeter":117.61,"approximate_perimeter":115.31,"convex_hull_perimeter":72.11,"perimeter_pixels":440.04,"approximation_points":12,"original_contour_points":38,"shape_analysis":{"perimeter_to_area_ratio":0.4951,"compactness":0.2158,"aspect_ratio":1.09}},{"index":4,"position":{"x":0,"y":40,"width":72,"height":77},"actual_filled_area":199.71,"bounding_box_area":395,"image_base64":"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","scaled_width":19.24,"scaled_height":20.58,"exact_perimeter":102.9,"approximate_perimeter":92.15,"convex_hull_perimeter":64.82,"perimeter_pixels":385.02,"approximation_points":12,"original_contour_points":170,"shape_analysis":{"perimeter_to_area_ratio":0.5152,"compactness":0.237,"aspect_ratio":1.07}},{"index":5,"position":{"x":247,"y":0,"width":33,"height":34},"actual_filled_area":56.86,"bounding_box_area":80,"image_base64":"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","scaled_width":8.82,"scaled_height":9.09,"exact_perimeter":54.73,"approximate_perimeter":51.32,"convex_hull_perimeter":33.05,"perimeter_pixels":204.77,"approximation_points":10,"original_contour_points":55,"shape_analysis":{"perimeter_to_area_ratio":0.9625,"compactness":0.2385,"aspect_ratio":1.03}},{"index":6,"position":{"x":207,"y":0,"width":33,"height":34},"actual_filled_area":48.21,"bounding_box_area":80,"image_base64":"iVBORw0KGgoAAAANSUhEUgAAACEAAAAiCAYAAADRcLDBAAAGsElEQVRYCa3B32+fZRnH8ffnup/nadf2u/0VHpkY/Qf0zIgh8QiZRAVECHGTUdpCttbxww1l41cgAhuwBkY7NwabBtGgSDwwnnjgmcBo121lG+Nw69b2ue/r8vuEEuSEpIXXS3xe8HniqxV8RqwRfW/OTsW5s2cwS4ATDlUyZOLWsWn6xAa99cpYrFy7CiaSGSkJJxgeHOHbP/wtfRJ9R343GnNzC5gZn6qSkBkTvzlGn9igk8/viJVrV4kI6rpCQEqibgb4/q1P0icBceTZUebnzpAE7o4lUVUVVV1z94Oz9IkNOnFwe+TVVeqmIjzIpaUyo64HuP7nT9MnAfHqwXE+eH+eqko4gUkoAkuJe/YeZY1Yv3hz+m6uLi0BQV03fCJoBga57pYn6AiI114Y5/335qiqhJlRJcOL0wzUbNs9wxqxfvHm9A5KzpglIMglkyzR1A3fvflxOgLi+PNjnJ5bwEwkSwROSonBpuGOyZfpExsTbxzaQbuyTEpGVdWU4ngUBgaG+N7Nj9ERECcOjTN/6jSWjKapkYnwQq3EHb+aoU9sTPx5egftyioRQScEKRlVPcB1tzxBR0CcPDTOpYsfs9IuM9gM4KVgEk3TcPPEIfrExsQfD24jvGApUdoWR5RSGOmNcN0tT9IREG8c3sniwhlMQhJ1XeOeaeqGH4+9SJ/YmDh5cBtRMhFBzgUQmBgaGub6nz1JR0D86aX7uPDheQJo6opOU1dEODeNvsgasX7x+rN3Eu60bcYj6KSUGNw0xA9uf4qOgPjLy/dy8aNLEEFTN7gXiKBuGm686wBrxPrFiYPbuLZ0leKOWaLkgnsw3Bvhhl88Q0dA/HV2FxfPXyAIFI4skVIiVYkfbj/Al/H6c9u5cvkK7oElIyJwdzYNDbH1l8/RERBvH53i/NlFzEQQVJURQEoVX/vWd6iaBiLoRAQdyQgcEBGBBOGA6DMElLbw33+/TSnOyuoqJWcsJUrODA0N89PxF+kIiL8fneT84ofUdU3OmVQZEYFMJKto21XMDDyQCRDFnQiQRESgEG3OgMglIzNMBoJ2taXNhTBhMrw4g0PD3DbxAn0SEO+8NsXHFy7hXpBEx91JKVFKIZnhEUiGZyeXjDCcQIhSHCFCQSlO22Y6ZsZqbkkpAaKUoBRHEps2beL2ndN0BMQ7x6e4uHgBmYhwIgIQhPBSQCJVCS9OLgXJCHdkBojllRWqlHB3Si44EGaEB+EBAkIE0LYZSxWDAwPcOTlNR0D84/huFs8u0kkpkUtGCHeHgAgIAo8ggLbNmBnuDkGfaEsGRAR4BELk7MggApAouYBEyYWhkWHuuv8wHQHxzqu7OXt6gWQJmeERuDu5FDom0baFlIy2bZEMjyAXxwPMhJdC2xZSVREBuRQihASSyDlT3KmsIjwYGhlmx4OH6QiIvx2d4uK5C5QoVKkil0wpTkTw9W98k2ZTwYuD0Sc6ORciAsmIcCRRPCAgwpEZnuFf//wP4UEgcslIohSn1xth9KFX6AiIt2Z38tHFS6yurJJSos0thDAzbtv5Ml/Go5NbWVlepZNLIQg6vV6PsV/P0BEQbx3ZybnTi5QISgRenJQSxZ1tu2f5MvZPbmV5eYVSCh3J6Gze0mP0gcN0BMQfpsc5f+48JTuYCCA8sJTYfv8Ma8T6xSO7buTq0jUiwEyUUjATm3ubGdszQ0dAnJye4PTcGSThxXECL0GqK8b2HGWNWL/YP/kjlpauUopjSQgoxdmyZQvje2boCIjXXxhnfv4MpTjhQaoSQSAZEw8fo09sTDw6dRNLV5bwCCKCT/V6PSb2ztIREK8evIe5DxYwM0oueARCpKrmvkeO0Sc2Jvbt2srS0lXcHZlhJrwEvd4wE3uP0BEQRw+MsjC3SJtbApCEu5Pqmsl9x1kj1i/2T97ElStLSEIC98BM9Ho97nnoMB0BcfS5Ud57dx6ZKO5YMrw4Vd0wtf84a8T6xcP33sDqaotJ5JKRhEkMj4wwvmeGjoCYeWoHH5xeICKwZJRckAwzY/fjJ1gj1i8e2XkjV64sIQkzoxMe9Db3GN8zQ0dAHHlmlFOnToNEhNMpxalSYvcTJ1kj1i/27drK8vIqObeU4gw0DcULIyPDTOw9QkdAzDy9g1PzCwgR7siMCKeqG6b2H6dPbEw8fN8NLF9bJqWEJErOIKPXG2Z8zywd0ff7A2Px/rvzpCoRAe6FlCqQmNx3jD6xQY/t/klcvnwZIQTIjCDo9XqMPvASfRKfCL6Y2Ljgi0l8XvAZ8dULPiH+z/8AHNSTNqUHf5sAAAAASUVORK5CYII=","scaled_width":8.82,"scaled_height":9.09,"exact_perimeter":45.11,"approximate_perimeter":42.42,"convex_hull_perimeter":33.07,"perimeter_pixels":168.77,"approximation_points":12,"original_contour_points":59,"shape_analysis":{"perimeter_to_area_ratio":0.9357,"compactness":0.2977,"aspect_ratio":1.03}},{"index":7,"position":{"x":169,"y":0,"width":35,"height":33},"actual_filled_area":37.32,"bounding_box_area":82,"image_base64":"iVBORw0KGgoAAAANSUhEUgAAACMAAAAhCAYAAABTERJSAAAExklEQVRYCcXBW4+VdxnG4d/9PO+CzyJ7KMquFB0kZdPZ1UaEWhs998yg30DxSKstaSBWozFpmnQHbSnMTA0dYA0wGGL9MrPe/3ObBSt6aF9PvC7xjPn/kwD/7aPf8c9/jIkMhLFBgmoGCYmnbCMJhXBBtaIbJVD0zSRQCkJmqu8bmUkgCGOLqiIUGAiJPd/6JkdO/pQpAb7+58s8efKA1hq2mapqSIFtIgMMCtFv9WSXRCQRorUeGzKDra0JSHSZSEISfd/jMt0omUx6MhNJgAFxfO4oc/OXmBLgj9/5JY/+fg9FkBFMtrbIrkMSXSZ9a5QLWSgEBgRVDSQykqpiyjaSkETf90giMnEVmYltZEBQNs/PHeG7C79gSoBv/OUyDx/eJTPpWyNCCFEuAtGqiEyqNeyiyxHlQiFswGYqM6lqSIFtIoK+74kUIphqVYRERGCb4yePMvfSJaYE+Poff8WTrx4ymUxwmeyS1goFZCQ2VDUUQhJYhES5UWUyk2oNIxSAISKICDBMJltk11FVZCYRom+NkDh24jBzCz9nSoA/+euvebixjiKQRFUREdhGElWFbaZCAQHVjF2Ui1HXYfOUJCSBTatiquuSViYjEGAXNkhw7DtHmZu/xJQA3/jTZR4/2aCqqCoyA9uAkERrjczENhGitQYICTAgaK3RZQfi3zICRdD3PU/ZIJERYBMRHD5xhLn5nzElnjEDrK98wO3r7yCBLTITu6gqTp/+AUfOXOR/Ib4+MzNeX+GTd39Dl0nZ2GZq1I146cxr7D+1zH8h/sM8IzGcx+srfPrub8kuecqAhF0sXfgx+w4tMSMGEMN5/OVtPn//LWwzGiW2qVa0aiwv/4R9315mRgwghvN4fYXP3nsDSUQI20iiy+Ts6R+y7+QyM2IAMZzH6yvcfO8NEGBQiJAQYn7xdfaeWGJGDCCG83j9Nrfef5OqosuOwLhMdMHZl3/E3iNLzIgBxHAer6+w+sFbRAbVNyTITJA4fe5V9r6wxIwYQAznjfUV1j66Qut7FJCZTEUEp195jT0HF5kRA4jh/ODuKqsfvgk2EUFkUtUz6pJTy6+y++ASM2IAMZw37q7yxYe/JzNBkBlUK0aj5OTiRXY9t8iMGEAM5wf3Vrn72VWoYiozyRStGnMLF9n13CIzYgAxnB/cW+XOx1fYvr1jShIhiAyOn/0+Ow8sMiMGEMN5c7zGnRtXGI06sIkIEogMjp09z47988yIAcRwfjRe4/7Nt4kIRpkIYRdVxQvzF9ixf4EZMYAYzpvjNTZuXSUQ27ZvA5uqIrvg0KnvsWP/AjNiADGcN8erPPj8KhIgcJlt27ajgMMvvsKOfQvMiAHEcH688QWbt69RVSDosqNvDUkcP3eeb+xfYEYMIIbz5niNzdU/EBKtNaYMSPD82fPsPLDIjBhADOfN8RoPb13FLvpWbBuNsA0Sx8+dZ+eBRWbEAGI4b47X2Lh9jTbpyVFH3/f0fdF1HXOLF9h1YJEZMYAYzg/vr3L/5lXAuMA2T0mcXLzA7oNLzIgBxHB+dH+VL2+8TWayNdkiI0Fia7LFmZdfZ8+hJWbEAGI4P76/yp1Pr9FXo8sRtmmtBwUvLl9k98EFZsQAYjjz9YkB/gXcukQ4RdrYDgAAAABJRU5ErkJggg==","scaled_width":9.35,"scaled_height":8.82,"exact_perimeter":34.4,"approximate_perimeter":33.49,"convex_hull_perimeter":30.04,"perimeter_pixels":128.73,"approximation_points":8,"original_contour_points":20,"shape_analysis":{"perimeter_to_area_ratio":0.9218,"compactness":0.3963,"aspect_ratio":1.06}}],"image_metadata":{"name":"edited-image-1768901433634.png","saved_path":"uploads/20260226_073316_edited-image-1768901433634.png","original_height":122,"original_width":452,"target_height":118,"target_width":449,"target_bounds":{"min_x":2,"min_y":3,"max_x":451,"max_y":121},"channels":3,"size_bytes":44354,"content_type":"image/png","scaling_factor":0.2672604721603563,"cropped_image_base64":"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"}},"dataObjects":[{"id":"e6193a47-7263-4698-8669-b3cbd31c31f5","height":20.31,"width":24.32,"perimeter":112.12,"area":326.25,"image":"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"},{"id":"7e94a9bd-b701-48b7-90c6-bba0d56e452b","height":19.51,"width":36.35,"perimeter":136.67,"area":343.18,"image":"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"},{"id":"f602ca5f-df7d-4180-889c-5761f94d2d4b","height":19.51,"width":16.57,"perimeter":70.5,"area":126.5,"image":"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"},{"id":"6f5eba11-c54c-440c-b27b-84af4d07a8e0","height":19.51,"width":17.91,"perimeter":117.61,"area":237.53,"image":"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"},{"id":"ca0c0947-a85b-441a-9df1-57ab52edb399","height":20.58,"width":19.24,"perimeter":102.9,"area":199.71,"image":"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"},{"id":"9ea2cf71-e572-4c01-b3ac-63f92c185b36","height":9.09,"width":8.82,"perimeter":54.73,"area":56.86,"image":"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"},{"id":"8b375ce7-b11e-46e6-afce-20aa5923ec67","height":9.09,"width":8.82,"perimeter":45.11,"area":48.21,"image":"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"},{"id":"b2c4b78b-9908-4426-b023-724925d7f7d4","height":8.82,"width":9.35,"perimeter":34.4,"area":37.32,"image":"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"}],"no_of_letters":8,"perimeter_of_sign":56.17,"nested_area":17.46,"occupied_area":9.55,"avg_char_height":15.802500000000002,"widthOfSign":"120","otherDimensionOfSign":31.54,"width_of_smaller_line":20},"timestamp":"2026-02-26 07:33:17"} 
[2026-02-26 07:33:19] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_type":"Vacuum Formed Channel Letters","mounting_type":"Flush/Stud mounted","quotationId":"889","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"e6193a47-7263-4698-8669-b3cbd31c31f5\",\"width\":24.32,\"perimeter\":112.12,\"height\":20.31,\"area\":326.25,\"image\":\"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\",\"boxArea\":\"493.94\"},{\"id\":\"7e94a9bd-b701-48b7-90c6-bba0d56e452b\",\"width\":36.35,\"perimeter\":136.67,\"height\":19.51,\"area\":343.18,\"image\":\"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\",\"boxArea\":\"709.19\"},{\"id\":\"f602ca5f-df7d-4180-889c-5761f94d2d4b\",\"width\":16.57,\"perimeter\":70.5,\"height\":19.51,\"area\":126.5,\"image\":\"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\",\"boxArea\":\"323.28\"},{\"id\":\"6f5eba11-c54c-440c-b27b-84af4d07a8e0\",\"width\":17.91,\"perimeter\":117.61,\"height\":19.51,\"area\":237.53,\"image\":\"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\",\"boxArea\":\"349.42\"},{\"id\":\"ca0c0947-a85b-441a-9df1-57ab52edb399\",\"width\":19.24,\"perimeter\":102.9,\"height\":20.58,\"area\":199.71,\"image\":\"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\",\"boxArea\":\"395.96\"},{\"id\":\"9ea2cf71-e572-4c01-b3ac-63f92c185b36\",\"width\":8.82,\"perimeter\":54.73,\"height\":9.09,\"area\":56.86,\"image\":\"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\",\"boxArea\":\"80.17\"},{\"id\":\"8b375ce7-b11e-46e6-afce-20aa5923ec67\",\"width\":8.82,\"perimeter\":45.11,\"height\":9.09,\"area\":48.21,\"image\":\"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\",\"boxArea\":\"80.17\"},{\"id\":\"b2c4b78b-9908-4426-b023-724925d7f7d4\",\"width\":9.35,\"perimeter\":34.4,\"height\":8.82,\"area\":37.32,\"image\":\"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\",\"boxArea\":\"82.47\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.54","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","no_of_letters":"8","perimeter_of_sign":"56.17","nested_area":"17.46","occupied_area":"9.55","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.54"}},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Vacuum Formed Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.54","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"56.17","nested_area":"17.46","occupied_area":"9.55","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.54","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Looking up SignType {"data":{"sign_type":"Vacuum Formed Channel Letters"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":26,"formulas_count":38},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Retrieved Variables List {"data":{"sign_type_id":26,"variables_count":14},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500198":1.5893,"weight_material500198":0.588,"material501913":1.45,"weight_material501913":0.553,"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}},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable205":0,"variable206":0,"variable207":0,"variable208":0,"variable209":0,"variable210":0,"variable211":1.1,"variable212":1.2,"variable213":0,"variable214":0,"variable215":0,"variable216":0,"variable217":0,"variable218":0}},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Merged variable items {"data":{"variables_count":14,"items_count_after_merge":52},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Sorted items collection {"data":{"items_count":52,"first_item":{"type":"material","id":671,"expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable212, 0 )","dense_weight_expression":null,"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Back.","sequence_no":1},"last_item":{"type":"variable","id":218,"expression":"(((totalCost - var_formula217) * variable211) * 1.66) + var_formula217","dense_weight_expression":null,"name":"Total Cost","var_name":"variable218","price":null,"description":null,"sequence_no":null}},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Initializing MathExecutor {"data":{"variables_count":194},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: MathExecutor variables set {"data":{"variables_count":194},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable212, 0 )","result":"0"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_less_than_24_inches, material501880 * nested_area * variable212, 0 )","result":"50.5089864"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"material501060 * variable212 * (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign )","result":37.373832900000004},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"nested_area * material500730 * variable212","result":58.217227199999996},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 22g Brushed Silver 4 ft x 8 ft Pakistan","expression":"0.75 / 12 * perimeter_of_sign * material500198 * variable212","result":6.695323575000001},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","expression":"nested_area * material501913 * variable212","result":30.380399999999998},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior, 0, nested_area * 10 * material502468 )","result":"66.71466"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","result":"0"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, material502203 , 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, material502204 + material502203 , 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_exterior && nested_area * 10 <= 70, material502204 , 0 )","result":"0"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, material502203 , 0 )","result":"0"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, material502206 * 2.5 * no_of_letters )","result":"5.572"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0 )","result":"0"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0 )","result":"0"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0 )","result":"0"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0 )","result":"0"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, material171 * 2.5 * no_of_letters, 0 )","result":"0"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] 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":7.8178504998000005},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] 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":0.62091921125},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] 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":5.922614015000001},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( 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":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( 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":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] 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":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( 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":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098 )","result":"12.17240882"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * material502131 )","result":"5.90765637"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] 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":"7.9100934"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * material501680 )","result":"0.63114656"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous cost","expression":"0.2 * ( formula690 + formula691 + formula692 + formula693 + formula694 + formula695 + formula696 + formula697 + formula698 + formula699 + formula700 )","result":8.19653777521},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Vinyl 3630-26 3M Pakistan","expression":"nested_area * material502428","result":30.867534000000003},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable210 * nested_area","result":0.0},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable212 * ( 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":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2.5 mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable212 * ( 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":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable212 * (  (  (  (  ( 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":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula executed successfully {"data":{"name":"Mold Cost","expression":"min( max(nested_area * 15, 250), 500)","result":261.90000000000003},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Total Cost formula detected {"data":{"item_id":218},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Formula calculations completed {"data":{"total_items":52,"successful_calculations":51,"errors_count":0},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":639.01849072626,"totalDenseWeight_before_formula":0},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Total Cost formula executed {"data":{"formula":"(((totalCost - var_formula217) * variable211) * 1.66) + var_formula217","computed_totalCost":950.5183640661508},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Vacuum Formed Channel Letters","objects_count":8,"totalDenseWeight":0},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":8,"sign_depth":"1"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":24.32,"height":20.31,"depth":"1"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":36.35,"height":19.51,"depth":"1"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":16.57,"height":19.51,"depth":"1"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":17.91,"height":19.51,"depth":"1"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":19.24,"height":20.58,"depth":"1"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":8.82,"height":9.09,"depth":"1"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":8.82,"height":9.09,"depth":"1"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:19] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":9.35,"height":8.82,"depth":"1"},"timestamp":"2026-02-26 07:33:19"} 
[2026-02-26 07:33:20] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1772091200_c1acd210bb0aebe32c3bd1298efaa09d","bins_packed":[{"bin_data":{"w":36.65,"h":20.88,"d":6.5,"id":"unique","used_space":67.8382,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.88,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8e19722b830c18214f92dc17676c3a57/1772091200-7512-4871502.svg","items":[{"id":"item-2","w":36.65,"h":19.81,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8e19722b830c18214f92dc17676c3a57/1772091200-7506-2950071.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":18.21,"h":19.81,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8e19722b830c18214f92dc17676c3a57/1772091200-7508-4737004.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":9.12,"h":9.39,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8e19722b830c18214f92dc17676c3a57/1772091200-7508-5532808.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":16.87,"h":19.81,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8e19722b830c18214f92dc17676c3a57/1772091200-7509-1558621.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":9.12,"h":9.39,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8e19722b830c18214f92dc17676c3a57/1772091200-7509-5844796.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":9.65,"h":9.12,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8e19722b830c18214f92dc17676c3a57/1772091200-751-2542521.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":20.61,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8e19722b830c18214f92dc17676c3a57/1772091200-7511-6608133.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":19.54,"h":20.88,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8e19722b830c18214f92dc17676c3a57/1772091200-7511-6827603.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-02-26 07:33:20"} 
[2026-02-26 07:33:20] local.INFO: Box added from packed bin {"data":{"length":6.5,"width":36.65,"height":20.88,"denseWeight":0},"timestamp":"2026-02-26 07:33:20"} 
[2026-02-26 07:33:21] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":8.5,"width":38.65,"height":23.13},"quantity":1,"denseWeight":1}],"cheapestShippingCost":320.39,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":"316.14","tariffAndDS":316.14,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":542.3495899999999,"totalShipmentCostFormula":"((tariffAndDS (316.14) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 542.35","careerDDPValue":0,"warnings":[]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":"183.21","tariffAndDS":183.21,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":343.81863500000003,"totalShipmentCostFormula":"((tariffAndDS (183.21) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 343.82","careerDDPValue":0,"warnings":[]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":237.81,"tariffAndDS":237.81,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":365.51397,"totalShipmentCostFormula":"(( tariffAndDS (237.81) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 365.51397","careerDDPValue":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":"268.39","tariffAndDS":268.39,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":320.39,"totalShipmentCostFormula":"(((tariffAndDS (268.39) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 320.39","careerDDPValue":0,"warnings":[]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":334.8,"tariffAndDS":334.8,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":503.78855,"totalShipmentCostFormula":"(((tariffAndDS (334.8) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 503.78855","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":700,"tariffAndDS":700,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":700,"totalShipmentCostFormula":"((tariffAndDS (700) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 700","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":358.93,"tariffAndDS":358.93,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":539.9322737499999,"totalShipmentCostFormula":"(((tariffAndDS (358.93) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 539.93227375","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":357.65,"tariffAndDS":357.65,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":538.0149937499999,"totalShipmentCostFormula":"(((tariffAndDS (357.65) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 538.01499375","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":334.8,"tariffAndDS":334.8,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":503.78855,"totalShipmentCostFormula":"(((tariffAndDS (334.8) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 503.78855","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-02-26 07:33:21"} 
[2026-02-26 07:33:21] local.INFO: Product cost factor determined {"data":{"sign_type":"Vacuum Formed Channel Letters","productCostFactor":1.66},"timestamp":"2026-02-26 07:33:21"} 
[2026-02-26 07:33:21] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"31.54","sign_depth":"1","sign_type":"Vacuum Formed Channel Letters","processed_sign_type":"Vacuum Formed Channel Letters","sideViewImage":null,"mounting_type":"Flush/Stud mounted","combined_production_cost_usd":960.0,"total_production_cost":1580.0,"totalDenseWeight":0,"totalVolumetricWeight":25,"bin_packing_result":{"response":{"id":"1772091200_c1acd210bb0aebe32c3bd1298efaa09d","bins_packed":[{"bin_data":{"w":36.65,"h":20.88,"d":6.5,"id":"unique","used_space":67.8382,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.88,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8e19722b830c18214f92dc17676c3a57/1772091200-7512-4871502.svg","items":[{"id":"item-2","w":36.65,"h":19.81,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8e19722b830c18214f92dc17676c3a57/1772091200-7506-2950071.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":18.21,"h":19.81,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8e19722b830c18214f92dc17676c3a57/1772091200-7508-4737004.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":9.12,"h":9.39,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8e19722b830c18214f92dc17676c3a57/1772091200-7508-5532808.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":16.87,"h":19.81,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8e19722b830c18214f92dc17676c3a57/1772091200-7509-1558621.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":9.12,"h":9.39,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8e19722b830c18214f92dc17676c3a57/1772091200-7509-5844796.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":9.65,"h":9.12,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8e19722b830c18214f92dc17676c3a57/1772091200-751-2542521.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":20.61,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8e19722b830c18214f92dc17676c3a57/1772091200-7511-6608133.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":19.54,"h":20.88,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/8e19722b830c18214f92dc17676c3a57/1772091200-7511-6827603.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":"316.14","tariffAndDS":316.14,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":542.3495899999999,"totalShipmentCostFormula":"((tariffAndDS (316.14) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 542.35","careerDDPValue":0,"warnings":[]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":"183.21","tariffAndDS":183.21,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":343.81863500000003,"totalShipmentCostFormula":"((tariffAndDS (183.21) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 343.82","careerDDPValue":0,"warnings":[]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":237.81,"tariffAndDS":237.81,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":365.51397,"totalShipmentCostFormula":"(( tariffAndDS (237.81) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 365.51397","careerDDPValue":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":"268.39","tariffAndDS":268.39,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":320.39,"totalShipmentCostFormula":"(((tariffAndDS (268.39) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 320.39","careerDDPValue":0,"warnings":[]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":334.8,"tariffAndDS":334.8,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":503.78855,"totalShipmentCostFormula":"(((tariffAndDS (334.8) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 503.78855","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":700,"tariffAndDS":700,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":700,"totalShipmentCostFormula":"((tariffAndDS (700) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 700","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":358.93,"tariffAndDS":358.93,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":539.9322737499999,"totalShipmentCostFormula":"(((tariffAndDS (358.93) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 539.93227375","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":357.65,"tariffAndDS":357.65,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":538.0149937499999,"totalShipmentCostFormula":"(((tariffAndDS (357.65) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 538.01499375","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":334.8,"tariffAndDS":334.8,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":503.78855,"totalShipmentCostFormula":"(((tariffAndDS (334.8) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 503.78855","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]}}},"cheapest_shipping_cost_usd":330.0,"totalCost":1910.0,"productionResults":[{"material_id":671,"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":672,"dense_weight_expression":0,"result":"50.5089864","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":"Aluminium 12 G / 0.08 inch - Corrosion-resistant, and Durable for Sign Back.","sequence_no":2},{"material_id":673,"dense_weight_expression":0,"result":37.373832900000004,"sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"Aluminium 14 G / 0.074 inch - Corrosion-resistant, and Durable for Sign Returns.","sequence_no":3},{"material_id":674,"dense_weight_expression":0,"result":58.217227199999996,"sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":"Stainless Steel 14 G / 0.075 inch - Trim Cap","sequence_no":4},{"material_id":675,"dense_weight_expression":0,"result":6.695323575000001,"sign_material":"SS Sheet 22g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":676,"dense_weight_expression":0,"result":30.380399999999998,"sign_material":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","description":"White Acrylic 5mm / 0.196 inch - Ideal Light Diffusion for Sign Face.","sequence_no":6},{"material_id":677,"dense_weight_expression":0,"result":"66.71466","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC, IP65, 0.72–1.2W per module","sequence_no":7},{"material_id":678,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":679,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":680,"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":205,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":206,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":681,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":682,"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":207,"dense_weight_expression":0,"result":"40.6093","sign_material":"Power Supply 15A-10+5","description":"Power Supply 15A–(10A+5A) UL Certified – 12V DC output (10A + 5A split), 180W total, UL certified.","sequence_no":15},{"variable_id":208,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":16},{"material_id":683,"dense_weight_expression":0,"result":"5.572","sign_material":"Wire 18g UL UL Certified Red & White China","description":"Wire 18 Gauge (Red & White) UL Certified – 18 AWG stranded copper, 300V, PVC insulated, UL-approved.","sequence_no":17},{"material_id":684,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":685,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":686,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":687,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":688,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":689,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":690,"dense_weight_expression":0,"result":7.8178504998000005,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":691,"dense_weight_expression":0,"result":0.62091921125,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":692,"dense_weight_expression":0,"result":5.922614015000001,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":693,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":694,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":695,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":696,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":697,"dense_weight_expression":0,"result":"12.17240882","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":698,"dense_weight_expression":0,"result":"5.90765637","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":32},{"material_id":699,"dense_weight_expression":0,"result":"7.9100934","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":700,"dense_weight_expression":0,"result":"0.63114656","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"variable_id":209,"dense_weight_expression":0,"result":8.19653777521,"sign_material":"Paint Miscellaneous cost","description":null,"sequence_no":35},{"material_id":701,"dense_weight_expression":0,"result":30.867534000000003,"sign_material":"Vinyl 3630-26 3M Pakistan","description":null,"sequence_no":36},{"variable_id":210,"dense_weight_expression":0,"result":0.0,"sign_material":"Packaging/Box Making","description":null,"sequence_no":37},{"material_id":702,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":38},{"material_id":703,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":39},{"material_id":704,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":40},{"material_id":705,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":41},{"material_id":706,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":42},{"material_id":707,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":43},{"material_id":708,"dense_weight_expression":0,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":44},{"variable_id":211,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":45},{"variable_id":212,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":46},{"variable_id":213,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud Mount","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":47},{"variable_id":214,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":48},{"variable_id":215,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2.5 mm)","description":null,"sequence_no":49},{"variable_id":216,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":50},{"variable_id":217,"dense_weight_expression":0,"result":261.90000000000003,"sign_material":"Mold Cost","description":null,"sequence_no":51},{"variable_id":218,"dense_weight_expression":0,"result":950.5183640661508,"sign_material":"Total Cost","description":null,"sequence_no":null}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Vacuum Formed Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.54","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"56.17","nested_area":"17.46","occupied_area":"9.55","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.54","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":0},"timestamp":"2026-02-26 07:33:21"} 
[2026-02-26 07:33:21] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 07:33:21"} 
[2026-02-26 07:33:22] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-02-26 07:33:22"} 
[2026-02-26 07:33:22] local.INFO: Incoming Request {"data":{"sign_type_name":"Vacuum Formed Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.54,"sign_width":"120","dimensions":[{"id":"e6193a47-7263-4698-8669-b3cbd31c31f5","height":20.31,"width":24.32},{"id":"7e94a9bd-b701-48b7-90c6-bba0d56e452b","height":19.51,"width":36.35},{"id":"f602ca5f-df7d-4180-889c-5761f94d2d4b","height":19.51,"width":16.57},{"id":"6f5eba11-c54c-440c-b27b-84af4d07a8e0","height":19.51,"width":17.91},{"id":"ca0c0947-a85b-441a-9df1-57ab52edb399","height":20.58,"width":19.24},{"id":"9ea2cf71-e572-4c01-b3ac-63f92c185b36","height":9.09,"width":8.82},{"id":"8b375ce7-b11e-46e6-afce-20aa5923ec67","height":9.09,"width":8.82},{"id":"b2c4b78b-9908-4426-b023-724925d7f7d4","height":8.82,"width":9.35}]},"timestamp":"2026-02-26 07:33:22"} 
[2026-02-26 07:33:22] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-02-26 07:33:22"} 
[2026-02-26 07:33:22] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Vacuum Formed Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.54,"sign_width":"120","dimensions":[{"id":"e6193a47-7263-4698-8669-b3cbd31c31f5","height":20.31,"width":24.32},{"id":"7e94a9bd-b701-48b7-90c6-bba0d56e452b","height":19.51,"width":36.35},{"id":"f602ca5f-df7d-4180-889c-5761f94d2d4b","height":19.51,"width":16.57},{"id":"6f5eba11-c54c-440c-b27b-84af4d07a8e0","height":19.51,"width":17.91},{"id":"ca0c0947-a85b-441a-9df1-57ab52edb399","height":20.58,"width":19.24},{"id":"9ea2cf71-e572-4c01-b3ac-63f92c185b36","height":9.09,"width":8.82},{"id":"8b375ce7-b11e-46e6-afce-20aa5923ec67","height":9.09,"width":8.82},{"id":"b2c4b78b-9908-4426-b023-724925d7f7d4","height":8.82,"width":9.35}]}},"timestamp":"2026-02-26 07:33:22"} 
[2026-02-26 07:33:22] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Vacuum Formed Channel Letters"},"timestamp":"2026-02-26 07:33:22"} 
[2026-02-26 07:33:22] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":26},"timestamp":"2026-02-26 07:33:22"} 
[2026-02-26 07:33:22] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":26},"timestamp":"2026-02-26 07:33:22"} 
[2026-02-26 07:33:22] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-02-26 07:33:22"} 
[2026-02-26 07:33:22] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":26},"timestamp":"2026-02-26 07:33:22"} 
[2026-02-26 07:33:22] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Vacuum Formed Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.54,"sign_width":"120","shipping_weight":25,"shape":"rectangular","dimensions":[{"id":"e6193a47-7263-4698-8669-b3cbd31c31f5","height":20.31,"width":24.32},{"id":"7e94a9bd-b701-48b7-90c6-bba0d56e452b","height":19.51,"width":36.35},{"id":"f602ca5f-df7d-4180-889c-5761f94d2d4b","height":19.51,"width":16.57},{"id":"6f5eba11-c54c-440c-b27b-84af4d07a8e0","height":19.51,"width":17.91},{"id":"ca0c0947-a85b-441a-9df1-57ab52edb399","height":20.58,"width":19.24},{"id":"9ea2cf71-e572-4c01-b3ac-63f92c185b36","height":9.09,"width":8.82},{"id":"8b375ce7-b11e-46e6-afce-20aa5923ec67","height":9.09,"width":8.82},{"id":"b2c4b78b-9908-4426-b023-724925d7f7d4","height":8.82,"width":9.35}]}},"timestamp":"2026-02-26 07:33:22"} 
[2026-02-26 07:33:22] local.INFO: Validation Passed {"data":[],"timestamp":"2026-02-26 07:33:22"} 
[2026-02-26 07:33:22] local.INFO: Input Parameters {"data":{"dimensions_count":8,"shape":"rectangular"},"timestamp":"2026-02-26 07:33:22"} 
[2026-02-26 07:33:22] 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","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"}},"timestamp":"2026-02-26 07:33:22"} 
[2026-02-26 07:33:22] local.INFO: Sign Type Lookup {"data":{"sign_type":"Vacuum Formed Channel Letters","found":true,"sign_type_id":26},"timestamp":"2026-02-26 07:33:22"} 
[2026-02-26 07:33:22] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":26,"has_module":false},"timestamp":"2026-02-26 07:33:22"} 
[2026-02-26 07:33:22] local.ERROR: USA Workshop Module Missing {"data":{"sign_type_id":26},"timestamp":"2026-02-26 07:33:22"} 
[2026-02-26 07:37:49] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_type":"Vacuum Formed Channel Letters","mounting_type":"Flush/Stud mounted","quotationId":"889","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"e6193a47-7263-4698-8669-b3cbd31c31f5\",\"width\":24.32,\"perimeter\":112.12,\"height\":20.31,\"area\":326.25,\"image\":\"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\",\"boxArea\":\"493.94\"},{\"id\":\"7e94a9bd-b701-48b7-90c6-bba0d56e452b\",\"width\":36.35,\"perimeter\":136.67,\"height\":19.51,\"area\":343.18,\"image\":\"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\",\"boxArea\":\"709.19\"},{\"id\":\"f602ca5f-df7d-4180-889c-5761f94d2d4b\",\"width\":16.57,\"perimeter\":70.5,\"height\":19.51,\"area\":126.5,\"image\":\"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\",\"boxArea\":\"323.28\"},{\"id\":\"6f5eba11-c54c-440c-b27b-84af4d07a8e0\",\"width\":17.91,\"perimeter\":117.61,\"height\":19.51,\"area\":237.53,\"image\":\"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\",\"boxArea\":\"349.42\"},{\"id\":\"ca0c0947-a85b-441a-9df1-57ab52edb399\",\"width\":19.24,\"perimeter\":102.9,\"height\":20.58,\"area\":199.71,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAAEgAAABNCAYAAAAFICL0AAAZNklEQVR4Ad3BCdztZVnv4e/vfp5nrbVBge3AtBFBQEG2qAgBDhhOGCEYJVJpaZll5lB4zI56xEwbNE+mDdopIUlMzAlNLcEZBwQHEkVFRRBBHECP7Hf9/8993+ddsDq+4kYBQfns6xI/HclNR9yMxE9GssaXv/hZrvrORXzt0ov57re+yZVXfJ3vXPV/6fNNrKwMuA8IUduU6aQwmW7DNttszWzr27Djhh3YZrID2+56R3bYaQ82Q9yExM0nWfrS587hgs98lEsuPJ8vX3ghwzAQEdRaKaXg7mQmZoZMjOOISUhGZEImZsYwDEwmEyITZTKdzbjDrrtx1413Z/td92eX3ffhWsSPSdz0klVf/PxZnHf2e/nspz7Old/5DmSSkQRBsYIkJIiEjMDMyAgSKKXQe0cS4YEVQxKZibvTaiUyMBlWCu6diGT77W/P3fc/mD03PoCddt2TNcSNJG46yaoPv++NnHPmaVx+2TdxdyKDVirdg8zAzHB3ptMZkU4GSFytj53JZEIQEElkUkvFM4hwJm3COI6YGe6OTJBgZozjSK0VEBLc+S53YePBR3G3e9yHNcQNJH58yar3n/5aPnj6m1iZrxDheDggIBEiE8xE753aGmRiZkQEkshMMgIrBXen1kofO6VVvDuZSS1GAplJ7x0ErTZMYuydhVIKEYGZgcSuu+/FA478JXa700EsiRtA3HjJqs+cewanv/kUvv71y8lMzAooyUzCk3EcqbUiQa2VYT5HZpRSyEwyE0lEJMUMdydJWmu4O7VWxnGkd6fWgiQWJOHesVIQQoJx7LTWyAwkw8xYiEzu+TP35ajjjmcNcT2IGydZ9eaTT+Bj53wC7x0zw2TIWCUigoig1kpEEBEsRAQmw4rhEZiMzABEZEAmtRSQkERE0N2ZtMYwDrTacA8iHJMRGZRSaK3R3fHumBkShAcykZmQyW1vfzuOOPZ32Gvvg1kSP4K44fKLnz+LN538Ur7xjW9SSmGh904pRkQiCZMotZCZuAeZSSaUYpgZmYmZEREgyEg8gloKvXdKrZhERBAZlFIQIjPIBDMjM8lMZAJERiCJzCQiyQwWWmuQEOlYaRz2c8dwvwf9KkvihxA3TJ7z4Tfw9te9mt5HujtCyMQ4jFgxSim4OwutNiKdDMCEWJUwmU1ZWdkEAaUWyESl0MeRWhvDMKfUglJEBpIwMyICyTAT4Q4yWiuMoyOBu5OZuAe1VsKdNmksRAQmwyOorXDQfQ/j8F94MkviOojrLz9w+km87fX/Sq0VJCKS2grjMFJKISKICFqteATFCt07tVSCwGT0cUQyrBQiA0hqbQzDnFYbSSKEBMMwYlaAxMOZtAYpai0MY0cmyCQj8QhqLYCIDGopjOPIgiQkIRm9j5gVzMT+h9yPox75NJbEZojrJz90xj/w9tPeikgyITKppeAeSBARLJgZmUlmsmBmZEJmkJlEBLVWMpNWKxFJ946ZUUphGAZaa2QGHkEpFSHcO2aGu9Naw7sjExGOWWGhd0cSZuJqmcgMSUQmkijFyAD3kWKVn33okRx6+G+yJK5F/HDJqo984J9527+9gfRAJiKCyMDMiAhKKZBcLSNBYGb03kGgFDJWid6drbZaxziOZCYSkCATkZARSGLBrABJZpKRJEtKFmopjONIrY2FiEASQkQGmYmZERG01hjHkdYqIBYiAgweduwT2P+gw1kSa4gfLj/zydM55R9fQrIqk1or4zjSWmMYBtqkkZGYGQu9dyKSUoxiBRI8g95HzAwzw8yICCSRmWQmEUEpBUn03pGM1ioRwUKtld5HJKO7I8AjKGZkJrPZjN473h0rxoK7M5lM6L1DQmmVcEcSJtG9M5lMKLXw2Cf9KTvsvAdLYklct7zs0gt45Uv+J5uuuorenYVWK5GJmWFmjGNHBhkJJO5Ba43MZKEUIxPcHTMjI4hMWptwm9veht322pPtb7+BstUGbne7hsb1WCmEOzb7Fpdf/l1WrriMS75yIRddeAFXfOtK3DuTNiFJFjKTiMAQSZIJpRZ675gZkJgVJBjHkVIKtVYyEwFC7LrHbjz6d1/MklgSm5es+se/ejIXfelLuAeZIHE1M5EIMlmQhCTm8znr1s2ISMZxpFgBgUxkJoTYc689uPPGe3PwAx7BjfHViz/H5849k0+d+2Euu+QSeh8ppbCgBDOje6e2hiT62LmaCWWCwN0ppSAJJUxapY+dI457DPsf/AssiVVi8/Jdb/tn3vXvryWBiKDWSkSQkZRaCA+SpJSCEJ6BAJORGfTesVIopWDFOOT+B7HvPY9m5zvsw03lC5/9KGef8RY+/blPsLJphVobEkjCTEQkmUltlT6OSCIzqaUCiSS8d1ptSGLd1lvx1Oe+iiWxSvygvOyrX+DlL3oa4Q6I3julGJkBMkQiGUJ4OKUUxj4yaRO6d6I7k+mUcRy58z4bedDRj2WnDXdhM8QNl1zLRV/8OO887WS+dMH5LKxbtxXf/e53mUwa7k6tlWEcqKVSzSBhPp/TJo1aCxGOJCRx+MOO4J73exxLEj8oX3fSn/DpT55D753MRBIm4RFIIjyQCZMRGbg7pRRqrfTeMTNmsxmHHvlI7n3fY9gMcdNI1jj37Nfw1lPfwDgORASIq2UkJFgxFODeqbVSSyVJZIkkkmT9+lvz2884iSWJ75dfvfgc/uklf4p7RxLzYcAkzAzvndoaEUmpBe+OJDKC1hrdOxHJ+u225WGP+kP2vPNGrkXcPJKli798Lm88+a/45te/gbszm80YhgEzo9VKeuI+0lrDiuHuQGJmZCa1Fh523GO4892OYJXE98vXv/KP+fjHzsJKISIQkJmUUnB3JJEkC8UKmYm7U0ohIthhh2144jP/hc0QN69kjX988e9x6aVfJXpgrBJIhhSYGZmJmcjkapIoJjKCvfa5C0f/+gtYEN+Tl15yAX//539AZJCZmBUiHRIkIUEkCDAZHo6ZERGUUphOp/za7z2PDXe4C2uIn6xk6W9e8Hi+fvllrGtTeoxkJghqrUTvpMAkZrMpfezUUnDvoMLxL3gtC+J78j1v+T+8652nsdB7p5QCCZlJ985WW23FMI6YhHfHiiGJ1hpjH/nlxx3PXfY9lDXET0ey6vLLLuBVL3s2w8ocCbp3amvUUui9YyaKCRC1FsKdiMBMPOSXfpW73uPhiO/Jlz7vsVxxxZWEBwhkxjjMmc1mRCRj75RiSIb3TkRQSyGB+zzgATz4qKewhvjpSlZ98px38Y5T/xYrRrgjGUSQGZRSkIzeR2brprh3Si1stW4dBxz6i9z94CMR18gvfOYTnPi3z6KVynyYE5nM1s3ISMyMUgqbNm2i1gYkpRaGYaCYse12t+apzzmZNcQtQ7Lqzf/6Z5z/8bNprRHuJEmRmEwa8/lAbQUzY8Mdd2XjgYex510fwn8T18gzTvs7znjHW6i1kAmlFkgQ4B4g/r+xj7RSScCK8ZCjH88h9z+CNcQtR7Lqr094FCubNjGdVHp3JLAitt7qVuyx8SD2vdfPssPOe3Nt4hr5yr96Kl++8Et4BLUUMhN3RxJmRmYQkZgZEYGZMY4jO+64PU969omsIW558vQ3v4KPnfkOJpNGZrLTLhvYeMADuOu9juQ6iFXiGnnCU48iEyKC1hrz+RwrhknU2ogI3B1JINFqoXfnoUcfw8GH/TpL4pYpWfXy5z+GvTYewN77P5id73AXNkNci1j1pQs+lCf/3QvpvRMZmIzWGu5OhCOJWirzYaCUAiThyWQ65XG//xfssPPuLIlbruS6iesgID/63lN52xtPwcOptTKOI2aGSWBGRiKgeyciKMWQjB132sBvP/1vWEPcsiXfI64HAfmmf/lzzvrgeymlYGaYGeM4khGUWqmlMh/mLEhiQRL3uf/hPOSYJ7IktkAC8pRXPIPzz/s0EUEmmAkrxjgfKbUgiYhAEpLITMyMo459Ivc85MEsiS2QgHzZ8x/H1y67jFIqYx9otZERIFYJEpKk1op70FphPgz87tNfzI4b9mJJbIEE5Aue/gh67/TeaZOGj04phcjAzBiGgXXr1jHMByKdWiuS8ey/fD1LYgslIJ/zlKMAUYqRQIRTrCBBRBIRSIYEEYGZse122/LU55zEkthCCcgTfv/hhDtClGqAsGKMw0gpxjAfsWJYKZBBRHL7HXbmSc98OUtiCyUgn/OUo1iYzWZs2rSJ1iqkSBJ3Z8Hdmc1mzIc5rTa233EXfufpL2VJbKH0lYsvyn968ZPxcGptuDtmxnw+JyIptWASklGKMZ8PtFbZfqddeMLTX8aS2EIJyBN+/2gyEpkQYhw7tRYig4zEzJhOJiQwDAMRwfY7buBJz3w5S2ILJSCfd/wv4t6JCFprRASQgGESHo4kFkyGh7PNtrfmD557MktiCyUgn//0X2Jl05xSDElIYj7MmU1nuDvuzkIpBTPD3ZlMpzzzL05lSWyhBORf/q9H8+0rr0QSCFptrKzMgQTEdDphHAcykiSZtCkInv2Xr2dJbKEE5D+8+IlcfOHFQCIT3oPWCt4dK4VSDe9O753MpNaGmfGrT/gf7LHXvVkltlAC8g2vej5nf/hMSilIwt3JTEoptNZw70QEZgXE1cKDo4/7FfY/5DiWxBZIQL77bSfygdNPY+wdMxERRCQRQSmFiKBNJmQEkohwkuSuG+/BIx/3PJbEFkhAnv/JM/jXE1/KOI4kUKwg42renSoDCc9gMmmM40ibNKoqz/iL17IkbvnyLScezx32PZK7H3gYa4jrIK6RJzzlaLp3rBSKFcKdNmlEOCZjGAaSpLVGRlIkzIxjf+OJ7LnvA1kSt1x5wSdO48z/fB2SWL9+O+56wL3Zfb9jWUNci7hGvuSPH8O3r7gSD8esIEFmkglmYiEiyEhKKWQGAvbeZyOPePzzWRK3XPmOVz+Lyy/9CumBzECilMbGgw/jbgcdxxpiSVwj3/qaP+esD30Ad4cUbdKQuFpmUkuljyNmhiQiHAGtTvjNpz2X2+1wV5bELU9e9KXzeM/rXoRHx6ySEUhi6B2ZmE4n7Lbvodznwb/GGhLXyHPPPoNTT/rf1FKQCXfHzJCEIcwMdycjMYk2mRDRKbWw7z3344hjn8WSuOXJ97z+RXz5gk8RSoQxX1khgdoqGUFEQoLVwn4H7s+BD3wqC+J78s/+8FhW5ivUUokMxnFkMp3QSmXTpk2YGSZRSoFIrBqZQSmVY3/raey2x0EsiVuO/OqXz+Y/X/syxnHESsHdkYyIJDMQ4B4gQSZD7xz5yCdxp30PRXxPvvHEP+FjH/swZoaZERkowIohiSJhRWQmZoYkPJxpm7DNdrfjN45/KUviliNPO/EZXH7ZJfTekYTMIJPE8D5Sa6N7p5SKe7AyDDz1j1/Lgvie/Oyn388pr3ghZoaAzGRSGxEBSmqreB+ZTqbMhznT6YxxHJlMGmSyzz0O5PBfPJ4l8dOXZ59xCud86C3U0vDeqa0xjiOlFIbuRAaSyEiQGOYD09lWPOFZJ7Egvl/+w4uewNe+ehm1FjISJLwPbH2rrZkPAxlBaxVhJEFGEO7MZlN6OA/6uWPY7z6/zJL46cmLzz+Td7zh78hIMkESkhiGgRC4J1YKGUlG0ntnMpmy2557ceSjTmBBfL8876xX8+bXvh4kTEKWeARkUkohMmnFMBnjONBaYyFJWi1IcPBDHsW9Dvl5lsRPXl7y+U/xH294Mb0PeHcykyAZe1BrJTOZTCasbBqICNwdSXgEhz74ERz0wONYEN8vWfU3z3sMKyubcHcyk+6dVhutNgIn3SlWkEQpBY8OmbRJIyIo1TjwPkdy4GG/wpL4yckvfvajvOfNf898Pqe7s1DMcHfGcSRZMMKTUg2zwnwYMYkEHv17z2WHnfdhQfygPPejp/DWU1+HIVJJMeE9mM4mzOcDs8kECCQjIshMprNGRFKrgQelFO5wp3156C//EWuIm1d+/IPv5MPvPBEPB4nIRIhEhDsejslYWZkzmc1wdyITEjKTnXfewKOf8tcsSfygZNUrXvh4vvbVS6mtYSSTSUMSvXdqqUQ4tVWSpJYCCtKDaZtgZvTuQDKdzrj34cew134/zxrippWsevOrX8pXLvgwvY+YVTKTJAlPPAIrhoCIJIHowdBHzAyTmA+dI455LPe638NZkti8vPDzZ/JvJ76EcMeK0WpDwDh2MgNJ1GZEBJPJBAhMxqQWQCx4OJlJscL62+/EPj9zFHvf7d6sIX48yaqzP/g2/uuDr+eKK76NJDKTDLBiRATj2FlIoNZKeBCZgHDvLIQnt97mVjz5hJNZQ2LzklVv/7cX89lPnkXvHStGkVFbZRwHMgNJTGcThpWBWgq1FDIDqWAGEcl0NmEcRxbcne3W35Y73+Pe7Lz7Pdl+p725FvGjJUvnvP81fPxDp/Odb1/JpE0Yhk7vnVIrEcE4jngmrTYWMpP/1nsHRK2NiA4pfvaIh3LwYb/Fklglrluy6p9e+NtcecU3iUhqLcjAzFjovdOaUTB677RWQYZ7x2RMJxNS0HsHEpNRamHSJqzM52y7fj2327AXO2zYha232YVd9ziAH+bT576Xb1x6IZdf/Am+dsllrKzMKaXh7mQmmUGk6D4CRmZSasUE3QMyiUjMDFJEOFYqw3zObW6zHU/8Xyexhlglfri86ML/4u2nvIiVTZsYeweJdbMpEvSxU2uBSCKCUgtjd6oZkmiThnenmCEZIukRTKaNcRyJSCQopeLdiQgksDJhMmuMo+N9xLsz751WG5Bkwnw+UGsFGX0ciQiSBIzeO602hmGg1MKCu4OMcey0NgGSiASSHsHPP/J3OfDgw1kSS+KHS1ad+5F38O5/fyURgSSsGLUYiqTUQkYS7lgpRASlFDKThUyQIDKQRO+dWgu1VNyTiE6mGMeB2bp1RO+kCY9gHJ1aK5nJOI7UUhm7s262jvkw4OFkioXIREBEIIkE0oPRO9UqZkYEuDuQ9AyKFTycux9wd4559J+whlgSP1qy6iPv+mc+8r63YRhG0vvIutmMsXdKKUQEkUk1QzKSpI+dWguZCRIRQYQzW7cV0TuRyco40mpFZnQPxmFgOp3SeyczEYWIIDNAhoeTKRaKFUbvFBOZyTh2SEAiMwlPWmtEOAFkQp1UwgMPh4Tt1q/nyc9+JWuINcT1k6x6zztO5ryz3k70jgkkYWZIotVKd8fdyQhkhsmIDNwdSSSQJK02xt7JBJnhnpCQJEL0PiITtTQig8gkAiKChcxkwSPICMwMk3CHUgyPwDPJSBBEBGZGZqJMkJFKppMpj3ri89mwy54siWsR11+y6qNnnMRH3v8ftCLcgyQRQuJqvXcmk4ZHIIlihYzgqpUVWm2kgIQQeHdKrQwrI5nJdDolMxjHDoKIJDMxM1Qq7g6ZeARFRkQQAUnQaiMiWVlZodSKijHMB9qk4e4slGKMY6eUwlZbbc0v/Prx7Hnne7GGuBZxwySrPnXOmzjz7aeSkUQ4mUKC+cocTEymE8buVCt4BJCAkCAiWRk6rVaKGREBCHdHJqbTKSvzOR6J947JiEwik4yg1op7UEsjM8kMMiEiSJJSK+PYsWJkJgvhgRVjYRxGbrXNNhz3W3/EHXffjzXEZogbLll14Rc+wn+e+vfMV64iM5GMcRy51a23ZmVlhfkwUlQopZACEsIDSCJE7yOSKKUgE5nQ3UkS70FEYKWQEUjCu+MR1FogDSGCICKRRISTEmZG986kTSBh6AOlVDISSWy44wYedtzT2HGnO3EtYjPEjZMsveU1f8pFF5zHyqZNtNbwCIhAEt2TSatEJkJkwjiOlFoZ5nNkRmYiiXHsSAIJM6OPHcnIBEmYGQsrw4DEKtF7p7VGMWMYB0qteATTyYT5fE6pFe9OrZXeRw590P154MOexmaI6yBuvGTpvE+8mw/9x6tYWZkzX5kTkcxm69i06buUUlno3clM2qRh1RjmI5GJj05tld47mYlkSEaEU0ujjyOSgSVWKsM4Mo4jCIoKMmFmkBCRJNBaZRgHSK628y478ZCHP4bd9zqEaxE/gvjxJUsff98red/p72QcRsxEZuIRRAbhgcyYzaZs2jQgQQIChmHETEhGrY1x7EAiGdEdFUNmWDF67/TeMTNISMBSZCapBBlS0ruzfv1teODDjmC/Ax7JZojrQdw0kjXOfu9JnPOh9/HtK69kGDqlFFprjONIAsMwUGTUWjEruAeSWPAIFkbvSCIzqbXSe8fdKaUQHtRWMSuEO907rTXm8wErhZ122sB9H/gQ9r3X0WyGuAHETStZ49yPvYvPn/tuvnD++azMNzGdTIkI5isrmDUEyAoSRASZSXhgxXASd6fWyjiOeDgmQxJmhatl4hFIYtvt1nO3/e7DvgccxIbd7sFmiBtB3DySa/nUx97NRZ89h698+XNc8a0rGOZzEshMgiQycXeEkAmZKFZY6GPHSqHUyjjMMRW22fZWbL/Tbuy+90Z2u9NGdrrDvlwH8WMQN79kMz533tlcdeVFfO1rF3PVd+fEeCVXfOs7REL4iKkwXTdjq61ntMm23Gr97dn+9uuZbX1b9tj7EK4HcRMQP1nJzUvcxMRPV3LjiJ+Q/wdziv8ENYEZzgAAAABJRU5ErkJggg==\",\"boxArea\":\"395.96\"},{\"id\":\"9ea2cf71-e572-4c01-b3ac-63f92c185b36\",\"width\":8.82,\"perimeter\":54.73,\"height\":9.09,\"area\":56.86,\"image\":\"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\",\"boxArea\":\"80.17\"},{\"id\":\"8b375ce7-b11e-46e6-afce-20aa5923ec67\",\"width\":8.82,\"perimeter\":45.11,\"height\":9.09,\"area\":48.21,\"image\":\"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\",\"boxArea\":\"80.17\"},{\"id\":\"b2c4b78b-9908-4426-b023-724925d7f7d4\",\"width\":9.35,\"perimeter\":34.4,\"height\":8.82,\"area\":37.32,\"image\":\"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\",\"boxArea\":\"82.47\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.54","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","no_of_letters":"8","perimeter_of_sign":"56.17","nested_area":"17.46","occupied_area":"9.55","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.54"}},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Vacuum Formed Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.54","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"56.17","nested_area":"17.46","occupied_area":"9.55","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.54","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Looking up SignType {"data":{"sign_type":"Vacuum Formed Channel Letters"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":26,"formulas_count":38},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Retrieved Variables List {"data":{"sign_type_id":26,"variables_count":14},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500198":1.5893,"weight_material500198":0.588,"material501913":1.45,"weight_material501913":0.553,"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}},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable205":0,"variable206":0,"variable207":0,"variable208":0,"variable209":0,"variable210":0.75,"variable211":1.1,"variable212":1.2,"variable213":0,"variable214":0,"variable215":0,"variable216":0,"variable217":0,"variable218":0}},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Merged variable items {"data":{"variables_count":14,"items_count_after_merge":52},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Sorted items collection {"data":{"items_count":52,"first_item":{"type":"material","id":671,"expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable212, 0 )","dense_weight_expression":null,"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Back.","sequence_no":1},"last_item":{"type":"variable","id":218,"expression":"(((totalCost - var_formula217) * variable211) * 1.66) + var_formula217","dense_weight_expression":null,"name":"Total Cost","var_name":"variable218","price":null,"description":null,"sequence_no":null}},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Initializing MathExecutor {"data":{"variables_count":194},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: MathExecutor variables set {"data":{"variables_count":194},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable212, 0 )","result":"0"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_less_than_24_inches, material501880 * nested_area * variable212, 0 )","result":"50.5089864"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"material501060 * variable212 * (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign )","result":37.373832900000004},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"nested_area * material500730 * variable212","result":58.217227199999996},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 22g Brushed Silver 4 ft x 8 ft Pakistan","expression":"0.75 / 12 * perimeter_of_sign * material500198 * variable212","result":6.695323575000001},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","expression":"nested_area * material501913 * variable212","result":30.380399999999998},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior, 0, nested_area * 10 * material502468 )","result":"66.71466"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","result":"0"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, material502203 , 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, material502204 + material502203 , 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_exterior && nested_area * 10 <= 70, material502204 , 0 )","result":"0"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, material502203 , 0 )","result":"0"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, material502206 * 2.5 * no_of_letters )","result":"5.572"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0 )","result":"0"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0 )","result":"0"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0 )","result":"0"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0 )","result":"0"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, material171 * 2.5 * no_of_letters, 0 )","result":"0"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] 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":7.8178504998000005},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] 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":0.62091921125},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] 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":5.922614015000001},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( 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":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( 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":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] 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":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( 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":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098 )","result":"12.17240882"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * material502131 )","result":"5.90765637"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * material502350 )","result":"7.9100934"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * material501680 )","result":"0.63114656"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous cost","expression":"0.2 * ( formula690 + formula691 + formula692 + formula693 + formula694 + formula695 + formula696 + formula697 + formula698 + formula699 + formula700 )","result":8.19653777521},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Vinyl 3630-26 3M Pakistan","expression":"nested_area * material502428","result":30.867534000000003},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable210 * nested_area","result":13.095},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable212 * ( 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":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2.5 mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable212 * ( 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":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable212 * (  (  (  (  ( 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":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula executed successfully {"data":{"name":"Mold Cost","expression":"min( max(nested_area * 15, 250), 500)","result":261.90000000000003},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Total Cost formula detected {"data":{"item_id":218},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Formula calculations completed {"data":{"total_items":52,"successful_calculations":51,"errors_count":0},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":652.11349072626,"totalDenseWeight_before_formula":0},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Total Cost formula executed {"data":{"formula":"(((totalCost - var_formula217) * variable211) * 1.66) + var_formula217","computed_totalCost":974.4298340661508},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Vacuum Formed Channel Letters","objects_count":8,"totalDenseWeight":0},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":8,"sign_depth":"1"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":24.32,"height":20.31,"depth":"1"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":36.35,"height":19.51,"depth":"1"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":16.57,"height":19.51,"depth":"1"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":17.91,"height":19.51,"depth":"1"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":19.24,"height":20.58,"depth":"1"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":8.82,"height":9.09,"depth":"1"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":8.82,"height":9.09,"depth":"1"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":9.35,"height":8.82,"depth":"1"},"timestamp":"2026-02-26 07:37:49"} 
[2026-02-26 07:37:50] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1772091470_f15e49283ea424693b303717a1ff746b","bins_packed":[{"bin_data":{"w":36.65,"h":20.88,"d":6.5,"id":"unique","used_space":67.8382,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.88,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/27134f8c2313a54163ca8bcf312feea5/1772091470-3438-4601948.svg","items":[{"id":"item-2","w":36.65,"h":19.81,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/27134f8c2313a54163ca8bcf312feea5/1772091470-3432-9850271.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":18.21,"h":19.81,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/27134f8c2313a54163ca8bcf312feea5/1772091470-3434-5273666.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":9.12,"h":9.39,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/27134f8c2313a54163ca8bcf312feea5/1772091470-3434-6450999.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":16.87,"h":19.81,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/27134f8c2313a54163ca8bcf312feea5/1772091470-3435-4907153.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":9.12,"h":9.39,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/27134f8c2313a54163ca8bcf312feea5/1772091470-3436-5372133.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":9.65,"h":9.12,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/27134f8c2313a54163ca8bcf312feea5/1772091470-3436-7396850.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":20.61,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/27134f8c2313a54163ca8bcf312feea5/1772091470-3437-9741817.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":19.54,"h":20.88,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/27134f8c2313a54163ca8bcf312feea5/1772091470-3438-3161018.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-02-26 07:37:50"} 
[2026-02-26 07:37:50] local.INFO: Box added from packed bin {"data":{"length":6.5,"width":36.65,"height":20.88,"denseWeight":0},"timestamp":"2026-02-26 07:37:50"} 
[2026-02-26 07:37:50] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":8.5,"width":38.65,"height":23.13},"quantity":1,"denseWeight":1}],"cheapestShippingCost":320.39,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":"316.14","tariffAndDS":316.14,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":542.3495899999999,"totalShipmentCostFormula":"((tariffAndDS (316.14) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 542.35","careerDDPValue":0,"warnings":[]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":"183.21","tariffAndDS":183.21,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":343.81863500000003,"totalShipmentCostFormula":"((tariffAndDS (183.21) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 343.82","careerDDPValue":0,"warnings":[]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":237.81,"tariffAndDS":237.81,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":365.51397,"totalShipmentCostFormula":"(( tariffAndDS (237.81) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 365.51397","careerDDPValue":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":"268.39","tariffAndDS":268.39,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":320.39,"totalShipmentCostFormula":"(((tariffAndDS (268.39) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 320.39","careerDDPValue":0,"warnings":[]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":334.8,"tariffAndDS":334.8,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":503.78855,"totalShipmentCostFormula":"(((tariffAndDS (334.8) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 503.78855","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":700,"tariffAndDS":700,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":700,"totalShipmentCostFormula":"((tariffAndDS (700) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 700","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":358.93,"tariffAndDS":358.93,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":539.9322737499999,"totalShipmentCostFormula":"(((tariffAndDS (358.93) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 539.93227375","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":357.65,"tariffAndDS":357.65,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":538.0149937499999,"totalShipmentCostFormula":"(((tariffAndDS (357.65) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 538.01499375","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":334.8,"tariffAndDS":334.8,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":503.78855,"totalShipmentCostFormula":"(((tariffAndDS (334.8) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 503.78855","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-02-26 07:37:50"} 
[2026-02-26 07:37:50] local.INFO: Product cost factor determined {"data":{"sign_type":"Vacuum Formed Channel Letters","productCostFactor":1.66},"timestamp":"2026-02-26 07:37:50"} 
[2026-02-26 07:37:50] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"31.54","sign_depth":"1","sign_type":"Vacuum Formed Channel Letters","processed_sign_type":"Vacuum Formed Channel Letters","sideViewImage":null,"mounting_type":"Flush/Stud mounted","combined_production_cost_usd":980.0,"total_production_cost":1620.0,"totalDenseWeight":0,"totalVolumetricWeight":25,"bin_packing_result":{"response":{"id":"1772091470_f15e49283ea424693b303717a1ff746b","bins_packed":[{"bin_data":{"w":36.65,"h":20.88,"d":6.5,"id":"unique","used_space":67.8382,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.88,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/27134f8c2313a54163ca8bcf312feea5/1772091470-3438-4601948.svg","items":[{"id":"item-2","w":36.65,"h":19.81,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/27134f8c2313a54163ca8bcf312feea5/1772091470-3432-9850271.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":18.21,"h":19.81,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/27134f8c2313a54163ca8bcf312feea5/1772091470-3434-5273666.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":9.12,"h":9.39,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/27134f8c2313a54163ca8bcf312feea5/1772091470-3434-6450999.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":16.87,"h":19.81,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/27134f8c2313a54163ca8bcf312feea5/1772091470-3435-4907153.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":9.12,"h":9.39,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/27134f8c2313a54163ca8bcf312feea5/1772091470-3436-5372133.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":9.65,"h":9.12,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/27134f8c2313a54163ca8bcf312feea5/1772091470-3436-7396850.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":20.61,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/27134f8c2313a54163ca8bcf312feea5/1772091470-3437-9741817.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":19.54,"h":20.88,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/27134f8c2313a54163ca8bcf312feea5/1772091470-3438-3161018.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":"316.14","tariffAndDS":316.14,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":542.3495899999999,"totalShipmentCostFormula":"((tariffAndDS (316.14) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 542.35","careerDDPValue":0,"warnings":[]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":"183.21","tariffAndDS":183.21,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":343.81863500000003,"totalShipmentCostFormula":"((tariffAndDS (183.21) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 343.82","careerDDPValue":0,"warnings":[]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":237.81,"tariffAndDS":237.81,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":365.51397,"totalShipmentCostFormula":"(( tariffAndDS (237.81) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 365.51397","careerDDPValue":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":"268.39","tariffAndDS":268.39,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":320.39,"totalShipmentCostFormula":"(((tariffAndDS (268.39) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 320.39","careerDDPValue":0,"warnings":[]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":334.8,"tariffAndDS":334.8,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":503.78855,"totalShipmentCostFormula":"(((tariffAndDS (334.8) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 503.78855","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":700,"tariffAndDS":700,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":700,"totalShipmentCostFormula":"((tariffAndDS (700) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 700","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":358.93,"tariffAndDS":358.93,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":539.9322737499999,"totalShipmentCostFormula":"(((tariffAndDS (358.93) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 539.93227375","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":357.65,"tariffAndDS":357.65,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":538.0149937499999,"totalShipmentCostFormula":"(((tariffAndDS (357.65) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 538.01499375","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":8.5,"width":38.65,"height":23.13},"denseWeight":1,"volumetricWeight":25,"higherWeight":25,"quantity":1}],"totalHigherWeight":25,"DS":0,"rate":334.8,"tariffAndDS":334.8,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":503.78855,"totalShipmentCostFormula":"(((tariffAndDS (334.8) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 503.78855","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]}}},"cheapest_shipping_cost_usd":330.0,"totalCost":1950.0,"productionResults":[{"material_id":671,"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":672,"dense_weight_expression":0,"result":"50.5089864","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":"Aluminium 12 G / 0.08 inch - Corrosion-resistant, and Durable for Sign Back.","sequence_no":2},{"material_id":673,"dense_weight_expression":0,"result":37.373832900000004,"sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"Aluminium 14 G / 0.074 inch - Corrosion-resistant, and Durable for Sign Returns.","sequence_no":3},{"material_id":674,"dense_weight_expression":0,"result":58.217227199999996,"sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":"Stainless Steel 14 G / 0.075 inch - Trim Cap","sequence_no":4},{"material_id":675,"dense_weight_expression":0,"result":6.695323575000001,"sign_material":"SS Sheet 22g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":676,"dense_weight_expression":0,"result":30.380399999999998,"sign_material":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","description":"White Acrylic 5mm / 0.196 inch - Ideal Light Diffusion for Sign Face.","sequence_no":6},{"material_id":677,"dense_weight_expression":0,"result":"66.71466","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC, IP65, 0.72–1.2W per module","sequence_no":7},{"material_id":678,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":679,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":680,"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":205,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":206,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":681,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":682,"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":207,"dense_weight_expression":0,"result":"40.6093","sign_material":"Power Supply 15A-10+5","description":"Power Supply 15A–(10A+5A) UL Certified – 12V DC output (10A + 5A split), 180W total, UL certified.","sequence_no":15},{"variable_id":208,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":16},{"material_id":683,"dense_weight_expression":0,"result":"5.572","sign_material":"Wire 18g UL UL Certified Red & White China","description":"Wire 18 Gauge (Red & White) UL Certified – 18 AWG stranded copper, 300V, PVC insulated, UL-approved.","sequence_no":17},{"material_id":684,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":685,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":686,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":687,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":688,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":689,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":690,"dense_weight_expression":0,"result":7.8178504998000005,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":691,"dense_weight_expression":0,"result":0.62091921125,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":692,"dense_weight_expression":0,"result":5.922614015000001,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":693,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":694,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":695,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":696,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":697,"dense_weight_expression":0,"result":"12.17240882","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":698,"dense_weight_expression":0,"result":"5.90765637","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":32},{"material_id":699,"dense_weight_expression":0,"result":"7.9100934","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":700,"dense_weight_expression":0,"result":"0.63114656","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"variable_id":209,"dense_weight_expression":0,"result":8.19653777521,"sign_material":"Paint Miscellaneous cost","description":null,"sequence_no":35},{"material_id":701,"dense_weight_expression":0,"result":30.867534000000003,"sign_material":"Vinyl 3630-26 3M Pakistan","description":null,"sequence_no":36},{"variable_id":210,"dense_weight_expression":0,"result":13.095,"sign_material":"Packaging/Box Making","description":"Custom Packaging with 3–5 ply corrugated boxes with inner foam/styro and stretch wrap.","sequence_no":37},{"material_id":702,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":38},{"material_id":703,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":39},{"material_id":704,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":40},{"material_id":705,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":41},{"material_id":706,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":42},{"material_id":707,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":43},{"material_id":708,"dense_weight_expression":0,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":44},{"variable_id":211,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":45},{"variable_id":212,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":46},{"variable_id":213,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud Mount","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":47},{"variable_id":214,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":48},{"variable_id":215,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2.5 mm)","description":null,"sequence_no":49},{"variable_id":216,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":50},{"variable_id":217,"dense_weight_expression":0,"result":261.90000000000003,"sign_material":"Mold Cost","description":null,"sequence_no":51},{"variable_id":218,"dense_weight_expression":0,"result":974.4298340661508,"sign_material":"Total Cost","description":null,"sequence_no":null}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Vacuum Formed Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.54","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"56.17","nested_area":"17.46","occupied_area":"9.55","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.54","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":0},"timestamp":"2026-02-26 07:37:50"} 
[2026-02-26 07:37:50] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 07:37:50"} 
[2026-02-26 07:37:52] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-02-26 07:37:52"} 
[2026-02-26 07:37:52] local.INFO: Incoming Request {"data":{"sign_type_name":"Vacuum Formed Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.54,"sign_width":"120","dimensions":[{"id":"e6193a47-7263-4698-8669-b3cbd31c31f5","height":20.31,"width":24.32},{"id":"7e94a9bd-b701-48b7-90c6-bba0d56e452b","height":19.51,"width":36.35},{"id":"f602ca5f-df7d-4180-889c-5761f94d2d4b","height":19.51,"width":16.57},{"id":"6f5eba11-c54c-440c-b27b-84af4d07a8e0","height":19.51,"width":17.91},{"id":"ca0c0947-a85b-441a-9df1-57ab52edb399","height":20.58,"width":19.24},{"id":"9ea2cf71-e572-4c01-b3ac-63f92c185b36","height":9.09,"width":8.82},{"id":"8b375ce7-b11e-46e6-afce-20aa5923ec67","height":9.09,"width":8.82},{"id":"b2c4b78b-9908-4426-b023-724925d7f7d4","height":8.82,"width":9.35}]},"timestamp":"2026-02-26 07:37:52"} 
[2026-02-26 07:37:52] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-02-26 07:37:52"} 
[2026-02-26 07:37:52] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Vacuum Formed Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.54,"sign_width":"120","dimensions":[{"id":"e6193a47-7263-4698-8669-b3cbd31c31f5","height":20.31,"width":24.32},{"id":"7e94a9bd-b701-48b7-90c6-bba0d56e452b","height":19.51,"width":36.35},{"id":"f602ca5f-df7d-4180-889c-5761f94d2d4b","height":19.51,"width":16.57},{"id":"6f5eba11-c54c-440c-b27b-84af4d07a8e0","height":19.51,"width":17.91},{"id":"ca0c0947-a85b-441a-9df1-57ab52edb399","height":20.58,"width":19.24},{"id":"9ea2cf71-e572-4c01-b3ac-63f92c185b36","height":9.09,"width":8.82},{"id":"8b375ce7-b11e-46e6-afce-20aa5923ec67","height":9.09,"width":8.82},{"id":"b2c4b78b-9908-4426-b023-724925d7f7d4","height":8.82,"width":9.35}]}},"timestamp":"2026-02-26 07:37:52"} 
[2026-02-26 07:37:52] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Vacuum Formed Channel Letters"},"timestamp":"2026-02-26 07:37:52"} 
[2026-02-26 07:37:52] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":26},"timestamp":"2026-02-26 07:37:52"} 
[2026-02-26 07:37:52] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":26},"timestamp":"2026-02-26 07:37:52"} 
[2026-02-26 07:37:52] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-02-26 07:37:52"} 
[2026-02-26 07:37:52] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":26},"timestamp":"2026-02-26 07:37:52"} 
[2026-02-26 07:37:52] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Vacuum Formed Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.54,"sign_width":"120","shipping_weight":25,"shape":"rectangular","dimensions":[{"id":"e6193a47-7263-4698-8669-b3cbd31c31f5","height":20.31,"width":24.32},{"id":"7e94a9bd-b701-48b7-90c6-bba0d56e452b","height":19.51,"width":36.35},{"id":"f602ca5f-df7d-4180-889c-5761f94d2d4b","height":19.51,"width":16.57},{"id":"6f5eba11-c54c-440c-b27b-84af4d07a8e0","height":19.51,"width":17.91},{"id":"ca0c0947-a85b-441a-9df1-57ab52edb399","height":20.58,"width":19.24},{"id":"9ea2cf71-e572-4c01-b3ac-63f92c185b36","height":9.09,"width":8.82},{"id":"8b375ce7-b11e-46e6-afce-20aa5923ec67","height":9.09,"width":8.82},{"id":"b2c4b78b-9908-4426-b023-724925d7f7d4","height":8.82,"width":9.35}]}},"timestamp":"2026-02-26 07:37:52"} 
[2026-02-26 07:37:52] local.INFO: Validation Passed {"data":[],"timestamp":"2026-02-26 07:37:52"} 
[2026-02-26 07:37:52] local.INFO: Input Parameters {"data":{"dimensions_count":8,"shape":"rectangular"},"timestamp":"2026-02-26 07:37:52"} 
[2026-02-26 07:37:52] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","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"}},"timestamp":"2026-02-26 07:37:52"} 
[2026-02-26 07:37:52] local.INFO: Sign Type Lookup {"data":{"sign_type":"Vacuum Formed Channel Letters","found":true,"sign_type_id":26},"timestamp":"2026-02-26 07:37:52"} 
[2026-02-26 07:37:52] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":26,"has_module":false},"timestamp":"2026-02-26 07:37:52"} 
[2026-02-26 07:37:52] local.ERROR: USA Workshop Module Missing {"data":{"sign_type_id":26},"timestamp":"2026-02-26 07:37:52"} 
[2026-02-26 08:49:19] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpF8E2.tmp"}},"file_present":true},"timestamp":"2026-02-26 08:49:19"} 
[2026-02-26 08:49:19] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-02-26 08:49:19"} 
[2026-02-26 08:49:19] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-02-26 08:49:19"} 
[2026-02-26 08:49:19] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-10-28 100019.png","query_param":"banner_width_ft","query_value":9.999996,"file_size":37443},"timestamp":"2026-02-26 08:49:19"} 
[2026-02-26 08:49:19] local.INFO: Trying Image-to-Text server {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=9.999996","file":"Screenshot 2025-10-28 100019.png"},"timestamp":"2026-02-26 08:49:19"} 
[2026-02-26 08:49:20] local.ERROR: Server FAILED {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=9.999996","error":"Server responded but data invalid"},"timestamp":"2026-02-26 08:49:20"} 
[2026-02-26 08:49:20] local.INFO: Trying Image-to-Text server {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=9.999996","file":"Screenshot 2025-10-28 100019.png"},"timestamp":"2026-02-26 08:49:20"} 
[2026-02-26 08:49:21] local.INFO: Server succeeded {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=9.999996"},"timestamp":"2026-02-26 08:49:21"} 
[2026-02-26 08:49:21] local.INFO: Image-to-Text API Response {"data":{"status":200,"body":"{\"objects\":[{\"index\":0,\"position\":{\"x\":359,\"y\":42,\"width\":89,\"height\":75},\"actual_filled_area\":305.0,\"bounding_box_area\":478,\"image_base64\":\"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\",\"scaled_width\":23.84,\"scaled_height\":20.09,\"exact_perimeter\":111.77,\"approximate_perimeter\":102.87,\"convex_hull_perimeter\":77.21,\"perimeter_pixels\":417.28,\"approximation_points\":12,\"original_contour_points\":119,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.3665,\"compactness\":0.3068,\"aspect_ratio\":1.19}},{\"index\":1,\"position\":{\"x\":220,\"y\":42,\"width\":134,\"height\":71},\"actual_filled_area\":314.58,\"bounding_box_area\":682,\"image_base64\":\"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\",\"scaled_width\":35.89,\"scaled_height\":19.02,\"exact_perimeter\":134.83,\"approximate_perimeter\":128.07,\"convex_hull_perimeter\":101.72,\"perimeter_pixels\":503.38,\"approximation_points\":10,\"original_contour_points\":155,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.4286,\"compactness\":0.2175,\"aspect_ratio\":1.89}},{\"index\":2,\"position\":{\"x\":153,\"y\":42,\"width\":61,\"height\":71},\"actual_filled_area\":116.3,\"bounding_box_area\":310,\"image_base64\":\"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\",\"scaled_width\":16.34,\"scaled_height\":19.02,\"exact_perimeter\":68.7,\"approximate_perimeter\":68.05,\"convex_hull_perimeter\":61.09,\"perimeter_pixels\":256.49,\"approximation_points\":6,\"original_contour_points\":13,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.5907,\"compactness\":0.3097,\"aspect_ratio\":1.16}},{\"index\":3,\"position\":{\"x\":80,\"y\":42,\"width\":65,\"height\":71},\"actual_filled_area\":210.61,\"bounding_box_area\":331,\"image_base64\":\"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\",\"scaled_width\":17.41,\"scaled_height\":19.02,\"exact_perimeter\":116.35,\"approximate_perimeter\":115.0,\"convex_hull_perimeter\":70.79,\"perimeter_pixels\":434.38,\"approximation_points\":12,\"original_contour_points\":25,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.5524,\"compactness\":0.1955,\"aspect_ratio\":1.09}},{\"index\":4,\"position\":{\"x\":0,\"y\":40,\"width\":72,\"height\":75},\"actual_filled_area\":183.57,\"bounding_box_area\":387,\"image_base64\":\"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\",\"scaled_width\":19.29,\"scaled_height\":20.09,\"exact_perimeter\":102.66,\"approximate_perimeter\":91.23,\"convex_hull_perimeter\":63.91,\"perimeter_pixels\":383.26,\"approximation_points\":12,\"original_contour_points\":174,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.5592,\"compactness\":0.2189,\"aspect_ratio\":1.04}},{\"index\":5,\"position\":{\"x\":247,\"y\":0,\"width\":32,\"height\":33},\"actual_filled_area\":54.03,\"bounding_box_area\":75,\"image_base64\":\"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\",\"scaled_width\":8.57,\"scaled_height\":8.84,\"exact_perimeter\":52.67,\"approximate_perimeter\":50.9,\"convex_hull_perimeter\":32.6,\"perimeter_pixels\":196.63,\"approximation_points\":10,\"original_contour_points\":30,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.9748,\"compactness\":0.2447,\"aspect_ratio\":1.03}},{\"index\":6,\"position\":{\"x\":208,\"y\":0,\"width\":31,\"height\":33},\"actual_filled_area\":41.72,\"bounding_box_area\":73,\"image_base64\":\"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\",\"scaled_width\":8.3,\"scaled_height\":8.84,\"exact_perimeter\":44.79,\"approximate_perimeter\":43.36,\"convex_hull_perimeter\":32.77,\"perimeter_pixels\":167.21,\"approximation_points\":12,\"original_contour_points\":36,\"shape_analysis\":{\"perimeter_to_area_ratio\":1.0736,\"compactness\":0.2613,\"aspect_ratio\":1.06}},{\"index\":7,\"position\":{\"x\":170,\"y\":0,\"width\":33,\"height\":33},\"actual_filled_area\":31.5,\"bounding_box_area\":78,\"image_base64\":\"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\",\"scaled_width\":8.84,\"scaled_height\":8.84,\"exact_perimeter\":33.34,\"approximate_perimeter\":32.77,\"convex_hull_perimeter\":28.93,\"perimeter_pixels\":124.49,\"approximation_points\":8,\"original_contour_points\":18,\"shape_analysis\":{\"perimeter_to_area_ratio\":1.0584,\"compactness\":0.3561,\"aspect_ratio\":1.0}}],\"image_metadata\":{\"name\":\"Screenshot 2025-10-28 100019.png\",\"saved_path\":\"uploads/20260226_084921_Screenshot 2025-10-28 100019.png\",\"original_height\":122,\"original_width\":452,\"target_height\":117,\"target_width\":448,\"target_bounds\":{\"min_x\":2,\"min_y\":4,\"max_x\":450,\"max_y\":121},\"channels\":3,\"size_bytes\":37443,\"content_type\":\"image/png\",\"scaling_factor\":0.2678570357142857,\"cropped_image_base64\":\"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\"}}"},"timestamp":"2026-02-26 08:49:21"} 
[2026-02-26 08:49:21] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":8,"objects":[{"index":0,"position":{"x":359,"y":42,"width":89,"height":75},"actual_filled_area":305.0,"bounding_box_area":478,"image_base64":"iVBORw0KGgoAAAANSUhEUgAAAFkAAABLCAYAAAAbFSs/AAAgAElEQVR4AeXBCfzm93jo/c91fZffff9nJonYI5FYkzFIyEIImhKhrTW2cChiORIH7eGp4lh6qvSxVKkWVUt77A5KHaqWU416UG3NTOY/k1hSWkuJSjLzv+/f7/u9ruvcf9Ln5dWnreWZLK9z3m/5u4u/yGc/+oaY2kRNhZwThNPMGEplMS6Yl4GpT5RSISDCcHdUlVIyvXdEFSFQUXoEYU6tBULJuYKyIkzjiKCEOOEDSCHCmcYRVSWXYD4PhMDi28xIoAVnDtGx3pjPBxZtYNvWgeGQbWyZHcm2612H+SFHs+3QG6CqwjWI7N2zkz9+0wsil0yEoyoQ4BGoCAREGDkX3I06FDwCAcZxybatWxnHJSpKyZkAsiYgQITeG6rKMBswM8yMoVTcnVIK43Ikl4Sq0FqjlMLWrVswd5aLBbVm3BxRYZMEDLOBAxsHWJvN6L2TSkZCaL2zdethHHWL49h2wx1c/0bHU8ogXM1k756d8b43PZ9aC701aq2oCOO4JOeCuxEEEc4wDGzKKWFuJBW8G7VWNCXcjE3uzmw2ME4TKpBzppSCiLD/wAGudehhRDhTm3ALas20acLDqbXiHmzduoU2TYgACt6dTSKCu5FzJqeEimBmeDhmhogwzGYMOZOHyo23n8gNbn43tmy9ASvC1UD27tkZ733Dc0kq5JxQTfTeUVVySVg36lCYWmNWK92MlAQVJcLBg2EY6NYglE11qIgEgtBbQ5OSVHF3em/UWkk549YREbZs2cJiucGmtfka43LJpsCREDQpEU5OiW6GSkJVURVKSiwWC7Zu3YaHs9jYoNaKuZOTEgG1Dhxz/Mkceex9mK9tZUW4Csne9V3xgTc9D1UlpUREAEFKCVEQEQQQIKcMGqSU6FNDVZnPZ7TeEAG3YBgq3TrenGFWGceR2TBjsoaiRBgRwVArvXdyKaiCKIgo1jo5K21qrG1Zo3djHJeklFARSq2UlHE3NhYLcsmUnJkNM9wNEWGaJgQFEVQF74YmZb5tG7c4+SyOuMmJrAhXEdm7vis+/JZfR1URAQsjqSIiuDuzobDcWLJl6xbaODHMKiC4OyVnpjahqszmA611wp3woNSMu1FSodZCN2OaJtbmczwCM6P1kflshgDuRskZD6i1MI4jtVbcjAA8goQw1ErKSmuNTb13RARVRURwd2qpLKYJQcADAUotEIAKx+y4M7c48YFoSqwIVzLZu2dX/MkfPo+UE6Vk3J3ZrGLdCDNUBVBEAhElZWVT0kSthTY1em/knMm1sNhYUHKh1kzOmWlaMhsGNBWmtqTkjEWgCOGOqtB7R1XIOePuqCqtdXLOKEHNhWadaZwYZjOsd0SE2XyOm5FSYpomVIWIoNaB3g0IzJycE6VU9u+/nGGY0btx9PYTOO6OjyKXwopwJZJ967viI+94IZuyJtyclIVNApgZqgoSDHUAgaRKNyOJ4u4EAQHz+Qxzo5bCNE2ICuD01qjDjAhHVVEED2eohZQSvRtmnVorIoKKMLVGSgk8KCUT5ngE1o352pxpaph35mtrbGwsmA0D5oaZUUphWo50M+azAXdobaLUwlAHpjYSAUcfdzt2nHYOqsqKcCWRfeu74kNvfT5rszmbzJxundkw4GZoEqY2ccghhzIul+SUESCXTJsmIEiqgODurG2bY60z9QYO8/lAuOMRiCrz+ZxpuUAEzIyUEoKSkmLmlFqYpomcM9Y7KkLOGVXFzRHAIxARNCkpKRsbC2azAY9AAmqtjMuJ7p2kCTPD3amlknKi9YmUEq13jr3tGRx76lmsCFcS2be+K/78Pb9JTglRxawx9cbafAtunSQJUSHc0aSEO/P5nDY1RMHMQIRhGGhtopbCcrlAVck5k1MiwgmCTSKCAEEAQi2FCGitMQyVlBOtNRYbC0ourM1nuBsiQpsakpSSKx5O643ZbMZyY4PZbMY4jpRSSCmxWCypteLutN6ppWC9o5oQhZwzbWq4BHe4x5O57jG3YkW4Esi+9V3xF+/9v4lwhtmMaRoZasXMKDkTHqytzTmwcQARRRU0Jdo0kXNCBLo5OSdAKCWzXC4Y6oAQqCo5Z3prEIAqpSR679Q6sFxskFJhHJccsu0QNhYHUM3UWhiXE2vzgdYbdaj0qVNrZTktmQ0z9h84QKkFa50tW7ZwYOMA7sEwDIQ5OSdyziyWSzapJrob1jqqymw+Y5omth16OKfe/zmUMrAiHGRy4fqu+MsPvBx3o9ZCBEQ41ju1VqZpIiUhpUy4o0npZiRV6lCwbuSU0KREBOM0sqmkRE6JqTVqrYQbSROlDjTrqCpCMBsqfTKW45KSChYGCCkllssFEMxmMwhIOeHupJQYx5GcMqjQpkbJGSeICOowYL3TpolSCq01zIxhNmccJ3JSrBu1VjQpvRu3vtMvcMyt782KcJDJheu74i/f/1JEhAin1srGxgFqrZh1VBOqSkqJcVySSyI8yDkjKiRNdDOIoJaMe0clEQJEUGultYaKoEkhoJRCa51hVjlw4ACCkEthuVgwm81Ym89pvWOtk4oiCDllluOSiKDkwjiOlFIQURBhsVigqqSk5JTpvWHuzIYZU5tIqgRByYVpmujNyCXj7gzDwNrWrdzprOeTc2VFOIhk3/qu+PT7X0rJGVEhwhnHkWEYsN5JuRA4KQnDMNCnxnVvdASH3mA7REeTkHMmPKEqiAYRgWhGUDQBEWzxObJ1QcoLkgKS+Mdvb+OyAwdYLiGlRO1w1I2vz2VN8HCKBmUQtHVkyCBgG9/iO9/6ey75h68SvRHhbIxLIKh1wFqjlspiHElJUU24G/PZnMVywWwYmMYJUUFFQQQ3o/XGHe/7OI648R1ZEQ4iuXDvrvjU+15CzkoQJE2klPAIwh3VxDSNrK3NSVmRgJPudiJHbj+Hq5O78e2vr/MPF/w5X/vKLtbW5ozjRM6JqTVEFDMjwsm5QATNOgS4OXWo9G6ICKKKiHD0cbflhLs+kRXhIJJ967visx98GfP5nHG5RAS2btvCxmJJSoqZ03snwskp0Vvn9F+4Gzc67hyuCSKCL+/+ODs/9W56myi5EASbSsn0bgxDxcyZpoYquAXmhnuQUsa6MZvPqMMWznzUi1FV4SCSfeu74nMffBl1GCAMj0BFmKaJOlQEodSMu+PmtDZy6hl34ugdT+Sa5O/WP8wF53+Q1idUE5oTGxsL5vMZvXfMndkwsFgsSSVh5rSpUYeKdccjmA9r3O3Bz+aww6/PinCQyIV7d8fnP/wKWhuZz2aUUhinid6NtbUZbRqZz+e4OwgowvGnncBR2x/PNc1ffuBlfP3idcydUguqSjej907SDAIiQq2VxWID90BEyLlg1lESd7rP47jRMSezIhwkctG+C+JvP/IKeu+IgkrCwlmbr9HahBDUUphaI6WEm3PS6Sdx1PbHc03z1Ys+yV/92VtprVGGgghMU6OUipsxtcYwVKw7EUEdZiwXC6bWmQ8zzDp3/LmHc5Nj786KcJDIRXt3x86PvZLZbKC1xtQa89mccRxRFYZhYLFYklMiqVJLZcept+ZGx53DNc3G5f/Eh//omfTeSaUQEYzjSE6Z+XyNAwc2GJdLSq2szddYLJdEgJujSem9ccfTz+LYk+/LinCQyEX7dsfuT/wOtVR6bwTB1rWtfO/S77Ft2zY2XX755czqQCkFieA2dz6eG9zyMVzTRAR//Lon03tnsRiptSIIosI0TQRBTpVxGpnP5mwsFuSc6N2otVJK4cjj7sGpd38AK8JBIhfu3R1f+LOXU0plmiaSKjklmhlJE5oUc6fmQrNGEuGknzmZG97ysVzTRATvf/0vsXFgP+5O652hFESF3o21tTWW40gEtG5Y76ScWC6WlFIJ4M73OIvtJ9+PFeEgkYv2XRC7P/bbeARuzpatW9i/fz/z+RoC9N4IYDbMWC4XDEPl+NNO4IhbnsM1zXKxnz9+3S8xtkbOGSIgYLFYUGczJIRundl8xsZigQiYOTln3KD3iTMf9DiOPu5nWREOErlo3+646FOvo/eOmRERrM3XKCmxXC5JmoAAERCht4nb3e1Ejjj2HK5pvv61v+Gjb38lqSQQQRAWGwuCIKWMmTHUyjRNaEpYNyL4PlUlgHs+8Knc+NjbsyIcJHLRvt1x8WffwDQ1kghtmtBSGMeRUgopJSKCaWqUnAjghNNO4MjjHsc1zd984pXs+vzf4OY0a6gmci701nF3kiYinO5Oypk2NVrvzOdzzAwQzn7ySzn0sOuzIhwkctG+3bHzo79NTkogRAQSUEvBzDBzAienTAT0MO5w+h044rjHck3ynW+u86fv+C3aOOERTNNEN2NtbY1Nl1+2n1IrKgoqeAS9NQRhGGa4B9sOOZSzn/wKVJUV4SCRi/btjgs+8TuUnJlaB4Jxmlibz5mmCVVFEObzGa01VIUTTrs9Rxz7WK4pLr3km3z47S9iceAyRJXlODK2id4as/kaKso0TQx1wMxAoJuhknAz3B13uNUJJ3OvhzyDFeEgkov27Y7dn3gVOSVUFPNgsdxg29ZtRASiwrQcOexa1+Lyyy9HEE64ywnc6NhzuCa4+KLdfOYjr+fySy9hmiZqrZgHIXxfBJg5boEI32dmmDslV6beyUnp3bjP2U/h2NvehRXhIJKL9u6OPX/xuyRRIhzrRuud+XxOeGBuIMJysWA+n2MW3OHup3DELR/D1WUaN/j63/8tX975Sfbu2oX1Th0G2jQREZRSWY4TKSXcHREwc8wN60apldYbSRMhgoQwrBWe8IzXMcy2sCIcRHLh3t1xwcdfSTdjvjZnsbFBIMxncxaLBcNsoLfOP3MPbnDjI7n+0deByZFBEFUE8AhUtmKLDnUDUSUWgfZrwZbCtOsb6BECWeEyR45S4h8CbhDEfkiHJvwSx7/hyA0F+6dAtwnTCIs1Z1o0Dlx6Kd/6xtfZ2FjgHuScaa2hSSEgEHozPAwzo5ZKAO6ORUAE7k5KinUnpUzKiVNPO5M7nvloVoSDTC7cuzt2fvS3IQLNCRXBzFFNuDsRTvADSRPLcaLWyjQ1IhwRRUQRFfDACfDA3ImAYRhYLBYggrvTemdtPmdjsUGtFRFhmhrT1Ni6ZQu9d8ZxJNdK74Ym5QeE3jtDHWitYWaYBSJC7x0QzI2cMkFgZmhS3APVhJkhIpgZApg7wzAAwmxW+MWnvoJth16HFeFHcDM0JX5ccuHeXfGFj7wSx5GUsN5xd0op9N5xcw459FD2799Pb42UCiln3DrugYgAgrkTHogqi8WCYaj0bgy1gsBiMaKquDt1GGjTSC6F/ZfvZ5jNmFpjU86ZaZoQTYzLJbP5nGlqzGZzlssFgpBzpfdGRJBLpk0NSUprHdVETpnuRhKl9Ya7k1KCgO4dQhAg58w0NU6/33/k1LueyRWEf4eZ8c43/Bq3vv1J3ObE+wQ/IPw75KJ9u+OCP/89FosFpRRSKoQby3HJ2toal116gNlsYJomUkqICNM0Ye7klMi50LshCIZjboQ71p1SC9acnDOi0KaOuxMERBDAMMxoZozjRETgEcyGGVPrLBcLcs6IKCICBOaOpoyZEe4gQgC1VMZxgZujOTHUGW1qmBu9G7UUzA0zRxDcnFILx97mOO77iBegqqwIP8IX/ur98b63vIGI4JS73IMz7/8kUsqsCP8GuXDvrvjch15GHQbcjE1uwdQ6qgoRTK1ThkpvnVorEUGEs7GxYD6fsxyXCEKtA+M4QgTDMNCa0dpEBOSh0FvHzMi58APCOI2oKgS0ZogItVZQobWGBLgbIoqHEAQqwmK5pNaKmaFJEQSPgAhKKSwOjOSSIMAj0KT0ZtSSab2z6drXP4JHnPvrbN16GFcQ/h2XX3ZJvPG3n8b3/mk/EUF4cMe7nMLd7/t0Sh1YEf4VcuHeXfHp97+E2WzGuFxShwEPWCwX5FxorbGpTZ1aC906OWfcnVoq+/fvp9YBEcHMMHNIQimVxWLJDwg5J1SV/fv3s7ZlK0TQpoaZg4J1I8JJKSMokgTrBqKklBjHkfAAhTAHEXLOCDC1jpsDggiklNBcmNoEEaSUiAgQVgQ353pH3JiHPu5ZHHro9biC8CP8yTtfG5/71AfZFBGUXOjWuONd7sQZ9386ORdWhH9BLlzfFX/x3hcTCDlnUkpsLDYoubCpW6eUgnUDAbdARUCU3hsRQUoJM8cDgiDljJkholg3zAIRcA8ggABRujkiwmwYmNoEAbkU2tRovSEiBKCAuxOAu5NTQUQwd0opTONIypmsiY3lEhXBWRG+T0TY5Oagwm1ufyfOfMCTWFvbyhWEH+HLX/xCvPmVzwZVFEFTovdOKQVz56Q7352fP+vJrAj/gly4d3ec/97fBBFSTrg7vXVAiXAQIdxJKSEiGIGI0FqDAE2JTa11IoJcCn3qdDNKzpg5KSmtddwDVcE80KSMy4lhNmDdyDlh5jTrJBVa6wzDgFswTROIoKqoKiCEwDSOgJByIqdMuINA7wYKKoqZ4e6klDj82tfmrmc+gtuceDo/RPgRWpviD1/9y1z8pYtRVdydnDOtN2azOW5GBDzo0U9gx/H3ZkX4IbJvfVd86v0vIWmi9Y6bsUlE6b1Th8rGxpI6FHo3Sq2YORFB0sRynAgPai1064zjiIiSU8GsI6rklDF33I2UMhaOmzONI8Mww8Mwc1QV1YSKsBxHSqm4OeGOhSOqiAqCYm6ICG1qaFI2RQQRQa2VqU2ICIRwo6OO5rTT78FNtt+DOsy4gvBj+tyn3hEfes87EDYJvTdEhKQJVaF1A4KhDjzhGS/h2tc9mhXhCrJvfVd8/J2/TgApJcKDOgyM44S7ExEgQiD8QBARgFDrwHI50qYJBEqpTK2hqghCypnFYkEpFU1CuKMp0aaGqOJmgBDuBCCiuDk5Z5bLJSVnLAJNifBg6hMqirmRcyalhKoSEbg7EUFvnWsdfji32H47jr7JMdzg6OM5/LpHIyL8EOHH9N3vfCN+/6W/xDiNuDtJE+ZGyolxOVJqRQjCgwi41fHH8+DHvABZ4Qqyb31XfOydL0QA1URrHUmKR2DuhDsRgaCoZtAg3AkPujkiQrdORFBKxbpRSqH1ziZ3p3cn54S7k1QxDwRBBBBFCNyDTSIKBGYGIvQwkibcHFGhtcZsNqO1RkSQc6a1Rq0VEMyM613vhjzxV16NiPBDhJ/Cf3/zC2LnX3+eHwiSZqY2MQwD0zShSUmaICCAcOMXz3sGN7nlXVgRVmTf+q744FtewNp8TkSwXE4QRi6F3jsiyoH9G2zbdgitTTiwbdshHLLtMMwMj0BFEYTeO7VWzIxunU2qyvcFOMFQKxuLiZwSrXdySjR3SkrgToiAO53gku98k3GayDljZmxydyICVUU1ER603qil4BGICiqJc5/5Ug6/zjGsCD+lfXs+E29//YsY6sCBAweYzeZY75gbCNRSaa0hgEeQUsLM2L7j5jz08S9DVliRveu74mPvfDEICEprDTcnl4y7IwLmYO4IgoVxvwedyS1v/ziubBd84dP88VteRkQQEZgZKRUinKSJ5bik1kJrnZwzrTVUBdXEve7/WE65631YEX4K47iIP3zlU/jGN76DqiIihDvdDA9nNgyIJBaLDSKclAsCeARJE4972gs44sa3YUVk7/qu+PBbXkhEkFJiXC7IQ6X3jogiIuScGccJdweB+z/kHhx7+yfxQ4SDLzYOXM4r/+s5TFNDRAggqTKOE8NQmaYJVcHcKKVgPYAgp8T222znrEe/kBXhp3D+R98cH/vge+m9U2ultcYwDIzjSEqJTRGBiACCqhAR9NYwd37mjHtxxv2fworI3vVd8advexHmjgDTNJFLIdxBBDfDI0iaaL0jAvd78N3ZfvJ5rAhXrnjDbz2Nr331YkSETRGBiADBJndHRNmUUsLdEVVKzjz1ua9nvraNFeEn9IG3vCg+8+nzyTmzycMpuTCOIzllunVSSiD8QATuQUqJiOCwww7jqc99I5qSyN71XfHht/4GIoK5EwFuhoUjQM6Z8MA9aK0RwP0fdg92nHweK8KV7BMfek188s8+jIrSW8dxVBIQ5JTwAFXBzBARIACh987Z5/wqtzrhzqwIPyEzi4+867f47GfOx8wQEUSElJTWOr13cs6oKuFOShlzY5OIIKo84Zd/gxseuR3Zu74r3vfG5+HhEIGIEgEpJQgwczyCnBKqytQaD3z4Pdh+4rmsCFeyfXs/HW9/7W+yKafE1BpEYOHkXFBRxnFJTolcKm4dEcEjuP3Jd+a+j/i/WBF+cmHWefcfPo89f7sLEUUEIgLrRh0KvRsRgaqyKaWMm+FhqCYe8LBzuO0d7oPs3bMz3vMHz+MHBBFAFAg8gk29d2qthDvdnQeefQY7TjqXFeFKtv/yy+KVv/ZYltPEbBiIcCJgHEeSJjQpZsYwVKapkXKi9w4BhxxyCE957h9QyiD8dOKS73yD17/0aYzjCCKIgHVDVMi54O703hEEj6CUTO9GTonTTr8Xp9/nCcjePbvivW98AeGOiGBmaMlscnfcHXODAEEwN85+1M+x/aRzWRGufPGmVz6Fr3zpYlSVIMiaQAW3AIJ/1nsDhJQUEFQTv3ju07nxzU5lRfjpxCf+5FX8xcc/DgG5ZMZxJOeEe+DmpJwQwCMQEXrv1Fo59rhb8+DHvQBZ37Mz3vvGF4BDN0MVPAJUEBEEYdM4jpRSCOCss89gx0nnsiJcBc7/szfGx/7H+xEBEcHMcHc0JQjHPai1YmYQkHKitYaocsqpd+HnHvKfWRF+Sl/ee3780Wtfhqrg7qgqvXdKKfTeERFEFQW6dUAQUW5685vwyPNejqzv2Rlve82zgWA2mzFNE5uGOrBYLsg507uRkgKKe+ehj7w32098EivCVeDL+74Q/+21z6f3TikVEWhtQjQhQETg4WTNaFLa1PBwIoKt27bxtOe+ntl8q/BTuvgre+PNr3omBPTeGWYD0zgioogIqoq7k1IiPNCkhDvXvu7hnPurf4Cs79kZ73r9c4kINokq1jspJUDo1lFRkiY8HHfjIY+4F7c6+VxWhKvANC3jt5//WDYWG+RccDciAndHk2LdEQnMHBElJcXDEQR35yGP+U/c+nb3ZEX4KfzdVy6IN7/qOZgZZsYwVFrrDHXA3DAzRIXeOrVUPBx358gb3ZAn/MrrkPU9O+Mdr3sO7qCqiEAQbBKE3htb1rayWC5BIKnwoLPPYPtJ57IiXEXe9+bnx19//vOICLVWxuUIAiVnzJ2UEtM0oarknBERNCnTOHGzm9+SRz75JawIP4UL93wi3vr7r8DNKaWgIrTeEVFSUtyd1hoiggjUOjBNIze7+TE86j+9Ctm7Z1e86w+eR0QQEdQ60HvDzMg501ojpYR1AxE0KWc97O7sOPk8VoSryN6//pN411vegJmhqpg7EYEKK0IphdYaZkbOhZwTvXcgcA8e97RXcNRNbsqK8BP65Ad+Pz7x8Q/i7uSSadOEasK6McwG3IwA3J2IYDab09rIjtvejgc95vnI+p6d8dbXPJucMhGOqgBCmxqalCDorVNyARFyTjzwYXfnViedy4pwFbn0n74Rv/VrT0Ii8IDeG7VWeu/knIkICFBVVIXWO0kTHo6ocNIpp/LzD/sVVoSfwDQu4lUvfAKXXXopKSU2RQRmhqoiIqgqBIgKZoaI0HvnZ848k5/9+Scj63t2xlt+91cptWBmlFwIgmmcKKVgZogKbZwYZjPGceThj/55dpx8HivCVSf+6NW/whcvXMfdUU3krCDCuBxJKbHJzciloKq4O6qCe5BS4vG//Jtc/4ibsyL8mD79P98VH3z3m9k0DJWpTQiCiJBSwt3JOdNbQ1NCRLBuBMEDH34Ox9/hfsj6np3x3179TCKCXDIiQps6pRQQcOvklHFAABHhrIefwY6TzmVFuAp94a/eH+9842uYz2eYBd06tRbCHRFFVZnahHugIogIEUFKiYjg2B3beeg5v4GIsCL8CF++cE+8/fXPxczZtFgsyLkgCkkTrTdKLoQ7rXdSSpgZs/mc3jtPfPqLuOGNtiPre3bG21/7HEQEVcXcEATzjkpGVbBu5JKIAFXlrLPvwfYTn8SKcBXaOPC9+J0XPolxHIGgtY67k3Ki5IKZoZoIHAIQoU2NiKCWjANn3vehnHr62VxB+Ddc/OXPx7vf8HI2NjYIDxBwd0QEs04pld4687UZrXWCgIDeO6UU1ras8UvPfzMpZWR9z85422ueTUoJM8M9qDVj7oRDSkLvRkqJbsZQBx7w0J9lx8nnsiJcxf70vS+P/+eTfw6iqAhmHU0JMwcCAoZhYJomVJXwwHFqrfTWEVHuff97s+Oks1lb28qK8EMuv+y78emPfpDPnP9exmkk50xEoCmhImxyc4JAREgpYd0IAg+n5ELvjdPuenfOOOtprIis79kZb/29ZxER5JQJglIKrTU2uTsiwiYRAYIHP+JMdpx8HivCVezrX70oXvuyp5OSIiKklOjWUVEigtYapRQE6L0jqhCAQOudLfMtLJYbbDvkMI692Q6uc8Nj2HL4YWxccilf+9o+LrroC/Ru9N5JKQHCJhFwN1LKWO+UWlksFpRc0KxYNzQpBEzTyOOf8l855tiTWBFZ37Mz3vqaZ6GqCIKbgwSqid47CBCQUmKTJuXBD78n2098EivCVS8+8Jb/wuc+8wVEIefCNE7UWtjkbqSUGccRM6fWgpvT3Sg5kXMhIiACM8Mj8HByypRSEIFpbJgbORfCHQQiAk1KEqX1TskZc2eTiLJJgKlNXP+GR3DuM3+PlDIrIut7dsZbf/dZzOYzIBinCevGMAy4OaLCYrHBfL6GuxMRPOxR92b7iU9iRbgafO1Le+KNr342EYG74+7knDEzSslEgFkHBBHB3RERRJWkShAQMI4jOWfcnYggAmotRAQRgaiiIkN2HawAAAVoSURBVMxmAxsHNqjDwDRNuDualFoGxnGJihABqoJHcJ+zzuPEu9yTFWFF1vfsjHf+/nOJcHLOmDlBsElFUVWSKlNrRAQRwcMedW+Ou/1/ZEW4esSfvucVnP+Jj1JrpbVGrZWpTRBBzoXeO5oSpRTaNLEpwgEhIiilEuGYOZqUcCenhLsjqogI3QzcSTkjAuFB7x1EGIaBCGeaGhFBKYWI4JBDr8WTnvlqhmHOirAi63t2xjtf/1zCHE2JcTmSa4EI/pmqEgHmnaSJBz38DHacfB4rwtXke9/9x/iDlz+V/QeWmHdUFNVEuJNLZpom3IOcExFOa53ZMMPcCHcCEBFSSrgZmhJEsMkJwgMRwcwopdBaZ742Y7lYknLCzEmqRAQI3ycI93/EEzn+pHtzBWFF1vfsjLe/9jmoKiLCpjZOoIKI4GYggori7iDw0Efei1uf8mRWhKtPXPD5/8G73/L7uBnuzqZcMirKNE5sqrMB6x13R1Mi3BBR3J2UFPdAVYkIuhnCiggC9N6pdSDCiQhUFXNHAHNHRVAVRJQIZ8ettvOgx78YVWVFuIKs79kZb3vNsyFAkpA1s1gsyCVjvSOaEIGcMuaGu/PQ/3Avbn2HJ7MiXI1i5UPveTGf/eSnGaeJWivdjKSKiODupJQIdzQleu+UUkCEaRqptbLJzTAPBFBV3B1BQPi+cEdTQkRQVcZpgnBEE4oQBIcdeiiPftqLOPzaR3EF4QqyvmdnvON1zwEE94AILJyhVqapkZISARHObDaj985ZZ5/BjpPPZUW4mi02DsSbXvWf+cdvfhNBcJxwR0QxM1JKmBmlFCICCKbWGOoMs46qoJro3TAzSk4EoEkJD3o3ckm4OSJCRODu1Fqw7ng4KSkPf8IzuMX207iC8ENkfc/OeOvvPouUE5vCgzpUeu9EQBBYa5RaMTfCg4c+8l7sOPk8VoSrX3z3km/x39/wHP7+779FzonWO+FBzpmIIKWEdcPD+T4RclLMnJQSm3LOTOOEu6NJiYBaC+5GBKgq0zQhCCklRCACzJ17n/UI7njXh3AF4V+Q9Qt2xjte919IOWFmuBs5ZVrvpJwgBHcjIggCM+MRv/gL7DjlPFaEa4a45Ntf5W2vez7f+fZ3gWBTRCCq5JSICNwcd0eSEu54OCUXeu/UUtGkjONI7x1VRVVRVXrvaFJqqSyXS+pQmcaRYZhzt597OHf52QdyBeFfIesX7Iy3ve7ZCAICEkLgmDkiwqZaK5t676gqD3jo3bnNHZ7MinDNEd+95Ju8/62/wVe+eDEpJcyMlJRuhiDUWmlTY5gPbGxsgIMmIeeCmSEipJQIgk3WjQjHPcg5s8k9EAlyLvz8Q57I7U65J1cQ/g1yySXfiot2/yVuDdGCiBDeiOhomhERgPD/igU3veXNuN4Rp7AiXLPEcrnBh9/zWnZ//nwQMDPcDETYVGultw4CKsImcyflBA7NGjllckp0MyLArANC741hNnDTW9yC03/hPI486hiuIPw7JCJYCX5ywjVTsPLFfX/N+R96E1/60pcptZJTYjkuEYRNJRcQMOuYOaUUrHdQQULQrCRVWuuUUhjHkVtu38HtT7s/x+04BRHhCsKPIBHB/6bCrPPVi87nM5/8KF/+4j6mNuHmbJrP54zjiIigSSEEEaH1CRUlIhBNHH744dzmxLty3G3uzA2OvBk/RPgxSUTwv7HgCt/9zj/w1S99gW9+dRdf+dKXuPTSy1hsbCCimHWGYWC+tsbali0cedSNud4R2znqZju4/g1vSsqZHyL8hCQi+D9E8EPG5YI2bjAuRkSEYeuMkteow8C/Qvj/QSKC/4MF/1/CQfa/AHEPT5lTSc9XAAAAAElFTkSuQmCC","scaled_width":23.84,"scaled_height":20.09,"exact_perimeter":111.77,"approximate_perimeter":102.87,"convex_hull_perimeter":77.21,"perimeter_pixels":417.28,"approximation_points":12,"original_contour_points":119,"shape_analysis":{"perimeter_to_area_ratio":0.3665,"compactness":0.3068,"aspect_ratio":1.19}},{"index":1,"position":{"x":220,"y":42,"width":134,"height":71},"actual_filled_area":314.58,"bounding_box_area":682,"image_base64":"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","scaled_width":35.89,"scaled_height":19.02,"exact_perimeter":134.83,"approximate_perimeter":128.07,"convex_hull_perimeter":101.72,"perimeter_pixels":503.38,"approximation_points":10,"original_contour_points":155,"shape_analysis":{"perimeter_to_area_ratio":0.4286,"compactness":0.2175,"aspect_ratio":1.89}},{"index":2,"position":{"x":153,"y":42,"width":61,"height":71},"actual_filled_area":116.3,"bounding_box_area":310,"image_base64":"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","scaled_width":16.34,"scaled_height":19.02,"exact_perimeter":68.7,"approximate_perimeter":68.05,"convex_hull_perimeter":61.09,"perimeter_pixels":256.49,"approximation_points":6,"original_contour_points":13,"shape_analysis":{"perimeter_to_area_ratio":0.5907,"compactness":0.3097,"aspect_ratio":1.16}},{"index":3,"position":{"x":80,"y":42,"width":65,"height":71},"actual_filled_area":210.61,"bounding_box_area":331,"image_base64":"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","scaled_width":17.41,"scaled_height":19.02,"exact_perimeter":116.35,"approximate_perimeter":115.0,"convex_hull_perimeter":70.79,"perimeter_pixels":434.38,"approximation_points":12,"original_contour_points":25,"shape_analysis":{"perimeter_to_area_ratio":0.5524,"compactness":0.1955,"aspect_ratio":1.09}},{"index":4,"position":{"x":0,"y":40,"width":72,"height":75},"actual_filled_area":183.57,"bounding_box_area":387,"image_base64":"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","scaled_width":19.29,"scaled_height":20.09,"exact_perimeter":102.66,"approximate_perimeter":91.23,"convex_hull_perimeter":63.91,"perimeter_pixels":383.26,"approximation_points":12,"original_contour_points":174,"shape_analysis":{"perimeter_to_area_ratio":0.5592,"compactness":0.2189,"aspect_ratio":1.04}},{"index":5,"position":{"x":247,"y":0,"width":32,"height":33},"actual_filled_area":54.03,"bounding_box_area":75,"image_base64":"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","scaled_width":8.57,"scaled_height":8.84,"exact_perimeter":52.67,"approximate_perimeter":50.9,"convex_hull_perimeter":32.6,"perimeter_pixels":196.63,"approximation_points":10,"original_contour_points":30,"shape_analysis":{"perimeter_to_area_ratio":0.9748,"compactness":0.2447,"aspect_ratio":1.03}},{"index":6,"position":{"x":208,"y":0,"width":31,"height":33},"actual_filled_area":41.72,"bounding_box_area":73,"image_base64":"iVBORw0KGgoAAAANSUhEUgAAAB8AAAAhCAYAAAAh3nDkAAAG7ElEQVRYCa3B24+VZxXA4d9a7/d9G2Zmf99f4ZWJ0T/AeGXENBovariwQE9WTTh0YKhSkEMhMU3aUmhohSJUOoCkrda09dCDxAvjjRfe2ZbOMMAUKL2EgZn9vmst907bxERvNvF55A9ndsWVy5dQTYATDlVSRIV7f/gsU/1WuAulZM6f2xErd26DCkmVlAQnmFw1xde//wvk7JHpmJtbQFX5QpUEUeWRnx6j7TrhLpSSeeul7bFy5zYRQV1XCJCSUDc9vn3/QeTsC9MxP3eJJODuaBKqqqKqax6Yfp6264S7UErmzZNbowwG1E1FeFAsU6lS1z3ueegw8sqxmfjow3mqKuEEKoJEoCnx0PajtF3HkDCmUjLvzD4Wt5eWgKCuGz4TNL1VrNnwDPLa8Zn48IM5qiqhqlRJcXOaXs19W47Qth1DwphKybwzuz2sFFQTEBQrJE00dcM31z+NvPritrg4t4CqkDQROCklVjUNazcepm07hoQxlZLjzy9vJ68sk5JSVTVmjofR603wrfVPIb87MRPzFy6iSWmaGlEh3KglsXbzEdq2Y0gYUyk53p3dTl4ZEBGMhEBKSlX3WLPhGeT1EzNx4/qnrORlVjU93AwVoWkavvfIM7Rtx5AwplIyfzw5HeGGpoTljCOYGVP9KdZsOIi8+fKOWFy4hIogItR1jXuhqRu+8/DTtG3HkDCmUjJvnZyOsEJEUIoBAipMTExyzwMHkbd+/dO49vFVAmjqipGmrohw7nnwadq2Y0gYUymZN45vjnAn54JHMJJSYtXqCb778CHkT6cei+uf3IAImrrB3SCCumlYs+FJ2rZjSBhTKTnePDnNnaXbmDuqCSuGezDZn+LenxxB3jnzeFy/eo0gkHBEEyklUpVYs+5J+m3HkDCmUnK88aut3Lp5C/dAkxIRuDurJyZYu/EF5L1zu+Lq5UVUhSCoKiWAlCq+9LVvUDUNRDASEYyIKIEDQkQgAuGAMKQIYNn41z/ew8xZGQywUtCUsFKYmJhk3bbjyF/O7Yyrix9T1zWlFFKlRASiQtKKnAeoKnggKoBg7kSAiBARSAi5FEAoVhBVVBQE8iCTixEqqChuzqqJSR6ceRE5/9qu+PTaDdwNEWHE3UkpYWYkVTwCEcWLU6wgKE4gCGaOIIQEZk7OhRFVZVAyKSVAMAvMHBFh9erVPPyzE8j5V3fF9cVriAoRTkQAAiG4GYiQqoSbU8wQUcIdUQWE5ZUVqpRwd6wYDoQq4UF4gAAhBJBzQVPFql6PHz1+Avnrq7tj8fIiIyklihUEwd0hIAKCwCMIIOeCquLuEAwJ2QogRIBHIAilOKIQAYhgxUAEK8bE1CSbdp9Czr+yOy5fXCBpQlTxCNydYsaIipCzkZKSc0ZE8QiKOR6gKrgZORupqoiAYkaEIAIiQikFc6fSivBgYmqSzXtPIe+e2xXXr1zDwqhSRbGCmRMRfPkrX6VZbbg5KEPCSClGRCCiRDgignlAQIQjqniBv//tn4QHgVCsICKYOf3+FI/uexl5+8yO+OT6DQYrA1JK5JIhBFVl7cbnmJxquRulDDi0dwMrywNGihlBMNLv99n6xCzy9tkdceXiIhaBReDmpJQwd+7b/Dxt1/E5YQw55zi0bz3LyyuYGSMiykjb9Xl0zynk9ydn4uqVq1hxUCGA8EBTYt2WI7Rdx5AwppxzHNy7jttLd4gAVcHMUBXafsvW/bPI6ye3x8W5S4gIbo4TuAWprnh45iht1zEkjCnnHIf2bWBp6TZmjiZBADOn6zq27Z9Ffnt8JubnL2HmhAepSgSBiPLIY8dou44hYUw5Dzj8xAOxdGsJjyAi+EK/32fmwGnklWNbY+6jBVQVK4ZHIAipqvnxjmO0XceQMKacM8/uXR9LS7dxd0QVVcEt6PcnmTlwBjl3dDoW5hbJJROAiODupLpm4+PHabuOIWFMOWcO7bs/bt1aQkQQAfdAVej3+0zvO4Wc++V0fPD+PKKCuaNJcXOqumHTzuO0XceQMKacBzy1674YDDIqQrGCiKAiTE5NsW3/LHL68Jb46OICEYEmxYohoqgqW3afpO06hoQx5Zw5uGdd3Lq1hIigqoyEB/22z7b9s8jZ56fjwoWLIEKEM2LmVCmxZc9LtF3HkDCmnAc8u3dDLC8PKCVj5vSaBnNjamqSmQNnkNPPbYkL8wsIQrgjqkQ4Vd2waedx2q5jSBhTzpmnfv6DWL6zTEoJEcFKAVH6/Um27T+N/Obotvjw/XlSlYgAdyOlCkTYtPNF+m0r3IWSM4cPPBQ3b95EEAQQVYKg3+/z6J6XkMHKSngE/0uv12NIuEuDwUpE8F8EaHo9JCL4D8FnhP+/4DPC5/4NDJDozNocBnEAAAAASUVORK5CYII=","scaled_width":8.3,"scaled_height":8.84,"exact_perimeter":44.79,"approximate_perimeter":43.36,"convex_hull_perimeter":32.77,"perimeter_pixels":167.21,"approximation_points":12,"original_contour_points":36,"shape_analysis":{"perimeter_to_area_ratio":1.0736,"compactness":0.2613,"aspect_ratio":1.06}},{"index":7,"position":{"x":170,"y":0,"width":33,"height":33},"actual_filled_area":31.5,"bounding_box_area":78,"image_base64":"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","scaled_width":8.84,"scaled_height":8.84,"exact_perimeter":33.34,"approximate_perimeter":32.77,"convex_hull_perimeter":28.93,"perimeter_pixels":124.49,"approximation_points":8,"original_contour_points":18,"shape_analysis":{"perimeter_to_area_ratio":1.0584,"compactness":0.3561,"aspect_ratio":1.0}}]},"timestamp":"2026-02-26 08:49:21"} 
[2026-02-26 08:49:21] local.INFO: Nested area calculated {"data":{"nestedArea":2418.3108999999995},"timestamp":"2026-02-26 08:49:21"} 
[2026-02-26 08:49:21] local.INFO: Mapped objects from Image-to-Text API {"data":{"objects_count":8,"objects":[{"id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84,"perimeter":111.77,"area":305.0,"image":"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"},{"id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89,"perimeter":134.83,"area":314.58,"image":"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"},{"id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34,"perimeter":68.7,"area":116.3,"image":"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"},{"id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41,"perimeter":116.35,"area":210.61,"image":"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"},{"id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29,"perimeter":102.66,"area":183.57,"image":"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"},{"id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57,"perimeter":52.67,"area":54.03,"image":"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"},{"id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3,"perimeter":44.79,"area":41.72,"image":"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"},{"id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84,"perimeter":33.34,"area":31.5,"image":"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"}]},"timestamp":"2026-02-26 08:49:21"} 
[2026-02-26 08:49:21] local.INFO: Number of letters detected {"data":{"noOfLetters":8},"timestamp":"2026-02-26 08:49:21"} 
[2026-02-26 08:49:21] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":665.1099999999999,"perimeter_in_feet":55.43},"timestamp":"2026-02-26 08:49:21"} 
[2026-02-26 08:49:21] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[305.0,314.58,116.3,210.61,183.57,54.03,41.72,31.5],"actualFilledAreaSum":1257.31},"timestamp":"2026-02-26 08:49:21"} 
[2026-02-26 08:49:21] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":8.73},"timestamp":"2026-02-26 08:49:21"} 
[2026-02-26 08:49:21] local.INFO: Average character height calculated {"data":{"avgCharHeight":15.47},"timestamp":"2026-02-26 08:49:21"} 
[2026-02-26 08:49:21] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":448,"originalHeight":117,"ratio":3.8290598290598292},"timestamp":"2026-02-26 08:49:21"} 
[2026-02-26 08:49:21] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":31.34},"timestamp":"2026-02-26 08:49:21"} 
[2026-02-26 08:49:21] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"objects":[{"index":0,"position":{"x":359,"y":42,"width":89,"height":75},"actual_filled_area":305.0,"bounding_box_area":478,"image_base64":"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","scaled_width":23.84,"scaled_height":20.09,"exact_perimeter":111.77,"approximate_perimeter":102.87,"convex_hull_perimeter":77.21,"perimeter_pixels":417.28,"approximation_points":12,"original_contour_points":119,"shape_analysis":{"perimeter_to_area_ratio":0.3665,"compactness":0.3068,"aspect_ratio":1.19}},{"index":1,"position":{"x":220,"y":42,"width":134,"height":71},"actual_filled_area":314.58,"bounding_box_area":682,"image_base64":"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","scaled_width":35.89,"scaled_height":19.02,"exact_perimeter":134.83,"approximate_perimeter":128.07,"convex_hull_perimeter":101.72,"perimeter_pixels":503.38,"approximation_points":10,"original_contour_points":155,"shape_analysis":{"perimeter_to_area_ratio":0.4286,"compactness":0.2175,"aspect_ratio":1.89}},{"index":2,"position":{"x":153,"y":42,"width":61,"height":71},"actual_filled_area":116.3,"bounding_box_area":310,"image_base64":"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","scaled_width":16.34,"scaled_height":19.02,"exact_perimeter":68.7,"approximate_perimeter":68.05,"convex_hull_perimeter":61.09,"perimeter_pixels":256.49,"approximation_points":6,"original_contour_points":13,"shape_analysis":{"perimeter_to_area_ratio":0.5907,"compactness":0.3097,"aspect_ratio":1.16}},{"index":3,"position":{"x":80,"y":42,"width":65,"height":71},"actual_filled_area":210.61,"bounding_box_area":331,"image_base64":"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","scaled_width":17.41,"scaled_height":19.02,"exact_perimeter":116.35,"approximate_perimeter":115.0,"convex_hull_perimeter":70.79,"perimeter_pixels":434.38,"approximation_points":12,"original_contour_points":25,"shape_analysis":{"perimeter_to_area_ratio":0.5524,"compactness":0.1955,"aspect_ratio":1.09}},{"index":4,"position":{"x":0,"y":40,"width":72,"height":75},"actual_filled_area":183.57,"bounding_box_area":387,"image_base64":"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","scaled_width":19.29,"scaled_height":20.09,"exact_perimeter":102.66,"approximate_perimeter":91.23,"convex_hull_perimeter":63.91,"perimeter_pixels":383.26,"approximation_points":12,"original_contour_points":174,"shape_analysis":{"perimeter_to_area_ratio":0.5592,"compactness":0.2189,"aspect_ratio":1.04}},{"index":5,"position":{"x":247,"y":0,"width":32,"height":33},"actual_filled_area":54.03,"bounding_box_area":75,"image_base64":"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","scaled_width":8.57,"scaled_height":8.84,"exact_perimeter":52.67,"approximate_perimeter":50.9,"convex_hull_perimeter":32.6,"perimeter_pixels":196.63,"approximation_points":10,"original_contour_points":30,"shape_analysis":{"perimeter_to_area_ratio":0.9748,"compactness":0.2447,"aspect_ratio":1.03}},{"index":6,"position":{"x":208,"y":0,"width":31,"height":33},"actual_filled_area":41.72,"bounding_box_area":73,"image_base64":"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","scaled_width":8.3,"scaled_height":8.84,"exact_perimeter":44.79,"approximate_perimeter":43.36,"convex_hull_perimeter":32.77,"perimeter_pixels":167.21,"approximation_points":12,"original_contour_points":36,"shape_analysis":{"perimeter_to_area_ratio":1.0736,"compactness":0.2613,"aspect_ratio":1.06}},{"index":7,"position":{"x":170,"y":0,"width":33,"height":33},"actual_filled_area":31.5,"bounding_box_area":78,"image_base64":"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","scaled_width":8.84,"scaled_height":8.84,"exact_perimeter":33.34,"approximate_perimeter":32.77,"convex_hull_perimeter":28.93,"perimeter_pixels":124.49,"approximation_points":8,"original_contour_points":18,"shape_analysis":{"perimeter_to_area_ratio":1.0584,"compactness":0.3561,"aspect_ratio":1.0}}],"image_metadata":{"name":"Screenshot 2025-10-28 100019.png","saved_path":"uploads/20260226_084921_Screenshot 2025-10-28 100019.png","original_height":122,"original_width":452,"target_height":117,"target_width":448,"target_bounds":{"min_x":2,"min_y":4,"max_x":450,"max_y":121},"channels":3,"size_bytes":37443,"content_type":"image/png","scaling_factor":0.2678570357142857,"cropped_image_base64":"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"}},"dataObjects":[{"id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84,"perimeter":111.77,"area":305.0,"image":"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"},{"id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89,"perimeter":134.83,"area":314.58,"image":"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"},{"id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34,"perimeter":68.7,"area":116.3,"image":"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"},{"id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41,"perimeter":116.35,"area":210.61,"image":"iVBORw0KGgoAAAANSUhEUgAAAEEAAABHCAYAAABYripYAAAY8ElEQVR4AeXB//PlZ1nf8efruu77fc7nE8O3bEj4rqCO2HbEDnGkIhJIWiqijl8YptaOaBXCN0dKdRQKFGynShHBzvSX/g9NsskmMQ2KoNUUkOwmJBZapDOlOp2RFtndc973fV1Xz9nKTH9cf9Pt46Hf/8QTfO4z/65korKQBFU0b0QFrRmVyWZZyEwKQSWicG9UTGSGN6OyMImqwk2YOX1pZBYZEzen9U7E4Mi8kRHIwCRchi2Nua4YYO5kFlXJst2AYOz2LCcnrPsVVbFst5BBROC9IRkU5ByoOc2dSxcvsmxPkETEZHvTS/i2F7+MA3Ggc3dfqM98/D3MdbLZLKzrwFxQ0JdGZWLNcTOooqqgCjOnNSE3xrpysl2YY7JZOjIDxJyDk5Mtc066N9ycdaxslkZkcHJyCioiJgKE6L2xjsHSHHNnzImb4yqWZWGMgRCtd9ax0ltDEpmJmTHnZLPZEBHMMdiebLl86TJmzrJZyCxOn/sKvuvW13AgDnTPnY/UI5/451QWbk7ExKxwb0QGZkZrjpuoLCSIDI6WpePuUIEKNpuFjKQASUCxPdkyx2S72UAlY07cxZyT3junJyesc0USFcFRa05zZ85JASZx3ekJly9dZlkWikKIGZMZgWRUJcvSyUiOspKTzQlZSUQgCZMhE0/5xr/Pd7z0VRyIA527+0Kd/8Q/J2JCCanw5hxVFVThLpp3IibL0ikBlfTWkENF4QJvTkaxLB0zY85Ba06MifdGc+OoL52IwdI3xFzJKLw7AqrAzenNiQh674wxkIRJSFDFFTKjKilBRtLcOCoKISQhCUm4G3MEMyY3fPP38ZKXv5oDcaBzd52vxx/+F0QER3NOeu9IQhKq5EgSCFozJKGCZdOpKlTFZrshIpBAApcREVhrVARQNG+YCzMhgYDMYLPZcOnSZZbeWZaFimDkZLvZ0psz56QK3JwZEzdnzoHccRMRgSRkgip671Bweb8jC9wMk2itERE8+QV/j7/z8tdwIA507u4Ldf5330t3p4CIiTfHZJCBWcNMFIkZmAxV0nvHJJBorTHnYNluyDHJSnprtOa4GWNO+rKwjh1L61BJ747JmTHpvTPnxCRONltmDDKTonBzJLGOiZlhJbw5c06WTWe/3yMJM2POSeuNjMRMtNYZcyCEu1PAWCdP/aZX8V23voYDcaBzd5+vR3/vfbRmVBUC5ph4c4QoitYcGSy9UzGhwM0wN8zEZrtlv9vTXESBSZxsN0QMttsTRqyYHDKRICvprVGVRBTdnebOfr+nt45MeGsIiAjcnaqiqjAzMpMjIcYcnJyeMsfKmBOTkRWYHDPDXFQVu92e7WbLnJMbvuXVvOR7Xs2BONC5uy/U43/wy0RMmjtUcWQmzAwZmIQKWjOyiozAm7P0jkxQkBFIYrNdMIkxJ1ICwkw0c8xE740xJt4a3Y2IpDJZls5cJ603ZgStNdaxslkWIoI5J8KAwsxwd4rkKDMxMzKLjKS1xjpW3JyicHMyE3cnqnjaN72K77r1NRyIA9139kJ97pP/iozJjEACM+HmyAUZbJaFjCAqWVoncrLdbslIWnMoyAzcDW+Omdjv9pyebskMWl+gksxAiNacKpDEFVn03shIJHHUe2O337FZNhRFJcw5qSok4W7IxX6/x2S4O26NyGSuK6fXnTLGJCohimWzMOYgsrjhm7+Xl77iNRyIA91394V6/A/ex9IXMoOi6L1BFQLMRG+Nopgx2SwLJgMKqthsNkQEmUHvC6gYY2VZOi4DEsmoTCRYlg3rGCxLB8Hu0o6T7YYrqpAZWYm7kxFEBNvtlv264taYc2KAt4YMxhhIoihMjkrIhHujKtjvV3prtN758z//Cinjphe+hpe+4jUciAPdf/bReuz33oO74c2RhJshCVGYwL0BRWuOBEtfGGMCibmgCijcHZkxx+DkZAMlTKIyseZAkZFkJNvTE3aXL9H7QnMHCklkJpLIKioTMxFVuIzNsuHS7hKtdcaYVCbbkxN2ly7Re6eKKyICSVQlyJBEZlAF3jtPef7tvPQV38+BONB9Zy/U5z75y1BF742lNeacHEmit4ZMuBuVCYiqxJujKrKKZdsgoTUnYpKR9N7ITNyN3heqCgm2m4XdpT1mxozJUWSwWRbcnapizknzRkaCwFoj5gSKOYPWGnMGZLHZbpgZHI11xcyICFprlIwZk4jAzJFEVvH0b/5evuf2H+RAHOj+ex6t//yf3k8zwwRVhbtjJlprVCVCtGbMOaDA3HF3xthjbix9QRIzJpveoZICeu/MMVmWTgHNncu7S/S2MMbk605PiQwkMDPWMWjmjDlp3qiCdd2z2WwYY9B6IyMwd0xiv98jczZ9YV1XQkGVMBOZxYxgWbZcvHgRM6M1p4CbX/h9vOyVP8CBOND9Zy/U5z/1foSAonlDEmZG605F0lvHXaxjRRIv/u7v4bqnfiO1TqiCAi0dcqJNp/YDzMESeaPmhCjUF3K3R71BTmy7pXJAGVSivqUuXaKaUF+oy3vojhIw4woJ5kSbLUUgRO4GxEQbp6KAoqpQa7AGmYkQEtCN7VNewNNvfg4H4kD3n71QX/j0L7P0Dd6cdeyRGVRxenrK2A+aCwTuTlXxvf/wx3jymVv5a078Bd1/9kJ96bEPcLQ92bLfr2QGJuHuVCWnJ1vGfmVzuiEzuf21r+PJZ27lQFwD9MA9j9b/eOwDjDmRidOTLTGD3htVxbqunJxsqQwig94Wbn/d63jymVs5ENcAPXjusfrSo78KMmJOzMTSG+bOnBMzI2Ny3XWn7NaV3hq3vfa1PPnMKzgQ1wA9eO6z9aef/QCYqEiikpPNlnXds9l0vDnrfsXdMG9UFX/3da/jSTfcyoG4Bug37320/ucf/Rrb7ZbMZHf5Mn1ZaGaYc1Asy8Llyzt662Qlt732dVx/w8s5ENcA/Ydzn60/feKDmENrjdacmEFrzrquLL3Te2eMFTNns1l4yau/n+tveDkH4hqgB889Vl/54m+QGUjGZllY1xUzERmQhbmTc+LuIOMVP/JannTmVg7ENUAP3f94/clnf4UnXX89Fy9+lSrYbDZstxt2u8u4O2Nd2Ww2zDnpy8J3/8AP8aQzt3IgrgF66P7H68uf/zX60ogZZCbuhuQI4c2JmGQmX3d6Het+z3f/0I9w/Q0v50BcA/TQfY/XV7/4YeSOyygKBG7OOlY2y4bMIsZKIcyNl/3gD3P9DS/nQFwD9FsPPF7/+wsfJiJorbHZbFjHgCrmnLgZBVQWvTmVxct++Ed50plbORDXAD1032fr8pf+LfvdDpNovePeyAwyCygkMecks5CKl73qh+hP+07+X8VfCXJzvu766/nL0G898ET92ec/yLIsjHWlAHfHJJCAQhKFGHNwsjkhIzi57jouXbxIUbgaM4MqGDmhYLfb0VpDiNYaEUVksl9XluZkcSCOxpwUoAQzp1S4OWMMxrrirVMSVUnMJKKAIiIwa0QGWYW3xjOf9Ux+9Kd/lQNxlfTRBx6vr3zhwxhgZkQkiANRFAjcnYxgzmCz2TAjGPs9fdmQkcwIWmtAscZkroFkZCabpbPfrxRHooDMIJMrZCLmJLNorTPnJCJJxBWVICMiAZGZRAYRiUxIRmaRGTRvPPM5z+YfvOlDHIirpIfu+2x95Y8/TEXSeweK3jqXdzu8N+acHFUVJiMz8daYc3JUiLGumDd6b4wZzDkwOXNMlu2Wr371IibhzckMIorWOzEmyYFEZRIRuDfGGMicGYEkMmGMgUnInBmTqgKKKmits64rQjzvG57P6+74AAfiKumh+x+vL3/+g2Qmm82GqqKyMBORyZyBu2MmIgszZ45B6411v2LuzBlIzpEEEcGMpHljzMmYg6UvjLnirXP54mVOT064tLuMeSOLKzIT98a6H2QWEZOsws3IKrISYSCYM8gqttstMSZVxTomz3/BN/Jjb/kgB+Iq6bceeKL+7HP/mhnBsiwcVSVzJpJRVSCRmRxlJstmYYzJHJNl2TDWFZkTmYDY7Xb03vDWWPeDzKT3Tmaw36+YO5lJVjEjMQkkMrkiI2mtMWMyozAzJCMrmGPg3ogMSEBGZUGBJJ713Ofw42/7EAfiKumjDzxRX/78h4AECZMYY+DuZIL3xrqubDZb5hxUQcwkKzEZ67oiM5p3IoJZQczAJDKgbzrrfiUjgaT1LbsxiAhMxhiTohDGUQkiClSYjIhJZdF6J2YyxqD1xpyTSmjuVBWRSZl47tc/j3/0lg9xIK6SHrr/8frzP/4NLl38Kienp+x3e0BkJXIjI2i9I4mxBpnFnBO1hiFk4vLly/TWmXPg7sxI3Jzd5R1ts7COFTNHMvb7FTMxR2LNcTPmnFRCcSCxritmhiSQMMQYEzMnMwFhJiKCpJAZlUVRPPvZz+H1P/cRDsRV0oPnHqsvf/5DVAEGYwyEMHPWdXDUl46AdQQI1nWQUciEmXBzdrsdrXdiBpgRkUQk3pzMRDKqYKyDIolIWusgkVkgGPsVEAjcnXUdUEISrXf26x53BwkK5hxEJpKoKsyM5z7nebz+7R/hQFwlffSBx+vPPv/rrGMlI4kseu9EBFUQc1KI1hq7/UpzJyuhoACTMeaALJAxMzF3qoqIYo6gKpFEIaqgNWdGYGas60oVV2QFwpGEmzPHwHtnXVeKAgkEJCCQRGaCRGUhxHOf+zx+4ud+nQNxlfTgucfqy//lI2QlY12JmXhr/F9FJUQVkljHREBmYSbkxowgM3HvjHUFiYyiqgCRWWQGBWQW5s5RRFKVRAa9bdjvdpg7MqcqGWPSesMkMouiKIqYgbuTmUiiqohI3A0hnvOc5/L6t3+EA3GV9NB9j9d/f/RXWJbOGJOIJKto7kQGBajEzElmcVQFBciMiMTd2e9W3Bvr2JOZuHXMRFWRVSBjXVfcnYjA5MjEGAM3Z86kVLg3spKI4GtkImYgiSpwcyKC1p05g6rEzJhz8g3f8Hxe/3Mf4UBcJT1472P1p3/0a0gciBnBfrcHCQkiEoorWu/s9ytZBTKgyEyWvuHy5R1FUYgqaK2x7lf60jmKCKogK6DEFSXGGJgZMmONQWXh7vTeqSoigsrC3MkMKJEZyAwzse5Xlu2GjCRi8vXPez6vf/uHORBXSQ+ee6y+9NgHyCooGGNSWSSFu5OZgIg5KTMigoiAMnpvzJhEJFlFZuLWkBkRQWRCFogDQwVIQFFZmDuRwYzA3IkIzIzIwM2ZM9hsNkQEYx3IjKoEit47VTDnAIQ3QxjPeuaz+Kl3/BsOxFXSb977WP3JEx8kM1nXlTmCkiiBmzPGYLNs2e12ZCbWnL/1ohfxlOtfQE2gQVHUCuriioAxky5RHHRYB3jBrMIlvAokjtYqzERlMQAHFon/VcV1EkEhg4xiIkSxlZEUFzMRoktsJK674Tq+7TtfzYG4Snrgnkfri5/5l7g7lcWIQG5kQswAhLszZxARtOb82B0/xVNveiV/hYm/BP3mvY/W5x5+HwGYOyaRmUQUlKgqJGOOFdyogte/7Q087aZX8hfEX3O6/+yF+uNHfoXIpKpwc8aYHEUkklESY10xN0C8/m0/w9NueiUH4hqgB+55tJ54+P0IQxKSiEpMxn4duDtCRCQzBmbGT/7sG3jaTa/kQFwDdN/ZC/XE77+fAjKT1jozJlVQlYCYcyKB0SiKf/z2N3LDzbdxIK4Buu/uC3Xhd99L6w0K1jE4mnOy3W4Z6wREVmLuVBY/8443csNNt3EgrgG67+yj9cjv/DPMG1BEBEhUJJKDBFVEBNYbmckb/skdnLn5Ng7ENUDn7r5Qj/3H9zHGoHmnKKpEZiKKLK7ISgqQxBvf8SbO3HwbB+IaoHvvOl/nP/EeMqF7IzJIiYjA3JhjIgkEQmQmb/6Ft3Lm5ts4ENcA3XvX+XrkY+9hZtC8YWbMmGQVVVAqhJBEZmJm3PGON3HmGbdzIK4BuveuC/WZj72bmYHMKAqKK6qKqgKEmXFUVbz559/MmWfczoG4Bujc3Y/WJ3/7XRzJREURGZgZkiFEZtKXzpxBVfGmn7+DMzffzoG4BuieO8/XZz7xXvb7Pb13xjowN5BRmRTCXZhEZlIFb/mFt3DmGbdzIK4BuufOR+oPP/5eMpOqIrOQxFFmUgWtOWZiRmIm3vRP38yNz7idA3EN0L13Xag//Ph7mXMgxIzA3akqjjKDqsLciUhac97yjrdy5lm38RfEX3O6587z9emPvRtkREwiAndHgszC3QBRVWQmZsbf/rZbeOZyA3qqqLVgACsHBYiiEIVkIFGZSCIiMHO0QK1cUZXYxtntgo2EXFQWaxULBxIyo7KoSqoKM+NrqoqqwsyoKhAIoyiEKAqqwISdGnWxyAzMnW965ffxpKc/W7r3rvP18EPvpC8Lc04iAyFkoqqgwMzIDMwdCjITSZgZlUXrjXVdcXNmTARYa1Dg7mQmVUllIROZiZlhZow56c3JLCoLc+MoKxGiqnB3IhKZoAqZEXOyLAtjDkyGmbGuK5KoSswcM0MSEYEkZEbMSWvOmMFb73g3N37Li6V77nyk/vDj7yMiMDeqkjkmkoCCElDIDG+NOQZVhSQkEEbrjf1ujwTenMzCzJlzYGaYGVWFmcjkoDATkjHG4Ki1xpyDzKL3jruTmRzNOWmtkZlQEBn01skq5hz0pZMzKY4KM6OqgELmUMUYg2VZiAjcnTknb7vj3Zx54S3onrvO16c+9m4qkyzIDEwChEwIcZSZCJEUlYmZ4d6oSiKCqqKqcHfcjBGBSVQlICRxhYRJRAStNRDMMXF3IgJ3JyJp3ZnrZLPZEJmMsSKJquKotw4GYx0ctd4wGesYmAwoJJAMCopCEpIxxoqZ85affhc3/s1b0D13nq9P/857MHfW/R4oJEPiQEQE25Mt67oSM9gsC/t1xZtTWZgZkphz0FqnqqgqMhMzYeaYOWPsOZKMAkziaMbEzZFEVlGVmAwKshJJuDuZQZWAQghvTlUx1gGCqqK1RlVhZmyWhTEnMYOi6G1hxkCAJJBxx4//Ijd++y3onjvP18MP/RLmBggo3J0qiAhkwhBIZAbuDTdjRhJz4r2RMYko3A0zY87A3agqqgqqkBlVRWuN/bpnu90yxyQzaa0BBYivyUyqiq/JLJalM+ekqiiK5o0qyAqaNzITd2fMSTNHBmNMWmsIWOegtU7OAMGb3/AubnzhLeieu87XHzz0S1Dg3nA3MpIZE3PHJI7GnDR3qgozIyuhCkrIRFVi5sw5yUqaNyoLBGbCvZGZZCaZgXtjjMFmuyVjQgmZETGRhCSyAldDEjOCoyIxGVVFZtJ6JyJYeiMiqCwKMDOOqoorJKoSM2POoDL52Te9lxu/9RZ0z52P1MMffScFuDkgMicyo7I4cncQzHWCoLIwNyICSXhzcgYyUQVVhZkBoipZloWIwMzIDAoQIivJKEzC3SkKM2POgTCKIjNZloX9fk9rHaooAVVQBSZMTmaQmUiiqjAzjqqKqgIK90ZVkZUI8daffDc3vugWdPbOR+qTH30XICInktObk1WYiTkDKNwbY0yqEkn03hljJRN6axRQVbgbMwKqWJaF/W6Ht05VYibGOjE3MpO+dChAQHFFRGDmeDPGOvgaM4MCBEXh3shIWjNmBJWFmxGRyKAK3B0h9used0MY3pzM5OjNP/EubnzRLejsnY/Uww+9EzdDElUwIzCJ1jsRkyuKK7ISNycrWZaFdV2RwN2JSKqKqsLdiEha61QlYwwEyAwzw92Zc4LAZGQm2+2W3X5HRLL0zhiD1hpZCcUVkgCRFbg5WYnJiEjMhJkREbg7kcEVBSYjIsCECdwbb/zpX+LGb3kxOnvnI/XwR99J945MjDHITLKS7WbLHBPvjTkmy9LJTGIGMlFVmDmZwcnpCbvLO6gCCcnICtycjAQBVcgMCvrSuXjxIuaOmyEJKEBkJEVhZpgZmUllYuaYO+t+j7mDQIC7czTGwEz03olIqorMxN2hYMyBmSETFLz5J97FjS+6BZ3994/Upz/2HmZMem9IxpwTM1ElIoJlaYwxkQwJMoujMVZ674CQQBJmxlFEUFUUhcuRCUlUFutYcTMik9YakqhMkJAEFGNMzA0hTEZRZCW9L2QEmckVEiroy8J+tyMraa0TMem9ExmYBIiI4PT0lHVdWdeVt/3Ue3n6t9+Czt75SH3qt99DZRI5aa1zZOZkBnNOzA2TEZEcuRvNG2OszEh676zrntY6lYFMNG+AyAxa78QMigKJmJMjdyciMBOSAwUSVGLmrOvAm1OZuBuZRUSy2SwUMNZBUfTmZBatNaqKzGTOSWuNzIQCSaAiIjEzzJ07fvwXefq3fwf6wn/9Yv3Jf/sUIKr2iIUrVFAgGVUTWadyBRngSKJqUAmyBhVUDaQNVyiRnMoJFMVEbEHiiiqQoCZVEySkBUiqDElcUUUBkhCQWciEgKoJOEgIqJpIjQKqJkIUglqBBRRIHWoCxt/41u/k+qc/E1UVB8X/v/R/APNFoUiELEibAAAAAElFTkSuQmCC"},{"id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29,"perimeter":102.66,"area":183.57,"image":"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"},{"id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57,"perimeter":52.67,"area":54.03,"image":"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"},{"id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3,"perimeter":44.79,"area":41.72,"image":"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"},{"id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84,"perimeter":33.34,"area":31.5,"image":"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"}],"no_of_letters":8,"perimeter_of_sign":55.43,"nested_area":16.79,"occupied_area":8.73,"avg_char_height":15.47,"widthOfSign":"120","otherDimensionOfSign":31.34,"width_of_smaller_line":20},"timestamp":"2026-02-26 08:49:21"} 
[2026-02-26 08:49:23] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"3","sign_type":"Vacuum Formed Channel Letters","mounting_type":"Flush/Stud mounted","quotationId":"890","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"c777db55-4a2b-4884-9a02-e31590d9986e\",\"width\":23.84,\"perimeter\":111.77,\"height\":20.09,\"area\":305,\"image\":\"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\",\"boxArea\":\"478.95\"},{\"id\":\"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75\",\"width\":35.89,\"perimeter\":134.83,\"height\":19.02,\"area\":314.58,\"image\":\"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\",\"boxArea\":\"682.63\"},{\"id\":\"a9b74029-8072-4a3e-95ca-c2c8fb7e2174\",\"width\":16.34,\"perimeter\":68.7,\"height\":19.02,\"area\":116.3,\"image\":\"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\",\"boxArea\":\"310.79\"},{\"id\":\"d56d2bd5-acff-40b7-8def-a0e3f9d26166\",\"width\":17.41,\"perimeter\":116.35,\"height\":19.02,\"area\":210.61,\"image\":\"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\",\"boxArea\":\"331.14\"},{\"id\":\"3efd0d3a-d39b-430d-ac24-f739174f76ee\",\"width\":19.29,\"perimeter\":102.66,\"height\":20.09,\"area\":183.57,\"image\":\"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\",\"boxArea\":\"387.54\"},{\"id\":\"667d00b5-eda9-4102-8bd9-69bb5edec87c\",\"width\":8.57,\"perimeter\":52.67,\"height\":8.84,\"area\":54.03,\"image\":\"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\",\"boxArea\":\"75.76\"},{\"id\":\"f2422696-a77d-4cac-98b3-c7355ee4a776\",\"width\":8.3,\"perimeter\":44.79,\"height\":8.84,\"area\":41.72,\"image\":\"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\",\"boxArea\":\"73.37\"},{\"id\":\"e3dae87b-f162-47b2-a3e0-8378209fffbd\",\"width\":8.84,\"perimeter\":33.34,\"height\":8.84,\"area\":31.5,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAACEAAAAhCAYAAABX5MJvAAAE7klEQVRYCaXBX2/WdxnH8ffnun53SdQHMv6MPyNiB+tIi8s6oC3MRYQ5l3nsmUEfguKRTjeyQJxGY7IsmdtgG4O1nbgCNx0lRPdENJ60v+/18S4x6oGJ/PT10qfv/dxf/OkOkYEwNkhQzSAh8ZBtJKEQLqhWdKMEir6ZBEpByGzr+0ZmEgjC2KKqCAUGQmLvoa8yPfc9dOU3F/zgwV1aa9hmW1VDCmwTGWBQiH6zJ7skIokQrfXYkBlsbm6BRJeJJCTR9z0u042Sra2ezEQSYEDMzB1m9uR59P6bP/Ln92+hCDKCrc1NsuuQRJdJ3xrlQhYKgQFBVQOJjKSq2GYbSUii73skEZm4iszENjIgKJun5p7k2MIP0dXfXvD6+hqZSd8aEUKIchGIVkVkUq1hF12OKBcKYQM22zKTqoYU2CYi6PueSCGCba2KkIgIbDNz7DCzJ86jK7/6sR/8eZ2trS1cJruktUIBGYkNVQ2FkAQWIVFuVJnMpFrDCAVgiAgiAgxbW5tk11FVZCYRom+NkDhydJrZhR+gD373E6+PP0MRSKKqiAhsI4mqwjbbQgEB1YxdlItR12HzkCQkgU2rYlvXJa1MRiDALmyQ4MjsYWZPnkdXf33BGw/GVBVVRWZgGxCSaK2RmdgmQrTWACEBBgStNbrsQPxTRqAI+r7nIRskMgJsIoLpo08ye/L76G9//Ys3+55H9cW9P3DjyptIYIvMxC6qivn5b/HY9DyPamo04ktf/gqyzb8x/8V4bZkP3vopXSZlY5tto27EyedeYv/XT/GIxD/INkOM15b94Vs/I7vkIQMSdnHq7CvsO7TEhBhAthli/Nkn/vid17HNaJTYplrRqnH69HfZd/QUE2IA2WaI8dqyP3r7VSQRIWwjiS6T4/PfZt/cKSbEALLNEOO1ZV97+1UQYFCIkBBiYell9j69xIQYQLYZYrz2ia+/8xpVRZcdgXGZ6ILjz3+HvdNLTIgBZJshxmvLXv7960QG1TckyEyQmD/xIntnlpgQA8g2Q9xdW/bKexdpfY8CMpNtEcH8Cy/x+MFFJsQAss0Q67dWvPzua2ATEUQmVT2jLnnm9IvsObjEhBhAthni7q0Vr777CzITBJlBtWI0So4tnWP3E4tMiAFkmyHWb6947aNLUMW2zCRTtGrMLZ5j9xOLTIgBZJsh1m+v+Ob7F9mxo2ObJEIQGcwc/ya7DiwyIQaQbYbYGK/65tWLjEYd2EQECUQGR46fYef+k0yIAWSbIe6NV3372htEBKNMhLCLquLphbPs3L/AhBhAthliY7zq8fVLBGJqxxTYVBXZBV975hvs3L/AhBhAthliY7ziux9fQgIELjM1tQMFTD/7Ajv3LTAhBpBthrh/91Pfu3GZqgJBlx19a0hi5sQZHtu/wIQYQLYZYmO86nvLvyQkWmtsMyDBU8fPsOvAIhNiANlmiI3xqtevX8Iu+lZMjUbYBomZE2fYdWCRCTGAbDPExnjV4xuXaVs9Oero+56+L7quY27pLLsPLDIhBpBthvj8zopvX7sEGBfY5iGJY0tn2XNwiQkxgGwzxL07K/7j1TfITDa3NslIkNjc2uS551/m8UNLTIgBZJsh7t9Z8c0PL9NXo8sRtmmtBwXPnj7HnoMLTIgBZJshWmvu+57/pOuSzI4JMYBs838w/yL+R38HE5iZ1dZqOmwAAAAASUVORK5CYII=\",\"boxArea\":\"78.15\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34"}},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Vacuum Formed Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Looking up SignType {"data":{"sign_type":"Vacuum Formed Channel Letters"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":26,"formulas_count":38},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Retrieved Variables List {"data":{"sign_type_id":26,"variables_count":14},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500198":1.5893,"weight_material500198":0.588,"material501913":1.45,"weight_material501913":0.553,"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}},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable205":0,"variable206":0,"variable207":0,"variable208":0,"variable209":0,"variable210":0.75,"variable211":1.1,"variable212":1.2,"variable213":0,"variable214":0,"variable215":0,"variable216":0,"variable217":0,"variable218":0}},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Merged variable items {"data":{"variables_count":14,"items_count_after_merge":52},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Sorted items collection {"data":{"items_count":52,"first_item":{"type":"material","id":671,"expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable212, 0 )","dense_weight_expression":null,"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Back.","sequence_no":1},"last_item":{"type":"variable","id":218,"expression":"(((totalCost - var_formula217) * variable211) * 1.66) + var_formula217","dense_weight_expression":null,"name":"Total Cost","var_name":"variable218","price":null,"description":null,"sequence_no":null}},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Initializing MathExecutor {"data":{"variables_count":194},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: MathExecutor variables set {"data":{"variables_count":194},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable212, 0 )","result":"0"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_less_than_24_inches, material501880 * nested_area * variable212, 0 )","result":"48.5707836"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"material501060 * variable212 * (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign )","result":36.8814591},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"nested_area * material500730 * variable212","result":55.983232799999996},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 22g Brushed Silver 4 ft x 8 ft Pakistan","expression":"0.75 / 12 * perimeter_of_sign * material500198 * variable212","result":6.607117424999999},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","expression":"nested_area * material501913 * variable212","result":29.214599999999997},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior, 0, nested_area * 10 * material502468 )","result":"64.15459"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","result":"0"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, material502203 , 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, material502204 + material502203 , 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_exterior && nested_area * 10 <= 70, material502204 , 0 )","result":"0"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, material502203 , 0 )","result":"0"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, material502206 * 2.5 * no_of_letters )","result":"5.572"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0 )","result":"0"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0 )","result":"0"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0 )","result":"0"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0 )","result":"0"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, material171 * 2.5 * no_of_letters, 0 )","result":"0"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] 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":7.484823489},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] 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":0.59446911875},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] 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":5.670320825},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( 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":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( 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":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] 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":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( 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":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098 )","result":"11.6538851"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * material502131 )","result":"5.65600035"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] 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":"7.573137"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * material501680 )","result":"0.6042608"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous cost","expression":"0.2 * ( formula690 + formula691 + formula692 + formula693 + formula694 + formula695 + formula696 + formula697 + formula698 + formula699 + formula700 )","result":7.84737933655},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Vinyl 3630-26 3M Pakistan","expression":"nested_area * material502428","result":29.683041},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable210 * nested_area","result":12.5925},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable212 * ( 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":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2.5 mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable212 * ( 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":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable212 * (  (  (  (  ( 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":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula executed successfully {"data":{"name":"Mold Cost","expression":"min( max(nested_area * 15, 250), 500)","result":251.85},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Total Cost formula detected {"data":{"item_id":218},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Formula calculations completed {"data":{"total_items":52,"successful_calculations":51,"errors_count":0},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":629.8028999443,"totalDenseWeight_before_formula":0},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Total Cost formula executed {"data":{"formula":"(((totalCost - var_formula217) * variable211) * 1.66) + var_formula217","computed_totalCost":941.9919952982917},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Vacuum Formed Channel Letters","objects_count":8,"totalDenseWeight":0},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":8,"sign_depth":"3"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":23.84,"height":20.09,"depth":"3"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":35.89,"height":19.02,"depth":"3"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":16.34,"height":19.02,"depth":"3"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":17.41,"height":19.02,"depth":"3"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":19.29,"height":20.09,"depth":"3"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":8.57,"height":8.84,"depth":"3"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":8.3,"height":8.84,"depth":"3"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:23] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":8.84,"height":8.84,"depth":"3"},"timestamp":"2026-02-26 08:49:23"} 
[2026-02-26 08:49:35] local.ERROR: 3D Bin Packing API exception {"data":{"exception_message":"Exception during 3D Bin Packing API call: cURL error 28: Resolving timed out after 10009 milliseconds (see https://curl.haxx.se/libcurl/c/libcurl-errors.html) for https://global-api.3dbinpacking.com/packer/findBinSize"},"timestamp":"2026-02-26 08:49:35"} 
[2026-02-26 08:49:51] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"3","sign_type":"Vacuum Formed Channel Letters","mounting_type":"Flush/Stud mounted","quotationId":"890","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"c777db55-4a2b-4884-9a02-e31590d9986e\",\"width\":23.84,\"perimeter\":111.77,\"height\":20.09,\"area\":305,\"image\":\"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\",\"boxArea\":\"478.95\"},{\"id\":\"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75\",\"width\":35.89,\"perimeter\":134.83,\"height\":19.02,\"area\":314.58,\"image\":\"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\",\"boxArea\":\"682.63\"},{\"id\":\"a9b74029-8072-4a3e-95ca-c2c8fb7e2174\",\"width\":16.34,\"perimeter\":68.7,\"height\":19.02,\"area\":116.3,\"image\":\"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\",\"boxArea\":\"310.79\"},{\"id\":\"d56d2bd5-acff-40b7-8def-a0e3f9d26166\",\"width\":17.41,\"perimeter\":116.35,\"height\":19.02,\"area\":210.61,\"image\":\"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\",\"boxArea\":\"331.14\"},{\"id\":\"3efd0d3a-d39b-430d-ac24-f739174f76ee\",\"width\":19.29,\"perimeter\":102.66,\"height\":20.09,\"area\":183.57,\"image\":\"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\",\"boxArea\":\"387.54\"},{\"id\":\"667d00b5-eda9-4102-8bd9-69bb5edec87c\",\"width\":8.57,\"perimeter\":52.67,\"height\":8.84,\"area\":54.03,\"image\":\"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\",\"boxArea\":\"75.76\"},{\"id\":\"f2422696-a77d-4cac-98b3-c7355ee4a776\",\"width\":8.3,\"perimeter\":44.79,\"height\":8.84,\"area\":41.72,\"image\":\"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\",\"boxArea\":\"73.37\"},{\"id\":\"e3dae87b-f162-47b2-a3e0-8378209fffbd\",\"width\":8.84,\"perimeter\":33.34,\"height\":8.84,\"area\":31.5,\"image\":\"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\",\"boxArea\":\"78.15\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34"}},"timestamp":"2026-02-26 08:49:51"} 
[2026-02-26 08:49:52] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Vacuum Formed Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Looking up SignType {"data":{"sign_type":"Vacuum Formed Channel Letters"},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":26,"formulas_count":38},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Retrieved Variables List {"data":{"sign_type_id":26,"variables_count":14},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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,"material500198":1.5893,"weight_material500198":0.588,"material501913":1.45,"weight_material501913":0.553,"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}},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable205":0,"variable206":0,"variable207":0,"variable208":0,"variable209":0,"variable210":0.75,"variable211":1.1,"variable212":1.2,"variable213":0,"variable214":0,"variable215":0,"variable216":0,"variable217":0,"variable218":0}},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Merged variable items {"data":{"variables_count":14,"items_count_after_merge":52},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Sorted items collection {"data":{"items_count":52,"first_item":{"type":"material","id":671,"expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable212, 0 )","dense_weight_expression":null,"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Back.","sequence_no":1},"last_item":{"type":"variable","id":218,"expression":"(((totalCost - var_formula217) * variable211) * 1.66) + var_formula217","dense_weight_expression":null,"name":"Total Cost","var_name":"variable218","price":null,"description":null,"sequence_no":null}},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Initializing MathExecutor {"data":{"variables_count":194},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: MathExecutor variables set {"data":{"variables_count":194},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable212, 0 )","result":"0"},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_less_than_24_inches, material501880 * nested_area * variable212, 0 )","result":"48.5707836"},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"material501060 * variable212 * (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign )","result":36.8814591},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"nested_area * material500730 * variable212","result":55.983232799999996},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 22g Brushed Silver 4 ft x 8 ft Pakistan","expression":"0.75 / 12 * perimeter_of_sign * material500198 * variable212","result":6.607117424999999},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","expression":"nested_area * material501913 * variable212","result":29.214599999999997},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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":"64.15459"},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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":"40.6093"},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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":"0"},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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":"5.572"},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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":7.484823489},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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":0.59446911875},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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":5.670320825},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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 ) + (  (  ( 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":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( 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":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( 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":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098 )","result":"11.6538851"},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * material502131 )","result":"5.65600035"},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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":"7.573137"},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * material501680 )","result":"0.6042608"},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous cost","expression":"0.2 * ( formula690 + formula691 + formula692 + formula693 + formula694 + formula695 + formula696 + formula697 + formula698 + formula699 + formula700 )","result":7.84737933655},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Formula executed successfully {"data":{"name":"Vinyl 3630-26 3M Pakistan","expression":"nested_area * material502428","result":29.683041},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable210 * nested_area","result":12.5925},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] 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":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable212 * ( 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":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2.5 mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable212 * ( 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":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable212 * (  (  (  (  ( 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":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Formula executed successfully {"data":{"name":"Mold Cost","expression":"min( max(nested_area * 15, 250), 500)","result":251.85},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Total Cost formula detected {"data":{"item_id":218},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Formula calculations completed {"data":{"total_items":52,"successful_calculations":51,"errors_count":0},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":629.8028999443,"totalDenseWeight_before_formula":0},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Total Cost formula executed {"data":{"formula":"(((totalCost - var_formula217) * variable211) * 1.66) + var_formula217","computed_totalCost":941.9919952982917},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Vacuum Formed Channel Letters","objects_count":8,"totalDenseWeight":0},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":8,"sign_depth":"3"},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":23.84,"height":20.09,"depth":"3"},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":35.89,"height":19.02,"depth":"3"},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":16.34,"height":19.02,"depth":"3"},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":17.41,"height":19.02,"depth":"3"},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":19.29,"height":20.09,"depth":"3"},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":8.57,"height":8.84,"depth":"3"},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":8.3,"height":8.84,"depth":"3"},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":8.84,"height":8.84,"depth":"3"},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1772095792_3debb255f4896b2ac90318d05cb2ccf3","bins_packed":[{"bin_data":{"w":36.19,"h":20.39,"d":13.2,"id":"unique","used_space":84.6204,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.39,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/d6ea06d4efae015ba3689f827a180571/1772095792-9132-3746760.svg","items":[{"id":"item-2","w":36.19,"h":19.32,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/d6ea06d4efae015ba3689f827a180571/1772095792-9126-6964294.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":24.14,"h":20.39,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/d6ea06d4efae015ba3689f827a180571/1772095792-9128-4311014.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":9.14,"h":9.14,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/d6ea06d4efae015ba3689f827a180571/1772095792-9128-6746827.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.59,"h":20.39,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/d6ea06d4efae015ba3689f827a180571/1772095792-9129-5269361.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":8.6,"h":9.14,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/d6ea06d4efae015ba3689f827a180571/1772095792-913-5552640.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":8.87,"h":9.14,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/d6ea06d4efae015ba3689f827a180571/1772095792-913-5779935.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":17.71,"h":19.32,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/d6ea06d4efae015ba3689f827a180571/1772095792-9131-5341896.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":16.64,"h":19.32,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/d6ea06d4efae015ba3689f827a180571/1772095792-9132-1306450.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-02-26 08:49:52"} 
[2026-02-26 08:49:52] local.INFO: Box added from packed bin {"data":{"length":13.2,"width":36.19,"height":20.39,"denseWeight":0},"timestamp":"2026-02-26 08:49:52"} 
[2026-02-26 08:50:00] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":15.2,"width":38.19,"height":22.64},"quantity":1,"denseWeight":1}],"cheapestShippingCost":461.08,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":560.005,"tariffAndDS":560.005,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":906.5619674999999,"totalShipmentCostFormula":"((tariffAndDS (560.005) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 906.56","careerDDPValue":0,"warnings":[]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":318.53000000000003,"tariffAndDS":318.53000000000003,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":545.9190550000001,"totalShipmentCostFormula":"((tariffAndDS (318.53) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 545.92","careerDDPValue":0,"warnings":[]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":438.35,"tariffAndDS":438.35,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":673.74395,"totalShipmentCostFormula":"(( tariffAndDS (438.35) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 673.74395","careerDDPValue":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":"409.08","tariffAndDS":409.08,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":461.08,"totalShipmentCostFormula":"(((tariffAndDS (409.08) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 461.08","careerDDPValue":0,"warnings":[]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":364.45,"tariffAndDS":364.45,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":548.20054375,"totalShipmentCostFormula":"(((tariffAndDS (364.45) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 548.20054375","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":885,"tariffAndDS":885,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":885,"totalShipmentCostFormula":"((tariffAndDS (885) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 885","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":413.99,"tariffAndDS":413.99,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":622.40527125,"totalShipmentCostFormula":"(((tariffAndDS (413.99) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 622.40527125","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":462.33,"tariffAndDS":462.33,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":694.8125487499999,"totalShipmentCostFormula":"(((tariffAndDS (462.33) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 694.81254875","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":364.45,"tariffAndDS":364.45,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":548.20054375,"totalShipmentCostFormula":"(((tariffAndDS (364.45) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 548.20054375","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-02-26 08:50:00"} 
[2026-02-26 08:50:00] local.INFO: Yes Factor Founded {"data":{"sign_type":"Vacuum Formed Channel Letters","productCostFactor":"1.00"},"timestamp":"2026-02-26 08:50:00"} 
[2026-02-26 08:50:00] local.INFO: Product cost factor determined {"data":{"sign_type":"Vacuum Formed Channel Letters","productCostFactor":"1.00"},"timestamp":"2026-02-26 08:50:00"} 
[2026-02-26 08:50:00] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"31.34","sign_depth":"3","sign_type":"Vacuum Formed Channel Letters","processed_sign_type":"Vacuum Formed Channel Letters","sideViewImage":null,"mounting_type":"Flush/Stud mounted","combined_production_cost_usd":950.0,"total_production_cost":950.0,"totalDenseWeight":0,"totalVolumetricWeight":43.5,"bin_packing_result":{"response":{"id":"1772095792_3debb255f4896b2ac90318d05cb2ccf3","bins_packed":[{"bin_data":{"w":36.19,"h":20.39,"d":13.2,"id":"unique","used_space":84.6204,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.39,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/d6ea06d4efae015ba3689f827a180571/1772095792-9132-3746760.svg","items":[{"id":"item-2","w":36.19,"h":19.32,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/d6ea06d4efae015ba3689f827a180571/1772095792-9126-6964294.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":24.14,"h":20.39,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/d6ea06d4efae015ba3689f827a180571/1772095792-9128-4311014.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":9.14,"h":9.14,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/d6ea06d4efae015ba3689f827a180571/1772095792-9128-6746827.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.59,"h":20.39,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/d6ea06d4efae015ba3689f827a180571/1772095792-9129-5269361.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":8.6,"h":9.14,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/d6ea06d4efae015ba3689f827a180571/1772095792-913-5552640.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":8.87,"h":9.14,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/d6ea06d4efae015ba3689f827a180571/1772095792-913-5779935.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":17.71,"h":19.32,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/d6ea06d4efae015ba3689f827a180571/1772095792-9131-5341896.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":16.64,"h":19.32,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/d6ea06d4efae015ba3689f827a180571/1772095792-9132-1306450.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":560.005,"tariffAndDS":560.005,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":906.5619674999999,"totalShipmentCostFormula":"((tariffAndDS (560.005) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 906.56","careerDDPValue":0,"warnings":[]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":318.53000000000003,"tariffAndDS":318.53000000000003,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":545.9190550000001,"totalShipmentCostFormula":"((tariffAndDS (318.53) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 545.92","careerDDPValue":0,"warnings":[]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":438.35,"tariffAndDS":438.35,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":673.74395,"totalShipmentCostFormula":"(( tariffAndDS (438.35) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 673.74395","careerDDPValue":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":"409.08","tariffAndDS":409.08,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":461.08,"totalShipmentCostFormula":"(((tariffAndDS (409.08) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 461.08","careerDDPValue":0,"warnings":[]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":364.45,"tariffAndDS":364.45,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":548.20054375,"totalShipmentCostFormula":"(((tariffAndDS (364.45) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 548.20054375","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":885,"tariffAndDS":885,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":885,"totalShipmentCostFormula":"((tariffAndDS (885) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 885","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":413.99,"tariffAndDS":413.99,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":622.40527125,"totalShipmentCostFormula":"(((tariffAndDS (413.99) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 622.40527125","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":462.33,"tariffAndDS":462.33,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":694.8125487499999,"totalShipmentCostFormula":"(((tariffAndDS (462.33) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 694.81254875","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":364.45,"tariffAndDS":364.45,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":548.20054375,"totalShipmentCostFormula":"(((tariffAndDS (364.45) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 548.20054375","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]}}},"cheapest_shipping_cost_usd":470.0,"totalCost":1420.0,"productionResults":[{"material_id":671,"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":672,"dense_weight_expression":0,"result":"48.5707836","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":"Aluminium 12 G / 0.08 inch - Corrosion-resistant, and Durable for Sign Back.","sequence_no":2},{"material_id":673,"dense_weight_expression":0,"result":36.8814591,"sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"Aluminium 14 G / 0.074 inch - Corrosion-resistant, and Durable for Sign Returns.","sequence_no":3},{"material_id":674,"dense_weight_expression":0,"result":55.983232799999996,"sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":"Stainless Steel 14 G / 0.075 inch - Trim Cap","sequence_no":4},{"material_id":675,"dense_weight_expression":0,"result":6.607117424999999,"sign_material":"SS Sheet 22g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":676,"dense_weight_expression":0,"result":29.214599999999997,"sign_material":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","description":"White Acrylic 5mm / 0.196 inch - Ideal Light Diffusion for Sign Face.","sequence_no":6},{"material_id":677,"dense_weight_expression":0,"result":"64.15459","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC, IP65, 0.72–1.2W per module","sequence_no":7},{"material_id":678,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":679,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":680,"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":205,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":206,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":681,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":682,"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":207,"dense_weight_expression":0,"result":"40.6093","sign_material":"Power Supply 15A-10+5","description":"Power Supply 15A–(10A+5A) UL Certified – 12V DC output (10A + 5A split), 180W total, UL certified.","sequence_no":15},{"variable_id":208,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":16},{"material_id":683,"dense_weight_expression":0,"result":"5.572","sign_material":"Wire 18g UL UL Certified Red & White China","description":"Wire 18 Gauge (Red & White) UL Certified – 18 AWG stranded copper, 300V, PVC insulated, UL-approved.","sequence_no":17},{"material_id":684,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":685,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":686,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":687,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":688,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":689,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":690,"dense_weight_expression":0,"result":7.484823489,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":691,"dense_weight_expression":0,"result":0.59446911875,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":692,"dense_weight_expression":0,"result":5.670320825,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":693,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":694,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":695,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":696,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":697,"dense_weight_expression":0,"result":"11.6538851","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":698,"dense_weight_expression":0,"result":"5.65600035","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":32},{"material_id":699,"dense_weight_expression":0,"result":"7.573137","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":700,"dense_weight_expression":0,"result":"0.6042608","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"variable_id":209,"dense_weight_expression":0,"result":7.84737933655,"sign_material":"Paint Miscellaneous cost","description":null,"sequence_no":35},{"material_id":701,"dense_weight_expression":0,"result":29.683041,"sign_material":"Vinyl 3630-26 3M Pakistan","description":null,"sequence_no":36},{"variable_id":210,"dense_weight_expression":0,"result":12.5925,"sign_material":"Packaging/Box Making","description":"Custom Packaging with 3–5 ply corrugated boxes with inner foam/styro and stretch wrap.","sequence_no":37},{"material_id":702,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":38},{"material_id":703,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":39},{"material_id":704,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":40},{"material_id":705,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":41},{"material_id":706,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":42},{"material_id":707,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":43},{"material_id":708,"dense_weight_expression":0,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":44},{"variable_id":211,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":45},{"variable_id":212,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":46},{"variable_id":213,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud Mount","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":47},{"variable_id":214,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":48},{"variable_id":215,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2.5 mm)","description":null,"sequence_no":49},{"variable_id":216,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":50},{"variable_id":217,"dense_weight_expression":0,"result":251.85,"sign_material":"Mold Cost","description":null,"sequence_no":51},{"variable_id":218,"dense_weight_expression":0,"result":941.9919952982917,"sign_material":"Total Cost","description":null,"sequence_no":null}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Vacuum Formed Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":25,"testDenseWeight":0},"timestamp":"2026-02-26 08:50:00"} 
[2026-02-26 08:50:00] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 08:50:00"} 
[2026-02-26 08:50:02] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-02-26 08:50:02"} 
[2026-02-26 08:50:02] local.INFO: Incoming Request {"data":{"sign_type_name":"Vacuum Formed Channel Letters","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":31.34,"sign_width":"120","dimensions":[{"id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84},{"id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89},{"id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34},{"id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41},{"id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29},{"id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57},{"id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3},{"id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84}]},"timestamp":"2026-02-26 08:50:02"} 
[2026-02-26 08:50:02] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-02-26 08:50:02"} 
[2026-02-26 08:50:02] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Vacuum Formed Channel Letters","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":31.34,"sign_width":"120","dimensions":[{"id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84},{"id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89},{"id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34},{"id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41},{"id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29},{"id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57},{"id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3},{"id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84}]}},"timestamp":"2026-02-26 08:50:02"} 
[2026-02-26 08:50:02] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Vacuum Formed Channel Letters"},"timestamp":"2026-02-26 08:50:02"} 
[2026-02-26 08:50:02] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":26},"timestamp":"2026-02-26 08:50:02"} 
[2026-02-26 08:50:02] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":26},"timestamp":"2026-02-26 08:50:02"} 
[2026-02-26 08:50:02] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-02-26 08:50:02"} 
[2026-02-26 08:50:02] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":26},"timestamp":"2026-02-26 08:50:02"} 
[2026-02-26 08:50:02] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Vacuum Formed Channel Letters","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":31.34,"sign_width":"120","shipping_weight":43.5,"shape":"rectangular","dimensions":[{"id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84},{"id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89},{"id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34},{"id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41},{"id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29},{"id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57},{"id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3},{"id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84}]}},"timestamp":"2026-02-26 08:50:02"} 
[2026-02-26 08:50:02] local.INFO: Validation Passed {"data":[],"timestamp":"2026-02-26 08:50:02"} 
[2026-02-26 08:50:02] local.INFO: Input Parameters {"data":{"dimensions_count":8,"shape":"rectangular"},"timestamp":"2026-02-26 08:50:02"} 
[2026-02-26 08:50:02] 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","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"}},"timestamp":"2026-02-26 08:50:02"} 
[2026-02-26 08:50:02] local.INFO: Sign Type Lookup {"data":{"sign_type":"Vacuum Formed Channel Letters","found":true,"sign_type_id":26},"timestamp":"2026-02-26 08:50:02"} 
[2026-02-26 08:50:02] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":26,"has_module":false},"timestamp":"2026-02-26 08:50:02"} 
[2026-02-26 08:50:02] local.ERROR: USA Workshop Module Missing {"data":{"sign_type_id":26},"timestamp":"2026-02-26 08:50:02"} 
[2026-02-26 08:54:15] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"3","sign_type":"Standard Face Lit Letters - Plastic Trim","mounting_type":"Flush/Stud mounted","quotationId":"890","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"c777db55-4a2b-4884-9a02-e31590d9986e\",\"width\":23.84,\"perimeter\":111.77,\"height\":20.09,\"area\":305,\"image\":\"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\",\"boxArea\":\"478.95\"},{\"id\":\"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75\",\"width\":35.89,\"perimeter\":134.83,\"height\":19.02,\"area\":314.58,\"image\":\"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\",\"boxArea\":\"682.63\"},{\"id\":\"a9b74029-8072-4a3e-95ca-c2c8fb7e2174\",\"width\":16.34,\"perimeter\":68.7,\"height\":19.02,\"area\":116.3,\"image\":\"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\",\"boxArea\":\"310.79\"},{\"id\":\"d56d2bd5-acff-40b7-8def-a0e3f9d26166\",\"width\":17.41,\"perimeter\":116.35,\"height\":19.02,\"area\":210.61,\"image\":\"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\",\"boxArea\":\"331.14\"},{\"id\":\"3efd0d3a-d39b-430d-ac24-f739174f76ee\",\"width\":19.29,\"perimeter\":102.66,\"height\":20.09,\"area\":183.57,\"image\":\"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\",\"boxArea\":\"387.54\"},{\"id\":\"667d00b5-eda9-4102-8bd9-69bb5edec87c\",\"width\":8.57,\"perimeter\":52.67,\"height\":8.84,\"area\":54.03,\"image\":\"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\",\"boxArea\":\"75.76\"},{\"id\":\"f2422696-a77d-4cac-98b3-c7355ee4a776\",\"width\":8.3,\"perimeter\":44.79,\"height\":8.84,\"area\":41.72,\"image\":\"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\",\"boxArea\":\"73.37\"},{\"id\":\"e3dae87b-f162-47b2-a3e0-8378209fffbd\",\"width\":8.84,\"perimeter\":33.34,\"height\":8.84,\"area\":31.5,\"image\":\"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\",\"boxArea\":\"78.15\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34"}},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] 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","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Looking up SignType {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":24,"formulas_count":37},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Retrieved Variables List {"data":{"sign_type_id":24,"variables_count":13},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] 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":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] 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":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Merged material items {"data":{"formulas_count":37,"items_count_after_merge":37},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Merged variable items {"data":{"variables_count":13,"items_count_after_merge":50},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] 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":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Initializing MathExecutor {"data":{"variables_count":189},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: MathExecutor variables set {"data":{"variables_count":189},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Trimp Cap T401A UL Certified Red Italy","dense_weight_expression":"weight_material502185 / 3.2 * nested_area","itemDenseWeight":0.24660312499999998},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"Trimp Cap T401A UL Certified Red Italy","expression":"perimeter_of_sign * material502185 * variable186 / 3.2","result":36.748011375},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] 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":6.9703225},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] 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":40.0875303},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] 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":4.8276900000000005},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","expression":"nested_area * material501913 * variable186","result":29.214599999999997},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] 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":5.49117},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] 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":74.1869508},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] 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":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, occupied_area * 10 * weight_material502468 )","itemDenseWeight":"0.6984"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior, 0, nested_area * 10 * material502468 )","result":"64.15459"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","result":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, material502203 , 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 + weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, material502204  + material502203 , 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, material502204 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_exterior && nested_area * 10 <= 70, material502204 , 0 )","result":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, material502203 , 0 )","result":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502203 + weight_material502204 , 0 )","itemDenseWeight":"1.298"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, material502203 + material502204 , 0 )","result":"40.6093"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502204 * 2, 0 )","result":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.08"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, material502206 * 2.5 * no_of_letters )","result":"5.572"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0 )","result":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0 )","result":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0 )","result":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0 )","result":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, material171 * 2.5 * no_of_letters, 0 )","result":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] 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":0.007484823489},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] 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":7.484823489},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] 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":0.00059446911875},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] 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":0.59446911875},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] 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":0.005670320825},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] 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":5.670320825},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( 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":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( 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":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( 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":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( 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":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( 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":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] 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":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( 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":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( 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":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0116538851"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098 )","result":"11.6538851"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00565600035"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * material502131 )","result":"5.65600035"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.007573137"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] 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":"7.573137"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.0006042608"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * material501680 )","result":"0.6042608"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] 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":7.84737933655},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Vinyl 3630-26 3M Pakistan","dense_weight_expression":"weight_material502428 * occupied_area","itemDenseWeight":0.18333000000000002},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"Vinyl 3630-26 3M Pakistan","expression":"nested_area * material502428","result":29.683041},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable184 * nested_area","result":12.5925},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"12.7604"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074 , 0 )","itemDenseWeight":"6.8292670828493"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] 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":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] 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":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] 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":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] 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":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] 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":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] 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":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Total Cost formula detected {"data":{"item_id":191},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":380.93279949429996,"totalDenseWeight_before_formula":40.424419604532055},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable185","computed_totalCost":419.02607944373},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","objects_count":8,"totalDenseWeight":44.466861564985265},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":8,"sign_depth":"3"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":23.84,"height":20.09,"depth":"3"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":35.89,"height":19.02,"depth":"3"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":16.34,"height":19.02,"depth":"3"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":17.41,"height":19.02,"depth":"3"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":19.29,"height":20.09,"depth":"3"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":8.57,"height":8.84,"depth":"3"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":8.3,"height":8.84,"depth":"3"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:15] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":8.84,"height":8.84,"depth":"3"},"timestamp":"2026-02-26 08:54:15"} 
[2026-02-26 08:54:16] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1772096056_e513345eaf5e075b15c225097ec40e83","bins_packed":[{"bin_data":{"w":36.19,"h":20.39,"d":13.2,"id":"unique","used_space":84.6204,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.39,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/4b69b8c9880c571dd504d047de9978c8/1772096056-3871-6539896.svg","items":[{"id":"item-2","w":36.19,"h":19.32,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/4b69b8c9880c571dd504d047de9978c8/1772096056-3865-4484401.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":24.14,"h":20.39,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/4b69b8c9880c571dd504d047de9978c8/1772096056-3866-4323324.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":9.14,"h":9.14,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/4b69b8c9880c571dd504d047de9978c8/1772096056-3867-1298110.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.59,"h":20.39,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/4b69b8c9880c571dd504d047de9978c8/1772096056-3867-4723785.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":8.6,"h":9.14,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/4b69b8c9880c571dd504d047de9978c8/1772096056-3868-2257561.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":8.87,"h":9.14,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/4b69b8c9880c571dd504d047de9978c8/1772096056-3869-8005503.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":17.71,"h":19.32,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/4b69b8c9880c571dd504d047de9978c8/1772096056-387-3229411.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":16.64,"h":19.32,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/4b69b8c9880c571dd504d047de9978c8/1772096056-387-9874243.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-02-26 08:54:16"} 
[2026-02-26 08:54:16] local.INFO: Box added from packed bin {"data":{"length":13.2,"width":36.19,"height":20.39,"denseWeight":44.466861564985265},"timestamp":"2026-02-26 08:54:16"} 
[2026-02-26 08:54:16] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":15.2,"width":38.19,"height":22.64},"quantity":1,"denseWeight":44.466861564985265}],"cheapestShippingCost":470.49,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":44.466861564985265,"volumetricWeight":43.5,"higherWeight":44.466861564985265,"quantity":1}],"totalHigherWeight":44.466861564985265,"DS":0,"rate":572.7579040421556,"tariffAndDS":572.7579040421556,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":925.6084296869593,"totalShipmentCostFormula":"((tariffAndDS (572.75790404216) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 925.61","careerDDPValue":0,"warnings":[]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":44.466861564985265,"volumetricWeight":43.5,"higherWeight":44.466861564985265,"quantity":1}],"totalHigherWeight":44.466861564985265,"DS":0,"rate":325.60742665569217,"tariffAndDS":325.60742665569217,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":556.4891917102763,"totalShipmentCostFormula":"((tariffAndDS (325.60742665569) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 556.49","careerDDPValue":0,"warnings":[]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":44.466861564985265,"volumetricWeight":43.5,"higherWeight":44.466861564985265,"quantity":1}],"totalHigherWeight":44.466861564985265,"DS":0,"rate":432.68265073155,"tariffAndDS":432.68265073155,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":665.0332341743922,"totalShipmentCostFormula":"(( tariffAndDS (432.68265073155) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 665.03323417439","careerDDPValue":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":44.466861564985265,"volumetricWeight":43.5,"higherWeight":44.466861564985265,"quantity":1}],"totalHigherWeight":44.466861564985265,"DS":0,"rate":"418.49","tariffAndDS":418.49,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":470.49,"totalShipmentCostFormula":"(((tariffAndDS (418.49) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 470.49","careerDDPValue":0,"warnings":[]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":44.466861564985265,"volumetricWeight":43.5,"higherWeight":44.466861564985265,"quantity":1}],"totalHigherWeight":44.466861564985265,"DS":0,"rate":364.45,"tariffAndDS":364.45,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":548.20054375,"totalShipmentCostFormula":"(((tariffAndDS (364.45) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 548.20054375","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":44.466861564985265,"volumetricWeight":43.5,"higherWeight":44.466861564985265,"quantity":1}],"totalHigherWeight":44.466861564985265,"DS":0,"rate":894.6686156498527,"tariffAndDS":894.6686156498527,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":894.6686156498527,"totalShipmentCostFormula":"((tariffAndDS (894.66861564985) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 894.66861564985","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":44.466861564985265,"volumetricWeight":43.5,"higherWeight":44.466861564985265,"quantity":1}],"totalHigherWeight":44.466861564985265,"DS":0,"rate":421.36,"tariffAndDS":421.36,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":633.44461,"totalShipmentCostFormula":"(((tariffAndDS (421.36) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 633.44461","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":44.466861564985265,"volumetricWeight":43.5,"higherWeight":44.466861564985265,"quantity":1}],"totalHigherWeight":44.466861564985265,"DS":0,"rate":470.8,"tariffAndDS":470.8,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":707.4995499999999,"totalShipmentCostFormula":"(((tariffAndDS (470.8) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 707.49955","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":44.466861564985265,"volumetricWeight":43.5,"higherWeight":44.466861564985265,"quantity":1}],"totalHigherWeight":44.466861564985265,"DS":0,"rate":364.45,"tariffAndDS":364.45,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":548.20054375,"totalShipmentCostFormula":"(((tariffAndDS (364.45) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 548.20054375","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-02-26 08:54:16"} 
[2026-02-26 08:54:16] local.INFO: Yes Factor Founded {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","productCostFactor":"1.66"},"timestamp":"2026-02-26 08:54:16"} 
[2026-02-26 08:54:16] local.INFO: Product cost factor determined {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","productCostFactor":"1.66"},"timestamp":"2026-02-26 08:54:16"} 
[2026-02-26 08:54:16] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"31.34","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":420.0,"total_production_cost":700.0,"totalDenseWeight":44.466861564985265,"totalVolumetricWeight":43.5,"bin_packing_result":{"response":{"id":"1772096056_e513345eaf5e075b15c225097ec40e83","bins_packed":[{"bin_data":{"w":36.19,"h":20.39,"d":13.2,"id":"unique","used_space":84.6204,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.39,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/4b69b8c9880c571dd504d047de9978c8/1772096056-3871-6539896.svg","items":[{"id":"item-2","w":36.19,"h":19.32,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/4b69b8c9880c571dd504d047de9978c8/1772096056-3865-4484401.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":24.14,"h":20.39,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/4b69b8c9880c571dd504d047de9978c8/1772096056-3866-4323324.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":9.14,"h":9.14,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/4b69b8c9880c571dd504d047de9978c8/1772096056-3867-1298110.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.59,"h":20.39,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/4b69b8c9880c571dd504d047de9978c8/1772096056-3867-4723785.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":8.6,"h":9.14,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/4b69b8c9880c571dd504d047de9978c8/1772096056-3868-2257561.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":8.87,"h":9.14,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/4b69b8c9880c571dd504d047de9978c8/1772096056-3869-8005503.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":17.71,"h":19.32,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/4b69b8c9880c571dd504d047de9978c8/1772096056-387-3229411.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":16.64,"h":19.32,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/4b69b8c9880c571dd504d047de9978c8/1772096056-387-9874243.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":44.466861564985265,"volumetricWeight":43.5,"higherWeight":44.466861564985265,"quantity":1}],"totalHigherWeight":44.466861564985265,"DS":0,"rate":572.7579040421556,"tariffAndDS":572.7579040421556,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":925.6084296869593,"totalShipmentCostFormula":"((tariffAndDS (572.75790404216) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 925.61","careerDDPValue":0,"warnings":[]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":44.466861564985265,"volumetricWeight":43.5,"higherWeight":44.466861564985265,"quantity":1}],"totalHigherWeight":44.466861564985265,"DS":0,"rate":325.60742665569217,"tariffAndDS":325.60742665569217,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":556.4891917102763,"totalShipmentCostFormula":"((tariffAndDS (325.60742665569) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 556.49","careerDDPValue":0,"warnings":[]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":44.466861564985265,"volumetricWeight":43.5,"higherWeight":44.466861564985265,"quantity":1}],"totalHigherWeight":44.466861564985265,"DS":0,"rate":432.68265073155,"tariffAndDS":432.68265073155,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":665.0332341743922,"totalShipmentCostFormula":"(( tariffAndDS (432.68265073155) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 665.03323417439","careerDDPValue":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":44.466861564985265,"volumetricWeight":43.5,"higherWeight":44.466861564985265,"quantity":1}],"totalHigherWeight":44.466861564985265,"DS":0,"rate":"418.49","tariffAndDS":418.49,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":470.49,"totalShipmentCostFormula":"(((tariffAndDS (418.49) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 470.49","careerDDPValue":0,"warnings":[]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":44.466861564985265,"volumetricWeight":43.5,"higherWeight":44.466861564985265,"quantity":1}],"totalHigherWeight":44.466861564985265,"DS":0,"rate":364.45,"tariffAndDS":364.45,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":548.20054375,"totalShipmentCostFormula":"(((tariffAndDS (364.45) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 548.20054375","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":44.466861564985265,"volumetricWeight":43.5,"higherWeight":44.466861564985265,"quantity":1}],"totalHigherWeight":44.466861564985265,"DS":0,"rate":894.6686156498527,"tariffAndDS":894.6686156498527,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":894.6686156498527,"totalShipmentCostFormula":"((tariffAndDS (894.66861564985) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 894.66861564985","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":44.466861564985265,"volumetricWeight":43.5,"higherWeight":44.466861564985265,"quantity":1}],"totalHigherWeight":44.466861564985265,"DS":0,"rate":421.36,"tariffAndDS":421.36,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":633.44461,"totalShipmentCostFormula":"(((tariffAndDS (421.36) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 633.44461","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":44.466861564985265,"volumetricWeight":43.5,"higherWeight":44.466861564985265,"quantity":1}],"totalHigherWeight":44.466861564985265,"DS":0,"rate":470.8,"tariffAndDS":470.8,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":707.4995499999999,"totalShipmentCostFormula":"(((tariffAndDS (470.8) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 707.49955","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":44.466861564985265,"volumetricWeight":43.5,"higherWeight":44.466861564985265,"quantity":1}],"totalHigherWeight":44.466861564985265,"DS":0,"rate":364.45,"tariffAndDS":364.45,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":548.20054375,"totalShipmentCostFormula":"(((tariffAndDS (364.45) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 548.20054375","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]}}},"cheapest_shipping_cost_usd":480.0,"totalCost":1180.0,"productionResults":[{"material_id":640,"dense_weight_expression":0.24660312499999998,"result":36.748011375,"sign_material":"Trimp Cap T401A UL Certified Red Italy","description":"Precision-formed Jewelite Trim Cap  (T401A) - UL Ceritified","sequence_no":1},{"material_id":641,"dense_weight_expression":6.9703225,"result":40.0875303,"sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":"Aluminum 0.135 inch - Corrosion-resistant, and Durable for Sign Returns.","sequence_no":2},{"material_id":605,"dense_weight_expression":4.8276900000000005,"result":29.214599999999997,"sign_material":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","description":"White Acrylic 5mm / 0.196 inch - Ideal Light Diffusion for Sign Face.","sequence_no":3},{"material_id":607,"dense_weight_expression":5.49117,"result":74.1869508,"sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":"Aluminum  0.075 inch - Corrosion-resistant, and Durable for Sign Back.","sequence_no":4},{"material_id":642,"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":5},{"material_id":608,"dense_weight_expression":0.6984,"result":"64.15459","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC, IP65, 0.72–1.2W per module","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":1.298,"result":"40.6093","sign_material":"Power Supply 15A-10+5","description":"Power Supply 15A–(10A+5A) UL Certified – 12V DC output (10A + 5A split), 180W total, UL certified.","sequence_no":14},{"variable_id":182,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":15},{"material_id":614,"dense_weight_expression":1.08,"result":"5.572","sign_material":"Wire 18g UL UL Certified Red & White China","description":"Wire 18 Gauge (Red & White) UL Certified – 18 AWG stranded copper, 300V, PVC insulated, UL-approved.","sequence_no":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":0.007484823489,"result":7.484823489,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":23},{"material_id":622,"dense_weight_expression":0.00059446911875,"result":0.59446911875,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":24},{"material_id":623,"dense_weight_expression":0.005670320825,"result":5.670320825,"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":0.0116538851,"result":"11.6538851","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":629,"dense_weight_expression":0.00565600035,"result":"5.65600035","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":31},{"material_id":630,"dense_weight_expression":0.007573137,"result":"7.573137","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":32},{"material_id":631,"dense_weight_expression":0.0006042608,"result":"0.6042608","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":33},{"variable_id":183,"dense_weight_expression":0,"result":7.84737933655,"sign_material":"Paint Miscallaneous Cost","description":null,"sequence_no":34},{"material_id":632,"dense_weight_expression":0.18333000000000002,"result":29.683041,"sign_material":"Vinyl 3630-26 3M Pakistan","description":null,"sequence_no":35},{"variable_id":184,"dense_weight_expression":0,"result":12.5925,"sign_material":"Packaging/Box Making","description":"Custom Packaging with 3–5 ply corrugated boxes with inner foam/styro and stretch wrap.","sequence_no":36},{"material_id":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":12.7604,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":639,"dense_weight_expression":6.8292670828493,"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":44.466861564985265,"result":419.02607944373,"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","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":0},"timestamp":"2026-02-26 08:54:16"} 
[2026-02-26 08:54:16] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 08:54:16"} 
[2026-02-26 08:54:17] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Incoming Request {"data":{"sign_type_name":"Standard Face Lit Letters - Plastic Trim","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":31.34,"sign_width":"120","dimensions":[{"id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84},{"id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89},{"id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34},{"id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41},{"id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29},{"id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57},{"id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3},{"id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84}]},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] 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":31.34,"sign_width":"120","dimensions":[{"id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84},{"id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89},{"id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34},{"id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41},{"id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29},{"id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57},{"id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3},{"id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84}]}},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Standard Face Lit Letters - Plastic Trim"},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":24},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":24},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":24},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[3,5]}},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84},{"id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89},{"id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34},{"id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41},{"id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29},{"id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57},{"id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3},{"id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84}],"sign_height_raw":31.34,"sign_width_raw":"120"},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":32.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":24},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"45.00"},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Dimension Calculation {"data":{"dim_id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84,"ceilHeight":21.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":257,"sign_type_id":24,"heightOrWidth":"24.00","return":3,"price":105,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Dimension Calculation {"data":{"dim_id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89,"ceilHeight":20.0,"ceilWidth":36.0,"biggerDimension":36.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":281,"sign_type_id":24,"heightOrWidth":"36.00","return":3,"price":158,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Dimension Calculation {"data":{"dim_id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34,"ceilHeight":20.0,"ceilWidth":17.0,"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":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Dimension Calculation {"data":{"dim_id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41,"ceilHeight":20.0,"ceilWidth":18.0,"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":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Dimension Calculation {"data":{"dim_id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29,"ceilHeight":21.0,"ceilWidth":20.0,"biggerDimension":21.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":251,"sign_type_id":24,"heightOrWidth":"21.00","return":3,"price":92,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Dimension Calculation {"data":{"dim_id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57,"ceilHeight":9.0,"ceilWidth":9.0,"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":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Dimension Calculation {"data":{"dim_id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3,"ceilHeight":9.0,"ceilWidth":9.0,"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":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Dimension Calculation {"data":{"dim_id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84,"ceilHeight":9.0,"ceilWidth":9.0,"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":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":771,"result":[{"id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84,"depth":3,"price":105},{"id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89,"depth":3,"price":158},{"id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34,"depth":3,"price":88},{"id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41,"depth":3,"price":88},{"id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29,"depth":3,"price":92},{"id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57,"depth":3,"price":80},{"id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3,"depth":3,"price":80},{"id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84,"depth":3,"price":80}]},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Total Production Cost and Tax {"data":{"productionCost":919.47,"taxFactor":0.0887,"tax":81.556989},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":53.0},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":288.69064748201436,"shippingWeightInKG":130.9254637106641},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":130.9254637106641,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":771,"PSUCost":148.47,"tax":81.556989,"shippingRate":130,"miscellaenous":0,"signPrice":1131.026989},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Standard Face Lit Letters - Plastic Trim","TATdays":7},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Final dataResults entry added {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","sign_width":"120","sign_height":31.34,"sign_depth":3,"totalCost":1131.026989,"TATDays":7,"baseProductionCost":771,"productionCost":919.47,"PSUCost":148.47,"tax":81.556989,"shippingCost":130,"uniqueReturns_count":2,"objects_count":8},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Processing dimensions block {"data":{"return_value":5,"raw_dimensions":[{"id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84},{"id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89},{"id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34},{"id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41},{"id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29},{"id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57},{"id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3},{"id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84}],"sign_height_raw":31.34,"sign_width_raw":"120"},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Calculated sign dimensions {"data":{"sign_depth":5,"sign_height":32.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":24},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"45.00"},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Dimension Calculation {"data":{"dim_id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84,"ceilHeight":21.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":258,"sign_type_id":24,"heightOrWidth":"24.00","return":5,"price":105,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Dimension Calculation {"data":{"dim_id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89,"ceilHeight":20.0,"ceilWidth":36.0,"biggerDimension":36.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":282,"sign_type_id":24,"heightOrWidth":"36.00","return":5,"price":158,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Dimension Calculation {"data":{"dim_id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34,"ceilHeight":20.0,"ceilWidth":17.0,"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":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Dimension Calculation {"data":{"dim_id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41,"ceilHeight":20.0,"ceilWidth":18.0,"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":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Dimension Calculation {"data":{"dim_id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29,"ceilHeight":21.0,"ceilWidth":20.0,"biggerDimension":21.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":252,"sign_type_id":24,"heightOrWidth":"21.00","return":5,"price":92,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Dimension Calculation {"data":{"dim_id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57,"ceilHeight":9.0,"ceilWidth":9.0,"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":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Dimension Calculation {"data":{"dim_id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3,"ceilHeight":9.0,"ceilWidth":9.0,"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":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Dimension Calculation {"data":{"dim_id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84,"ceilHeight":9.0,"ceilWidth":9.0,"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":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":771,"result":[{"id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84,"depth":5,"price":105},{"id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89,"depth":5,"price":158},{"id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34,"depth":5,"price":88},{"id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41,"depth":5,"price":88},{"id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29,"depth":5,"price":92},{"id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57,"depth":5,"price":80},{"id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3,"depth":5,"price":80},{"id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84,"depth":5,"price":80}]},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Total Production Cost and Tax {"data":{"productionCost":919.47,"taxFactor":0.0887,"tax":81.556989},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":53.0},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":288.69064748201436,"shippingWeightInKG":130.9254637106641},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":130.9254637106641,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":771,"PSUCost":148.47,"tax":81.556989,"shippingRate":130,"miscellaenous":0,"signPrice":1131.026989},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Standard Face Lit Letters - Plastic Trim","TATdays":7},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: Final dataResults entry added {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","sign_width":"120","sign_height":31.34,"sign_depth":5,"totalCost":1131.026989,"TATDays":7,"baseProductionCost":771,"productionCost":919.47,"PSUCost":148.47,"tax":81.556989,"shippingCost":130,"uniqueReturns_count":2,"objects_count":8},"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:17] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 08:54:17"} 
[2026-02-26 08:54:18] 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":31.34,"sign_width":"120","shipping_weight":44.466861564985265,"shape":"rectangular","dimensions":[{"id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84},{"id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89},{"id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34},{"id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41},{"id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29},{"id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57},{"id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3},{"id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84}]}},"timestamp":"2026-02-26 08:54:18"} 
[2026-02-26 08:54:18] local.INFO: Validation Passed {"data":[],"timestamp":"2026-02-26 08:54:18"} 
[2026-02-26 08:54:18] local.INFO: Input Parameters {"data":{"dimensions_count":8,"shape":"rectangular"},"timestamp":"2026-02-26 08:54:18"} 
[2026-02-26 08:54:18] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","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"}},"timestamp":"2026-02-26 08:54:18"} 
[2026-02-26 08:54:18] local.INFO: Sign Type Lookup {"data":{"sign_type":"Standard Face Lit Letters - Plastic Trim","found":true,"sign_type_id":24},"timestamp":"2026-02-26 08:54:18"} 
[2026-02-26 08:54:18] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":24,"has_module":true},"timestamp":"2026-02-26 08:54:18"} 
[2026-02-26 08:54:18] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-02-26 08:54:18"} 
[2026-02-26 08:54:18] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":5.0},"timestamp":"2026-02-26 08:54:18"} 
[2026-02-26 08:54:18] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-02-26 08:54:18"} 
[2026-02-26 08:54:18] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":618.8000000000001,"dimensions_count":8},"timestamp":"2026-02-26 08:54:18"} 
[2026-02-26 08:54:24] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"3","sign_type":"Premium Face Lit Channel Letters - Metallic Trim","mounting_type":"Flush/Stud mounted","quotationId":"890","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"c777db55-4a2b-4884-9a02-e31590d9986e\",\"width\":23.84,\"perimeter\":111.77,\"height\":20.09,\"area\":305,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAAFkAAABLCAYAAAAbFSs/AAAgAElEQVR4AeXBCfzm93jo/c91fZffff9nJonYI5FYkzFIyEIImhKhrTW2cChiORIH7eGp4lh6qvSxVKkWVUt77A5KHaqWU416UG3NTOY/k1hSWkuJSjLzv+/f7/u9ruvcf9Ln5dWnreWZLK9z3m/5u4u/yGc/+oaY2kRNhZwThNPMGEplMS6Yl4GpT5RSISDCcHdUlVIyvXdEFSFQUXoEYU6tBULJuYKyIkzjiKCEOOEDSCHCmcYRVSWXYD4PhMDi28xIoAVnDtGx3pjPBxZtYNvWgeGQbWyZHcm2612H+SFHs+3QG6CqwjWI7N2zkz9+0wsil0yEoyoQ4BGoCAREGDkX3I06FDwCAcZxybatWxnHJSpKyZkAsiYgQITeG6rKMBswM8yMoVTcnVIK43Ikl4Sq0FqjlMLWrVswd5aLBbVm3BxRYZMEDLOBAxsHWJvN6L2TSkZCaL2zdethHHWL49h2wx1c/0bHU8ogXM1k756d8b43PZ9aC701aq2oCOO4JOeCuxEEEc4wDGzKKWFuJBW8G7VWNCXcjE3uzmw2ME4TKpBzppSCiLD/wAGudehhRDhTm3ALas20acLDqbXiHmzduoU2TYgACt6dTSKCu5FzJqeEimBmeDhmhogwzGYMOZOHyo23n8gNbn43tmy9ASvC1UD27tkZ733Dc0kq5JxQTfTeUVVySVg36lCYWmNWK92MlAQVJcLBg2EY6NYglE11qIgEgtBbQ5OSVHF3em/UWkk549YREbZs2cJiucGmtfka43LJpsCREDQpEU5OiW6GSkJVURVKSiwWC7Zu3YaHs9jYoNaKuZOTEgG1Dhxz/Mkceex9mK9tZUW4Csne9V3xgTc9D1UlpUREAEFKCVEQEQQQIKcMGqSU6FNDVZnPZ7TeEAG3YBgq3TrenGFWGceR2TBjsoaiRBgRwVArvXdyKaiCKIgo1jo5K21qrG1Zo3djHJeklFARSq2UlHE3NhYLcsmUnJkNM9wNEWGaJgQFEVQF74YmZb5tG7c4+SyOuMmJrAhXEdm7vis+/JZfR1URAQsjqSIiuDuzobDcWLJl6xbaODHMKiC4OyVnpjahqszmA611wp3woNSMu1FSodZCN2OaJtbmczwCM6P1kflshgDuRskZD6i1MI4jtVbcjAA8goQw1ErKSmuNTb13RARVRURwd2qpLKYJQcADAUotEIAKx+y4M7c48YFoSqwIVzLZu2dX/MkfPo+UE6Vk3J3ZrGLdCDNUBVBEAhElZWVT0kSthTY1em/knMm1sNhYUHKh1kzOmWlaMhsGNBWmtqTkjEWgCOGOqtB7R1XIOePuqCqtdXLOKEHNhWadaZwYZjOsd0SE2XyOm5FSYpomVIWIoNaB3g0IzJycE6VU9u+/nGGY0btx9PYTOO6OjyKXwopwJZJ967viI+94IZuyJtyclIVNApgZqgoSDHUAgaRKNyOJ4u4EAQHz+Qxzo5bCNE2ICuD01qjDjAhHVVEED2eohZQSvRtmnVorIoKKMLVGSgk8KCUT5ngE1o352pxpaph35mtrbGwsmA0D5oaZUUphWo50M+azAXdobaLUwlAHpjYSAUcfdzt2nHYOqsqKcCWRfeu74kNvfT5rszmbzJxundkw4GZoEqY2ccghhzIul+SUESCXTJsmIEiqgODurG2bY60z9QYO8/lAuOMRiCrz+ZxpuUAEzIyUEoKSkmLmlFqYpomcM9Y7KkLOGVXFzRHAIxARNCkpKRsbC2azAY9AAmqtjMuJ7p2kCTPD3amlknKi9YmUEq13jr3tGRx76lmsCFcS2be+K/78Pb9JTglRxawx9cbafAtunSQJUSHc0aSEO/P5nDY1RMHMQIRhGGhtopbCcrlAVck5k1MiwgmCTSKCAEEAQi2FCGitMQyVlBOtNRYbC0ourM1nuBsiQpsakpSSKx5O643ZbMZyY4PZbMY4jpRSSCmxWCypteLutN6ppWC9o5oQhZwzbWq4BHe4x5O57jG3YkW4Esi+9V3xF+/9v4lwhtmMaRoZasXMKDkTHqytzTmwcQARRRU0Jdo0kXNCBLo5OSdAKCWzXC4Y6oAQqCo5Z3prEIAqpSR679Q6sFxskFJhHJccsu0QNhYHUM3UWhiXE2vzgdYbdaj0qVNrZTktmQ0z9h84QKkFa50tW7ZwYOMA7sEwDIQ5OSdyziyWSzapJrob1jqqymw+Y5omth16OKfe/zmUMrAiHGRy4fqu+MsPvBx3o9ZCBEQ41ju1VqZpIiUhpUy4o0npZiRV6lCwbuSU0KREBOM0sqmkRE6JqTVqrYQbSROlDjTrqCpCMBsqfTKW45KSChYGCCkllssFEMxmMwhIOeHupJQYx5GcMqjQpkbJGSeICOowYL3TpolSCq01zIxhNmccJ3JSrBu1VjQpvRu3vtMvcMyt782KcJDJheu74i/f/1JEhAin1srGxgFqrZh1VBOqSkqJcVySSyI8yDkjKiRNdDOIoJaMe0clEQJEUGultYaKoEkhoJRCa51hVjlw4ACCkEthuVgwm81Ym89pvWOtk4oiCDllluOSiKDkwjiOlFIQURBhsVigqqSk5JTpvWHuzIYZU5tIqgRByYVpmujNyCXj7gzDwNrWrdzprOeTc2VFOIhk3/qu+PT7X0rJGVEhwhnHkWEYsN5JuRA4KQnDMNCnxnVvdASH3mA7REeTkHMmPKEqiAYRgWhGUDQBEWzxObJ1QcoLkgKS+Mdvb+OyAwdYLiGlRO1w1I2vz2VN8HCKBmUQtHVkyCBgG9/iO9/6ey75h68SvRHhbIxLIKh1wFqjlspiHElJUU24G/PZnMVywWwYmMYJUUFFQQQ3o/XGHe/7OI648R1ZEQ4iuXDvrvjU+15CzkoQJE2klPAIwh3VxDSNrK3NSVmRgJPudiJHbj+Hq5O78e2vr/MPF/w5X/vKLtbW5ozjRM6JqTVEFDMjwsm5QATNOgS4OXWo9G6ICKKKiHD0cbflhLs+kRXhIJJ967visx98GfP5nHG5RAS2btvCxmJJSoqZ03snwskp0Vvn9F+4Gzc67hyuCSKCL+/+ODs/9W56myi5EASbSsn0bgxDxcyZpoYquAXmhnuQUsa6MZvPqMMWznzUi1FV4SCSfeu74nMffBl1GCAMj0BFmKaJOlQEodSMu+PmtDZy6hl34ugdT+Sa5O/WP8wF53+Q1idUE5oTGxsL5vMZvXfMndkwsFgsSSVh5rSpUYeKdccjmA9r3O3Bz+aww6/PinCQyIV7d8fnP/wKWhuZz2aUUhinid6NtbUZbRqZz+e4OwgowvGnncBR2x/PNc1ffuBlfP3idcydUguqSjej907SDAIiQq2VxWID90BEyLlg1lESd7rP47jRMSezIhwkctG+C+JvP/IKeu+IgkrCwlmbr9HahBDUUphaI6WEm3PS6Sdx1PbHc03z1Ys+yV/92VtprVGGgghMU6OUipsxtcYwVKw7EUEdZiwXC6bWmQ8zzDp3/LmHc5Nj786KcJDIRXt3x86PvZLZbKC1xtQa89mccRxRFYZhYLFYklMiqVJLZcept+ZGx53DNc3G5f/Eh//omfTeSaUQEYzjSE6Z+XyNAwc2GJdLSq2szddYLJdEgJujSem9ccfTz+LYk+/LinCQyEX7dsfuT/wOtVR6bwTB1rWtfO/S77Ft2zY2XX755czqQCkFieA2dz6eG9zyMVzTRAR//Lon03tnsRiptSIIosI0TQRBTpVxGpnP5mwsFuSc6N2otVJK4cjj7sGpd38AK8JBIhfu3R1f+LOXU0plmiaSKjklmhlJE5oUc6fmQrNGEuGknzmZG97ysVzTRATvf/0vsXFgP+5O652hFESF3o21tTWW40gEtG5Y76ScWC6WlFIJ4M73OIvtJ9+PFeEgkYv2XRC7P/bbeARuzpatW9i/fz/z+RoC9N4IYDbMWC4XDEPl+NNO4IhbnsM1zXKxnz9+3S8xtkbOGSIgYLFYUGczJIRundl8xsZigQiYOTln3KD3iTMf9DiOPu5nWREOErlo3+646FOvo/eOmRERrM3XKCmxXC5JmoAAERCht4nb3e1Ejjj2HK5pvv61v+Gjb38lqSQQQRAWGwuCIKWMmTHUyjRNaEpYNyL4PlUlgHs+8Knc+NjbsyIcJHLRvt1x8WffwDQ1kghtmtBSGMeRUgopJSKCaWqUnAjghNNO4MjjHsc1zd984pXs+vzf4OY0a6gmci701nF3kiYinO5Oypk2NVrvzOdzzAwQzn7ySzn0sOuzIhwkctG+3bHzo79NTkogRAQSUEvBzDBzAienTAT0MO5w+h044rjHck3ynW+u86fv+C3aOOERTNNEN2NtbY1Nl1+2n1IrKgoqeAS9NQRhGGa4B9sOOZSzn/wKVJUV4SCRi/btjgs+8TuUnJlaB4Jxmlibz5mmCVVFEObzGa01VIUTTrs9Rxz7WK4pLr3km3z47S9iceAyRJXlODK2id4as/kaKso0TQx1wMxAoJuhknAz3B13uNUJJ3OvhzyDFeEgkov27Y7dn3gVOSVUFPNgsdxg29ZtRASiwrQcOexa1+Lyyy9HEE64ywnc6NhzuCa4+KLdfOYjr+fySy9hmiZqrZgHIXxfBJg5boEI32dmmDslV6beyUnp3bjP2U/h2NvehRXhIJKL9u6OPX/xuyRRIhzrRuud+XxOeGBuIMJysWA+n2MW3OHup3DELR/D1WUaN/j63/8tX975Sfbu2oX1Th0G2jQREZRSWY4TKSXcHREwc8wN60apldYbSRMhgoQwrBWe8IzXMcy2sCIcRHLh3t1xwcdfSTdjvjZnsbFBIMxncxaLBcNsoLfOP3MPbnDjI7n+0deByZFBEFUE8AhUtmKLDnUDUSUWgfZrwZbCtOsb6BECWeEyR45S4h8CbhDEfkiHJvwSx7/hyA0F+6dAtwnTCIs1Z1o0Dlx6Kd/6xtfZ2FjgHuScaa2hSSEgEHozPAwzo5ZKAO6ORUAE7k5KinUnpUzKiVNPO5M7nvloVoSDTC7cuzt2fvS3IQLNCRXBzFFNuDsRTvADSRPLcaLWyjQ1IhwRRUQRFfDACfDA3ImAYRhYLBYggrvTemdtPmdjsUGtFRFhmhrT1Ni6ZQu9d8ZxJNdK74Ym5QeE3jtDHWitYWaYBSJC7x0QzI2cMkFgZmhS3APVhJkhIpgZApg7wzAAwmxW+MWnvoJth16HFeFHcDM0JX5ccuHeXfGFj7wSx5GUsN5xd0op9N5xcw459FD2799Pb42UCiln3DrugYgAgrkTHogqi8WCYaj0bgy1gsBiMaKquDt1GGjTSC6F/ZfvZ5jNmFpjU86ZaZoQTYzLJbP5nGlqzGZzlssFgpBzpfdGRJBLpk0NSUprHdVETpnuRhKl9Ya7k1KCgO4dQhAg58w0NU6/33/k1LueyRWEf4eZ8c43/Bq3vv1J3ObE+wQ/IPw75KJ9u+OCP/89FosFpRRSKoQby3HJ2toal116gNlsYJomUkqICNM0Ye7klMi50LshCIZjboQ71p1SC9acnDOi0KaOuxMERBDAMMxoZozjRETgEcyGGVPrLBcLcs6IKCICBOaOpoyZEe4gQgC1VMZxgZujOTHUGW1qmBu9G7UUzA0zRxDcnFILx97mOO77iBegqqwIP8IX/ur98b63vIGI4JS73IMz7/8kUsqsCP8GuXDvrvjch15GHQbcjE1uwdQ6qgoRTK1ThkpvnVorEUGEs7GxYD6fsxyXCEKtA+M4QgTDMNCa0dpEBOSh0FvHzMi58APCOI2oKgS0ZogItVZQobWGBLgbIoqHEAQqwmK5pNaKmaFJEQSPgAhKKSwOjOSSIMAj0KT0ZtSSab2z6drXP4JHnPvrbN16GFcQ/h2XX3ZJvPG3n8b3/mk/EUF4cMe7nMLd7/t0Sh1YEf4VcuHeXfHp97+E2WzGuFxShwEPWCwX5FxorbGpTZ1aC906OWfcnVoq+/fvp9YBEcHMMHNIQimVxWLJDwg5J1SV/fv3s7ZlK0TQpoaZg4J1I8JJKSMokgTrBqKklBjHkfAAhTAHEXLOCDC1jpsDggiklNBcmNoEEaSUiAgQVgQ353pH3JiHPu5ZHHro9biC8CP8yTtfG5/71AfZFBGUXOjWuONd7sQZ9386ORdWhH9BLlzfFX/x3hcTCDlnUkpsLDYoubCpW6eUgnUDAbdARUCU3hsRQUoJM8cDgiDljJkholg3zAIRcA8ggABRujkiwmwYmNoEAbkU2tRovSEiBKCAuxOAu5NTQUQwd0opTONIypmsiY3lEhXBWRG+T0TY5Oagwm1ufyfOfMCTWFvbyhWEH+HLX/xCvPmVzwZVFEFTovdOKQVz56Q7352fP+vJrAj/gly4d3ec/97fBBFSTrg7vXVAiXAQIdxJKSEiGIGI0FqDAE2JTa11IoJcCn3qdDNKzpg5KSmtddwDVcE80KSMy4lhNmDdyDlh5jTrJBVa6wzDgFswTROIoKqoKiCEwDSOgJByIqdMuINA7wYKKoqZ4e6klDj82tfmrmc+gtuceDo/RPgRWpviD1/9y1z8pYtRVdydnDOtN2azOW5GBDzo0U9gx/H3ZkX4IbJvfVd86v0vIWmi9Y6bsUlE6b1Th8rGxpI6FHo3Sq2YORFB0sRynAgPai1064zjiIiSU8GsI6rklDF33I2UMhaOmzONI8Mww8Mwc1QV1YSKsBxHSqm4OeGOhSOqiAqCYm6ICG1qaFI2RQQRQa2VqU2ICIRwo6OO5rTT78FNtt+DOsy4gvBj+tyn3hEfes87EDYJvTdEhKQJVaF1A4KhDjzhGS/h2tc9mhXhCrJvfVd8/J2/TgApJcKDOgyM44S7ExEgQiD8QBARgFDrwHI50qYJBEqpTK2hqghCypnFYkEpFU1CuKMp0aaGqOJmgBDuBCCiuDk5Z5bLJSVnLAJNifBg6hMqirmRcyalhKoSEbg7EUFvnWsdfji32H47jr7JMdzg6OM5/LpHIyL8EOHH9N3vfCN+/6W/xDiNuDtJE+ZGyolxOVJqRQjCgwi41fHH8+DHvABZ4Qqyb31XfOydL0QA1URrHUmKR2DuhDsRgaCoZtAg3AkPujkiQrdORFBKxbpRSqH1ziZ3p3cn54S7k1QxDwRBBBBFCNyDTSIKBGYGIvQwkibcHFGhtcZsNqO1RkSQc6a1Rq0VEMyM613vhjzxV16NiPBDhJ/Cf3/zC2LnX3+eHwiSZqY2MQwD0zShSUmaICCAcOMXz3sGN7nlXVgRVmTf+q744FtewNp8TkSwXE4QRi6F3jsiyoH9G2zbdgitTTiwbdshHLLtMMwMj0BFEYTeO7VWzIxunU2qyvcFOMFQKxuLiZwSrXdySjR3SkrgToiAO53gku98k3GayDljZmxydyICVUU1ER603qil4BGICiqJc5/5Ug6/zjGsCD+lfXs+E29//YsY6sCBAweYzeZY75gbCNRSaa0hgEeQUsLM2L7j5jz08S9DVliRveu74mPvfDEICEprDTcnl4y7IwLmYO4IgoVxvwedyS1v/ziubBd84dP88VteRkQQEZgZKRUinKSJ5bik1kJrnZwzrTVUBdXEve7/WE65631YEX4K47iIP3zlU/jGN76DqiIihDvdDA9nNgyIJBaLDSKclAsCeARJE4972gs44sa3YUVk7/qu+PBbXkhEkFJiXC7IQ6X3jogiIuScGccJdweB+z/kHhx7+yfxQ4SDLzYOXM4r/+s5TFNDRAggqTKOE8NQmaYJVcHcKKVgPYAgp8T222znrEe/kBXhp3D+R98cH/vge+m9U2ultcYwDIzjSEqJTRGBiACCqhAR9NYwd37mjHtxxv2fworI3vVd8advexHmjgDTNJFLIdxBBDfDI0iaaL0jAvd78N3ZfvJ5rAhXrnjDbz2Nr331YkSETRGBiADBJndHRNmUUsLdEVVKzjz1ua9nvraNFeEn9IG3vCg+8+nzyTmzycMpuTCOIzllunVSSiD8QATuQUqJiOCwww7jqc99I5qSyN71XfHht/4GIoK5EwFuhoUjQM6Z8MA9aK0RwP0fdg92nHweK8KV7BMfek188s8+jIrSW8dxVBIQ5JTwAFXBzBARIACh987Z5/wqtzrhzqwIPyEzi4+867f47GfOx8wQEUSElJTWOr13cs6oKuFOShlzY5OIIKo84Zd/gxseuR3Zu74r3vfG5+HhEIGIEgEpJQgwczyCnBKqytQaD3z4Pdh+4rmsCFeyfXs/HW9/7W+yKafE1BpEYOHkXFBRxnFJTolcKm4dEcEjuP3Jd+a+j/i/WBF+cmHWefcfPo89f7sLEUUEIgLrRh0KvRsRgaqyKaWMm+FhqCYe8LBzuO0d7oPs3bMz3vMHz+MHBBFAFAg8gk29d2qthDvdnQeefQY7TjqXFeFKtv/yy+KVv/ZYltPEbBiIcCJgHEeSJjQpZsYwVKapkXKi9w4BhxxyCE957h9QyiD8dOKS73yD17/0aYzjCCKIgHVDVMi54O703hEEj6CUTO9GTonTTr8Xp9/nCcjePbvivW98AeGOiGBmaMlscnfcHXODAEEwN85+1M+x/aRzWRGufPGmVz6Fr3zpYlSVIMiaQAW3AIJ/1nsDhJQUEFQTv3ju07nxzU5lRfjpxCf+5FX8xcc/DgG5ZMZxJOeEe+DmpJwQwCMQEXrv1Fo59rhb8+DHvQBZ37Mz3vvGF4BDN0MVPAJUEBEEYdM4jpRSCOCss89gx0nnsiJcBc7/szfGx/7H+xEBEcHMcHc0JQjHPai1YmYQkHKitYaocsqpd+HnHvKfWRF+Sl/ee3780Wtfhqrg7qgqvXdKKfTeERFEFQW6dUAQUW5685vwyPNejqzv2Rlve82zgWA2mzFNE5uGOrBYLsg507uRkgKKe+ehj7w32098EivCVeDL+74Q/+21z6f3TikVEWhtQjQhQETg4WTNaFLa1PBwIoKt27bxtOe+ntl8q/BTuvgre+PNr3omBPTeGWYD0zgioogIqoq7k1IiPNCkhDvXvu7hnPurf4Cs79kZ73r9c4kINokq1jspJUDo1lFRkiY8HHfjIY+4F7c6+VxWhKvANC3jt5//WDYWG+RccDciAndHk2LdEQnMHBElJcXDEQR35yGP+U/c+nb3ZEX4KfzdVy6IN7/qOZgZZsYwVFrrDHXA3DAzRIXeOrVUPBx358gb3ZAn/MrrkPU9O+Mdr3sO7qCqiEAQbBKE3htb1rayWC5BIKnwoLPPYPtJ57IiXEXe9+bnx19//vOICLVWxuUIAiVnzJ2UEtM0oarknBERNCnTOHGzm9+SRz75JawIP4UL93wi3vr7r8DNKaWgIrTeEVFSUtyd1hoiggjUOjBNIze7+TE86j+9Ctm7Z1e86w+eR0QQEdQ60HvDzMg501ojpYR1AxE0KWc97O7sOPk8VoSryN6//pN411vegJmhqpg7EYEKK0IphdYaZkbOhZwTvXcgcA8e97RXcNRNbsqK8BP65Ad+Pz7x8Q/i7uSSadOEasK6McwG3IwA3J2IYDab09rIjtvejgc95vnI+p6d8dbXPJucMhGOqgBCmxqalCDorVNyARFyTjzwYXfnViedy4pwFbn0n74Rv/VrT0Ii8IDeG7VWeu/knIkICFBVVIXWO0kTHo6ocNIpp/LzD/sVVoSfwDQu4lUvfAKXXXopKSU2RQRmhqoiIqgqBIgKZoaI0HvnZ848k5/9+Scj63t2xlt+91cptWBmlFwIgmmcKKVgZogKbZwYZjPGceThj/55dpx8HivCVSf+6NW/whcvXMfdUU3krCDCuBxJKbHJzciloKq4O6qCe5BS4vG//Jtc/4ibsyL8mD79P98VH3z3m9k0DJWpTQiCiJBSwt3JOdNbQ1NCRLBuBMEDH34Ox9/hfsj6np3x3179TCKCXDIiQps6pRQQcOvklHFAABHhrIefwY6TzmVFuAp94a/eH+9842uYz2eYBd06tRbCHRFFVZnahHugIogIEUFKiYjg2B3beeg5v4GIsCL8CF++cE+8/fXPxczZtFgsyLkgCkkTrTdKLoQ7rXdSSpgZs/mc3jtPfPqLuOGNtiPre3bG21/7HEQEVcXcEATzjkpGVbBu5JKIAFXlrLPvwfYTn8SKcBXaOPC9+J0XPolxHIGgtY67k3Ki5IKZoZoIHAIQoU2NiKCWjANn3vehnHr62VxB+Ddc/OXPx7vf8HI2NjYIDxBwd0QEs04pld4687UZrXWCgIDeO6UU1ras8UvPfzMpZWR9z85422ueTUoJM8M9qDVj7oRDSkLvRkqJbsZQBx7w0J9lx8nnsiJcxf70vS+P/+eTfw6iqAhmHU0JMwcCAoZhYJomVJXwwHFqrfTWEVHuff97s+Oks1lb28qK8EMuv+y78emPfpDPnP9exmkk50xEoCmhImxyc4JAREgpYd0IAg+n5ELvjdPuenfOOOtprIis79kZb/29ZxER5JQJglIKrTU2uTsiwiYRAYIHP+JMdpx8HivCVezrX70oXvuyp5OSIiKklOjWUVEigtYapRQE6L0jqhCAQOudLfMtLJYbbDvkMI692Q6uc8Nj2HL4YWxccilf+9o+LrroC/Ru9N5JKQHCJhFwN1LKWO+UWlksFpRc0KxYNzQpBEzTyOOf8l855tiTWBFZ37Mz3vqaZ6GqCIKbgwSqid47CBCQUmKTJuXBD78n2098EivCVS8+8Jb/wuc+8wVEIefCNE7UWtjkbqSUGccRM6fWgpvT3Sg5kXMhIiACM8Mj8HByypRSEIFpbJgbORfCHQQiAk1KEqX1TskZc2eTiLJJgKlNXP+GR3DuM3+PlDIrIut7dsZbf/dZzOYzIBinCevGMAy4OaLCYrHBfL6GuxMRPOxR92b7iU9iRbgafO1Le+KNr342EYG74+7knDEzSslEgFkHBBHB3RERRJWkShAQMI4jOWfcnYggAmotRAQRgaiiIkN2HawAAAVoSURBVMxmAxsHNqjDwDRNuDualFoGxnGJihABqoJHcJ+zzuPEu9yTFWFF1vfsjHf+/nOJcHLOmDlBsElFUVWSKlNrRAQRwcMedW+Ou/1/ZEW4esSfvucVnP+Jj1JrpbVGrZWpTRBBzoXeO5oSpRTaNLEpwgEhIiilEuGYOZqUcCenhLsjqogI3QzcSTkjAuFB7x1EGIaBCGeaGhFBKYWI4JBDr8WTnvlqhmHOirAi63t2xjtf/1zCHE2JcTmSa4EI/pmqEgHmnaSJBz38DHacfB4rwtXke9/9x/iDlz+V/QeWmHdUFNVEuJNLZpom3IOcExFOa53ZMMPcCHcCEBFSSrgZmhJEsMkJwgMRwcwopdBaZ742Y7lYknLCzEmqRAQI3ycI93/EEzn+pHtzBWFF1vfsjLe/9jmoKiLCpjZOoIKI4GYggori7iDw0Efei1uf8mRWhKtPXPD5/8G73/L7uBnuzqZcMirKNE5sqrMB6x13R1Mi3BBR3J2UFPdAVYkIuhnCiggC9N6pdSDCiQhUFXNHAHNHRVAVRJQIZ8ettvOgx78YVWVFuIKs79kZb3vNsyFAkpA1s1gsyCVjvSOaEIGcMuaGu/PQ/3Avbn2HJ7MiXI1i5UPveTGf/eSnGaeJWivdjKSKiODupJQIdzQleu+UUkCEaRqptbLJzTAPBFBV3B1BQPi+cEdTQkRQVcZpgnBEE4oQBIcdeiiPftqLOPzaR3EF4QqyvmdnvON1zwEE94AILJyhVqapkZISARHObDaj985ZZ5/BjpPPZUW4mi02DsSbXvWf+cdvfhNBcJxwR0QxM1JKmBmlFCICCKbWGOoMs46qoJro3TAzSk4EoEkJD3o3ckm4OSJCRODu1Fqw7ng4KSkPf8IzuMX207iC8ENkfc/OeOvvPouUE5vCgzpUeu9EQBBYa5RaMTfCg4c+8l7sOPk8VoSrX3z3km/x39/wHP7+779FzonWO+FBzpmIIKWEdcPD+T4RclLMnJQSm3LOTOOEu6NJiYBaC+5GBKgq0zQhCCklRCACzJ17n/UI7njXh3AF4V+Q9Qt2xjte919IOWFmuBs5ZVrvpJwgBHcjIggCM+MRv/gL7DjlPFaEa4a45Ntf5W2vez7f+fZ3gWBTRCCq5JSICNwcd0eSEu54OCUXeu/UUtGkjONI7x1VRVVRVXrvaFJqqSyXS+pQmcaRYZhzt597OHf52QdyBeFfIesX7Iy3ve7ZCAICEkLgmDkiwqZaK5t676gqD3jo3bnNHZ7MinDNEd+95Ju8/62/wVe+eDEpJcyMlJRuhiDUWmlTY5gPbGxsgIMmIeeCmSEipJQIgk3WjQjHPcg5s8k9EAlyLvz8Q57I7U65J1cQ/g1yySXfiot2/yVuDdGCiBDeiOhomhERgPD/igU3veXNuN4Rp7AiXLPEcrnBh9/zWnZ//nwQMDPcDETYVGultw4CKsImcyflBA7NGjllckp0MyLArANC741hNnDTW9yC03/hPI486hiuIPw7JCJYCX5ywjVTsPLFfX/N+R96E1/60pcptZJTYjkuEYRNJRcQMOuYOaUUrHdQQULQrCRVWuuUUhjHkVtu38HtT7s/x+04BRHhCsKPIBHB/6bCrPPVi87nM5/8KF/+4j6mNuHmbJrP54zjiIigSSEEEaH1CRUlIhBNHH744dzmxLty3G3uzA2OvBk/RPgxSUTwv7HgCt/9zj/w1S99gW9+dRdf+dKXuPTSy1hsbCCimHWGYWC+tsbali0cedSNud4R2znqZju4/g1vSsqZHyL8hCQi+D9E8EPG5YI2bjAuRkSEYeuMkteow8C/Qvj/QSKC/4MF/1/CQfa/AHEPT5lTSc9XAAAAAElFTkSuQmCC\",\"boxArea\":\"478.95\"},{\"id\":\"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75\",\"width\":35.89,\"perimeter\":134.83,\"height\":19.02,\"area\":314.58,\"image\":\"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\",\"boxArea\":\"682.63\"},{\"id\":\"a9b74029-8072-4a3e-95ca-c2c8fb7e2174\",\"width\":16.34,\"perimeter\":68.7,\"height\":19.02,\"area\":116.3,\"image\":\"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\",\"boxArea\":\"310.79\"},{\"id\":\"d56d2bd5-acff-40b7-8def-a0e3f9d26166\",\"width\":17.41,\"perimeter\":116.35,\"height\":19.02,\"area\":210.61,\"image\":\"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\",\"boxArea\":\"331.14\"},{\"id\":\"3efd0d3a-d39b-430d-ac24-f739174f76ee\",\"width\":19.29,\"perimeter\":102.66,\"height\":20.09,\"area\":183.57,\"image\":\"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\",\"boxArea\":\"387.54\"},{\"id\":\"667d00b5-eda9-4102-8bd9-69bb5edec87c\",\"width\":8.57,\"perimeter\":52.67,\"height\":8.84,\"area\":54.03,\"image\":\"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\",\"boxArea\":\"75.76\"},{\"id\":\"f2422696-a77d-4cac-98b3-c7355ee4a776\",\"width\":8.3,\"perimeter\":44.79,\"height\":8.84,\"area\":41.72,\"image\":\"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\",\"boxArea\":\"73.37\"},{\"id\":\"e3dae87b-f162-47b2-a3e0-8378209fffbd\",\"width\":8.84,\"perimeter\":33.34,\"height\":8.84,\"area\":31.5,\"image\":\"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\",\"boxArea\":\"78.15\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34"}},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Premium Face Lit Channel Letters - Metallic Trim","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Looking up SignType {"data":{"sign_type":"Premium Face Lit Channel Letters - Metallic Trim"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":3,"formulas_count":39},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Retrieved Variables List {"data":{"sign_type_id":3,"variables_count":12},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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,"material500198":1.5893,"weight_material500198":0.588,"material501913":1.45,"weight_material501913":0.553,"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,"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}},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable6":1.1,"variable7":1.2,"variable9":0,"variable28":0,"variable29":0,"variable30":0,"variable31":0,"variable32":0.75,"variable33":0,"variable34":0,"variable35":0,"variable36":0}},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Merged material items {"data":{"formulas_count":39,"items_count_after_merge":39},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":51},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Sorted items collection {"data":{"items_count":51,"first_item":{"type":"material","id":81,"expression":"if(avg_char_height == avg_char_height_greater_than_24_inches , material501803 * nested_area * variable7, 0)","dense_weight_expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, occupied_area * weight_material501803 , 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Back.","sequence_no":1},"last_item":{"type":"variable","id":9,"expression":"totalCost * variable6","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable9","price":null,"description":null,"sequence_no":51}},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Initializing MathExecutor {"data":{"variables_count":194},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: MathExecutor variables set {"data":{"variables_count":194},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, occupied_area * weight_material501803 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_greater_than_24_inches , material501803 * nested_area * variable7, 0)","result":"0"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"4.39119"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable7, 0)","result":"48.5707836"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material501060 * (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign )","itemDenseWeight":5.238135},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"material501060 * variable7 * ((

if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3) / 12

) * perimeter_of_sign)","result":36.8814591},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material500730 * perimeter_of_sign * 0.35 / 12","itemDenseWeight":2.3943450416666665},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"nested_area * material500730 * variable7","result":55.983232799999996},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 22g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material500198 * perimeter_of_sign * 1 / 12 * 2","itemDenseWeight":5.4321399999999995},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 22g Brushed Silver 4 ft x 8 ft Pakistan","expression":"0.75 / 12 * perimeter_of_sign * material500198 * variable7","result":6.607117424999999},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":4.8276900000000005},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","expression":"nested_area * material501913 * variable7","result":29.214599999999997},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"0.6984"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"64.15459"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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 + material502204, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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 + weight_material502203 , 0 )","itemDenseWeight":"1.298"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.08"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, material502206 * 2.5 * no_of_letters )","result":"5.572"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":0.007484823489},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":7.484823489},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":0.00059446911875},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":0.59446911875},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":0.005670320825},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":5.670320825},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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 ) + (  (  ( 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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) + (((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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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 ) + (  (  ( 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2) + (((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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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 ) + (  (  ( 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (( occupied_area * 2) + (((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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0116538851"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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) + (((if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3) / 12) * perimeter_of_sign) * 2)) * 22 * 0.41 * material502098 )","result":"11.6538851"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00565600035"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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) + (((if( sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3) / 12) * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"5.65600035"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350)","itemDenseWeight":"0.007573137"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"7.573137"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.0006042608"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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) + (((if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3) / 12) * perimeter_of_sign ) * 2 )) * 22 * 0.08 * material501680)","result":"0.6042608"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula104 + formula105 + formula106 + formula107 + formula108 + formula109 + formula110 + formula111 + formula112 + formula113 + formula114 )","result":7.84737933655},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Dense weight computed {"data":{"name":"Vinyl 3630-26 3M Pakistan","dense_weight_expression":"weight_material502428 * occupied_area","itemDenseWeight":0.18333000000000002},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Formula executed successfully {"data":{"name":"Vinyl 3630-26 3M Pakistan","expression":"nested_area * material502428","result":29.683041},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable32 * nested_area","result":12.5925},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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 ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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 ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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 ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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 )","itemDenseWeight":"12.7604"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074 , 0 )","itemDenseWeight":"6.8292670828493"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable7 * ( 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable7 * ( 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable7 * (  (  (  (  ( 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":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Total Cost formula detected {"data":{"item_id":9},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Formula calculations completed {"data":{"total_items":51,"successful_calculations":50,"errors_count":0},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":377.9528999443,"totalDenseWeight_before_formula":45.172134021198715},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable6","computed_totalCost":415.74818993873004},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Premium Face Lit Channel Letters - Metallic Trim","objects_count":8,"totalDenseWeight":0},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":8,"sign_depth":"3"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":23.84,"height":20.09,"depth":"3"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":35.89,"height":19.02,"depth":"3"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":16.34,"height":19.02,"depth":"3"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":17.41,"height":19.02,"depth":"3"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":19.29,"height":20.09,"depth":"3"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":8.57,"height":8.84,"depth":"3"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":8.3,"height":8.84,"depth":"3"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:24] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":8.84,"height":8.84,"depth":"3"},"timestamp":"2026-02-26 08:54:24"} 
[2026-02-26 08:54:25] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1772096065_d51ce3d19c36de69aeaa6cb4569eabbb","bins_packed":[{"bin_data":{"w":36.19,"h":20.39,"d":13.2,"id":"unique","used_space":84.6204,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.39,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/31cf60ad164cfd164658ded16fbdcef4/1772096065-3384-5081961.svg","items":[{"id":"item-2","w":36.19,"h":19.32,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/31cf60ad164cfd164658ded16fbdcef4/1772096065-3378-8207410.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":24.14,"h":20.39,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/31cf60ad164cfd164658ded16fbdcef4/1772096065-338-2834254.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":9.14,"h":9.14,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/31cf60ad164cfd164658ded16fbdcef4/1772096065-338-4189020.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.59,"h":20.39,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/31cf60ad164cfd164658ded16fbdcef4/1772096065-3381-1604241.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":8.6,"h":9.14,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/31cf60ad164cfd164658ded16fbdcef4/1772096065-3382-8826098.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":8.87,"h":9.14,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/31cf60ad164cfd164658ded16fbdcef4/1772096065-3382-1285009.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":17.71,"h":19.32,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/31cf60ad164cfd164658ded16fbdcef4/1772096065-3383-2396234.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":16.64,"h":19.32,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/31cf60ad164cfd164658ded16fbdcef4/1772096065-3384-9299373.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-02-26 08:54:25"} 
[2026-02-26 08:54:25] local.INFO: Box added from packed bin {"data":{"length":13.2,"width":36.19,"height":20.39,"denseWeight":0},"timestamp":"2026-02-26 08:54:25"} 
[2026-02-26 08:54:25] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":15.2,"width":38.19,"height":22.64},"quantity":1,"denseWeight":1}],"cheapestShippingCost":461.08,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":560.005,"tariffAndDS":560.005,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":906.5619674999999,"totalShipmentCostFormula":"((tariffAndDS (560.005) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 906.56","careerDDPValue":0,"warnings":[]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":318.53000000000003,"tariffAndDS":318.53000000000003,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":545.9190550000001,"totalShipmentCostFormula":"((tariffAndDS (318.53) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 545.92","careerDDPValue":0,"warnings":[]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":438.35,"tariffAndDS":438.35,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":673.74395,"totalShipmentCostFormula":"(( tariffAndDS (438.35) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 673.74395","careerDDPValue":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":"409.08","tariffAndDS":409.08,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":461.08,"totalShipmentCostFormula":"(((tariffAndDS (409.08) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 461.08","careerDDPValue":0,"warnings":[]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":364.45,"tariffAndDS":364.45,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":548.20054375,"totalShipmentCostFormula":"(((tariffAndDS (364.45) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 548.20054375","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":885,"tariffAndDS":885,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":885,"totalShipmentCostFormula":"((tariffAndDS (885) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 885","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":413.99,"tariffAndDS":413.99,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":622.40527125,"totalShipmentCostFormula":"(((tariffAndDS (413.99) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 622.40527125","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":462.33,"tariffAndDS":462.33,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":694.8125487499999,"totalShipmentCostFormula":"(((tariffAndDS (462.33) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 694.81254875","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":364.45,"tariffAndDS":364.45,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":548.20054375,"totalShipmentCostFormula":"(((tariffAndDS (364.45) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 548.20054375","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-02-26 08:54:25"} 
[2026-02-26 08:54:25] local.INFO: Yes Factor Founded {"data":{"sign_type":"Premium Face Lit Channel Letters - Metallic Trim","productCostFactor":"1.66"},"timestamp":"2026-02-26 08:54:25"} 
[2026-02-26 08:54:25] local.INFO: Product cost factor determined {"data":{"sign_type":"Premium Face Lit Channel Letters - Metallic Trim","productCostFactor":"1.66"},"timestamp":"2026-02-26 08:54:25"} 
[2026-02-26 08:54:25] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"31.34","sign_depth":"3","sign_type":"Premium Face Lit Channel Letters - Metallic Trim","processed_sign_type":"Premium Face Lit Channel Letters - Metallic 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":420.0,"total_production_cost":700.0,"totalDenseWeight":0,"totalVolumetricWeight":43.5,"bin_packing_result":{"response":{"id":"1772096065_d51ce3d19c36de69aeaa6cb4569eabbb","bins_packed":[{"bin_data":{"w":36.19,"h":20.39,"d":13.2,"id":"unique","used_space":84.6204,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.39,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/31cf60ad164cfd164658ded16fbdcef4/1772096065-3384-5081961.svg","items":[{"id":"item-2","w":36.19,"h":19.32,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/31cf60ad164cfd164658ded16fbdcef4/1772096065-3378-8207410.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":24.14,"h":20.39,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/31cf60ad164cfd164658ded16fbdcef4/1772096065-338-2834254.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":9.14,"h":9.14,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/31cf60ad164cfd164658ded16fbdcef4/1772096065-338-4189020.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.59,"h":20.39,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/31cf60ad164cfd164658ded16fbdcef4/1772096065-3381-1604241.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":8.6,"h":9.14,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/31cf60ad164cfd164658ded16fbdcef4/1772096065-3382-8826098.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":8.87,"h":9.14,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/31cf60ad164cfd164658ded16fbdcef4/1772096065-3382-1285009.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":17.71,"h":19.32,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/31cf60ad164cfd164658ded16fbdcef4/1772096065-3383-2396234.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":16.64,"h":19.32,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/31cf60ad164cfd164658ded16fbdcef4/1772096065-3384-9299373.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":560.005,"tariffAndDS":560.005,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":906.5619674999999,"totalShipmentCostFormula":"((tariffAndDS (560.005) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 906.56","careerDDPValue":0,"warnings":[]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":318.53000000000003,"tariffAndDS":318.53000000000003,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":545.9190550000001,"totalShipmentCostFormula":"((tariffAndDS (318.53) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 545.92","careerDDPValue":0,"warnings":[]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":438.35,"tariffAndDS":438.35,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":673.74395,"totalShipmentCostFormula":"(( tariffAndDS (438.35) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 673.74395","careerDDPValue":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":"409.08","tariffAndDS":409.08,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":461.08,"totalShipmentCostFormula":"(((tariffAndDS (409.08) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 461.08","careerDDPValue":0,"warnings":[]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":364.45,"tariffAndDS":364.45,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":548.20054375,"totalShipmentCostFormula":"(((tariffAndDS (364.45) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 548.20054375","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":885,"tariffAndDS":885,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":885,"totalShipmentCostFormula":"((tariffAndDS (885) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 885","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":413.99,"tariffAndDS":413.99,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":622.40527125,"totalShipmentCostFormula":"(((tariffAndDS (413.99) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 622.40527125","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":462.33,"tariffAndDS":462.33,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":694.8125487499999,"totalShipmentCostFormula":"(((tariffAndDS (462.33) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 694.81254875","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":364.45,"tariffAndDS":364.45,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":548.20054375,"totalShipmentCostFormula":"(((tariffAndDS (364.45) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 548.20054375","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]}}},"cheapest_shipping_cost_usd":470.0,"totalCost":1170.0,"productionResults":[{"material_id":81,"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":82,"dense_weight_expression":4.39119,"result":"48.5707836","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":"Aluminium 12 G / 0.08 inch - Corrosion-resistant, and Durable for Sign Back.","sequence_no":2},{"material_id":83,"dense_weight_expression":5.238135,"result":36.8814591,"sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"Aluminium 14 G / 0.074 inch - Corrosion-resistant, and Durable for Sign Returns.","sequence_no":3},{"material_id":84,"dense_weight_expression":2.3943450416666665,"result":55.983232799999996,"sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":"Stainless Steel 14 G / 0.075 inch - Trim Cap","sequence_no":4},{"material_id":85,"dense_weight_expression":5.4321399999999995,"result":6.607117424999999,"sign_material":"SS Sheet 22g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":86,"dense_weight_expression":4.8276900000000005,"result":29.214599999999997,"sign_material":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","description":"White Acrylic 5mm / 0.196 inch - Ideal Light Diffusion for Sign Face.","sequence_no":6},{"material_id":87,"dense_weight_expression":0.6984,"result":"64.15459","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC, IP65, 0.72–1.2W per module","sequence_no":7},{"material_id":88,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":89,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":90,"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":28,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":93,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":94,"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":30,"dense_weight_expression":1.298,"result":"40.6093","sign_material":"Power Supply 15A-10+5","description":"Power Supply 15A–(10A+5A) UL Certified – 12V DC output (10A + 5A split), 180W total, UL certified.","sequence_no":15},{"variable_id":31,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":16},{"material_id":97,"dense_weight_expression":1.08,"result":"5.572","sign_material":"Wire 18g UL UL Certified Red & White China","description":"Wire 18 Gauge (Red & White) UL Certified – 18 AWG stranded copper, 300V, PVC insulated, UL-approved.","sequence_no":17},{"material_id":98,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":99,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":100,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":101,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":102,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":103,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":104,"dense_weight_expression":0.007484823489,"result":7.484823489,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":105,"dense_weight_expression":0.00059446911875,"result":0.59446911875,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":106,"dense_weight_expression":0.005670320825,"result":5.670320825,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":107,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":108,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":109,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":110,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":111,"dense_weight_expression":0.0116538851,"result":"11.6538851","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":112,"dense_weight_expression":0.00565600035,"result":"5.65600035","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":32},{"material_id":113,"dense_weight_expression":0.007573137,"result":"7.573137","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":114,"dense_weight_expression":0.0006042608,"result":"0.6042608","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":115,"dense_weight_expression":0,"result":7.84737933655,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"material_id":121,"dense_weight_expression":0.18333000000000002,"result":29.683041,"sign_material":"Vinyl 3630-26 3M Pakistan","description":null,"sequence_no":36},{"variable_id":32,"dense_weight_expression":0,"result":12.5925,"sign_material":"Packaging/Box Making","description":"Custom Packaging with 3–5 ply corrugated boxes with inner foam/styro and stretch wrap.","sequence_no":37},{"material_id":568,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":38},{"material_id":569,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":39},{"material_id":570,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":40},{"material_id":571,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":41},{"material_id":572,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":42},{"material_id":573,"dense_weight_expression":12.7604,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":43},{"material_id":574,"dense_weight_expression":6.8292670828493,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":44},{"variable_id":6,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":45},{"variable_id":7,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":46},{"variable_id":33,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud Mount","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":47},{"variable_id":34,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":48},{"variable_id":35,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":49},{"variable_id":36,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":50},{"variable_id":9,"dense_weight_expression":49.689347423318594,"result":415.74818993873004,"sign_material":"Total Cost","description":null,"sequence_no":51}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Premium Face Lit Channel Letters - Metallic Trim","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":49.689347423318594},"timestamp":"2026-02-26 08:54:25"} 
[2026-02-26 08:54:25] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 08:54:25"} 
[2026-02-26 08:54:26] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-02-26 08:54:26"} 
[2026-02-26 08:54:26] local.INFO: Incoming Request {"data":{"sign_type_name":"Premium Face Lit Channel Letters - Metallic Trim","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":31.34,"sign_width":"120","dimensions":[{"id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84},{"id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89},{"id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34},{"id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41},{"id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29},{"id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57},{"id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3},{"id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84}]},"timestamp":"2026-02-26 08:54:26"} 
[2026-02-26 08:54:26] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-02-26 08:54:26"} 
[2026-02-26 08:54:26] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Premium Face Lit Channel Letters - Metallic Trim","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":31.34,"sign_width":"120","dimensions":[{"id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84},{"id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89},{"id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34},{"id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41},{"id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29},{"id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57},{"id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3},{"id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84}]}},"timestamp":"2026-02-26 08:54:26"} 
[2026-02-26 08:54:26] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Premium Face Lit Channel Letters - Metallic Trim"},"timestamp":"2026-02-26 08:54:26"} 
[2026-02-26 08:54:26] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":3},"timestamp":"2026-02-26 08:54:26"} 
[2026-02-26 08:54:26] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":3},"timestamp":"2026-02-26 08:54:26"} 
[2026-02-26 08:54:26] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-02-26 08:54:26"} 
[2026-02-26 08:54:26] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":3},"timestamp":"2026-02-26 08:54:26"} 
[2026-02-26 08:54:26] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-02-26 08:54:26"} 
[2026-02-26 08:54:26] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84},{"id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89},{"id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34},{"id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41},{"id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29},{"id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57},{"id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3},{"id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84}],"sign_height_raw":31.34,"sign_width_raw":"120"},"timestamp":"2026-02-26 08:54:26"} 
[2026-02-26 08:54:26] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":32.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-02-26 08:54:26"} 
[2026-02-26 08:54:26] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":3},"timestamp":"2026-02-26 08:54:26"} 
[2026-02-26 08:54:26] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-02-26 08:54:26"} 
[2026-02-26 08:54:26] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-02-26 08:54:26"} 
[2026-02-26 08:54:26] local.INFO: Dimension Calculation {"data":{"dim_id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84,"ceilHeight":21.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":107,"sign_type_id":3,"heightOrWidth":"24.00","return":2,"price":286,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 08:54:26"} 
[2026-02-26 08:54:26] local.INFO: Dimension Calculation {"data":{"dim_id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89,"ceilHeight":20.0,"ceilWidth":36.0,"biggerDimension":36.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":131,"sign_type_id":3,"heightOrWidth":"36.00","return":2,"price":592,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 08:54:26"} 
[2026-02-26 08:54:27] local.INFO: Dimension Calculation {"data":{"dim_id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34,"ceilHeight":20.0,"ceilWidth":17.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":99,"sign_type_id":3,"heightOrWidth":"20.00","return":2,"price":218,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Dimension Calculation {"data":{"dim_id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41,"ceilHeight":20.0,"ceilWidth":18.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":99,"sign_type_id":3,"heightOrWidth":"20.00","return":2,"price":218,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Dimension Calculation {"data":{"dim_id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29,"ceilHeight":21.0,"ceilWidth":20.0,"biggerDimension":21.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":101,"sign_type_id":3,"heightOrWidth":"21.00","return":2,"price":235,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Dimension Calculation {"data":{"dim_id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":77,"sign_type_id":3,"heightOrWidth":"9.00","return":2,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Dimension Calculation {"data":{"dim_id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":77,"sign_type_id":3,"heightOrWidth":"9.00","return":2,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Dimension Calculation {"data":{"dim_id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":77,"sign_type_id":3,"heightOrWidth":"9.00","return":2,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":1807,"result":[{"id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84,"depth":2,"price":286},{"id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89,"depth":2,"price":592},{"id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34,"depth":2,"price":218},{"id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41,"depth":2,"price":218},{"id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29,"depth":2,"price":235},{"id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57,"depth":2,"price":86},{"id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3,"depth":2,"price":86},{"id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84,"depth":2,"price":86}]},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1955.47,"taxFactor":0.0887,"tax":173.450189},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":53.0},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":288.69064748201436,"shippingWeightInKG":130.9254637106641},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":130.9254637106641,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1807,"PSUCost":148.47,"tax":173.450189,"shippingRate":130,"miscellaenous":0,"signPrice":2258.920189},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Premium Face Lit Channel Letters - Metallic Trim","TATdays":7},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Final dataResults entry added {"data":{"sign_type":"Premium Face Lit Channel Letters - Metallic Trim","sign_width":"120","sign_height":31.34,"sign_depth":2,"totalCost":2258.920189,"TATDays":7,"baseProductionCost":1807,"productionCost":1955.47,"PSUCost":148.47,"tax":173.450189,"shippingCost":130,"uniqueReturns_count":2,"objects_count":8},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84},{"id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89},{"id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34},{"id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41},{"id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29},{"id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57},{"id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3},{"id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84}],"sign_height_raw":31.34,"sign_width_raw":"120"},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":32.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":3},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Dimension Calculation {"data":{"dim_id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84,"ceilHeight":21.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":108,"sign_type_id":3,"heightOrWidth":"24.00","return":3,"price":300,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Dimension Calculation {"data":{"dim_id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89,"ceilHeight":20.0,"ceilWidth":36.0,"biggerDimension":36.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":132,"sign_type_id":3,"heightOrWidth":"36.00","return":3,"price":622,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Dimension Calculation {"data":{"dim_id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34,"ceilHeight":20.0,"ceilWidth":17.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":100,"sign_type_id":3,"heightOrWidth":"20.00","return":3,"price":229,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Dimension Calculation {"data":{"dim_id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41,"ceilHeight":20.0,"ceilWidth":18.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":100,"sign_type_id":3,"heightOrWidth":"20.00","return":3,"price":229,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Dimension Calculation {"data":{"dim_id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29,"ceilHeight":21.0,"ceilWidth":20.0,"biggerDimension":21.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":102,"sign_type_id":3,"heightOrWidth":"21.00","return":3,"price":247,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Dimension Calculation {"data":{"dim_id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":78,"sign_type_id":3,"heightOrWidth":"9.00","return":3,"price":90,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Dimension Calculation {"data":{"dim_id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":78,"sign_type_id":3,"heightOrWidth":"9.00","return":3,"price":90,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Dimension Calculation {"data":{"dim_id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":78,"sign_type_id":3,"heightOrWidth":"9.00","return":3,"price":90,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":1897,"result":[{"id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84,"depth":3,"price":300},{"id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89,"depth":3,"price":622},{"id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34,"depth":3,"price":229},{"id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41,"depth":3,"price":229},{"id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29,"depth":3,"price":247},{"id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57,"depth":3,"price":90},{"id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3,"depth":3,"price":90},{"id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84,"depth":3,"price":90}]},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2045.47,"taxFactor":0.0887,"tax":181.433189},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":53.0},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":288.69064748201436,"shippingWeightInKG":130.9254637106641},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":130.9254637106641,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1897,"PSUCost":148.47,"tax":181.433189,"shippingRate":130,"miscellaenous":0,"signPrice":2356.903189},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Premium Face Lit Channel Letters - Metallic Trim","TATdays":7},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Final dataResults entry added {"data":{"sign_type":"Premium Face Lit Channel Letters - Metallic Trim","sign_width":"120","sign_height":31.34,"sign_depth":3,"totalCost":2356.903189,"TATDays":7,"baseProductionCost":1897,"productionCost":2045.47,"PSUCost":148.47,"tax":181.433189,"shippingCost":130,"uniqueReturns_count":2,"objects_count":8},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Premium Face Lit Channel Letters - Metallic Trim","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":31.34,"sign_width":"120","shipping_weight":43.5,"shape":"rectangular","dimensions":[{"id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84},{"id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89},{"id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34},{"id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41},{"id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29},{"id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57},{"id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3},{"id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84}]}},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Validation Passed {"data":[],"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Input Parameters {"data":{"dimensions_count":8,"shape":"rectangular"},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] 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","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"}},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Sign Type Lookup {"data":{"sign_type":"Premium Face Lit Channel Letters - Metallic Trim","found":true,"sign_type_id":3},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":3,"has_module":true},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":9.0},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:27] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1113.84,"dimensions_count":8},"timestamp":"2026-02-26 08:54:27"} 
[2026-02-26 08:54:36] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"3","sign_type":"Face & Side Lit Channel Letters","mounting_type":"Flush/Stud mounted","quotationId":"890","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"c777db55-4a2b-4884-9a02-e31590d9986e\",\"width\":23.84,\"perimeter\":111.77,\"height\":20.09,\"area\":305,\"image\":\"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\",\"boxArea\":\"478.95\"},{\"id\":\"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75\",\"width\":35.89,\"perimeter\":134.83,\"height\":19.02,\"area\":314.58,\"image\":\"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\",\"boxArea\":\"682.63\"},{\"id\":\"a9b74029-8072-4a3e-95ca-c2c8fb7e2174\",\"width\":16.34,\"perimeter\":68.7,\"height\":19.02,\"area\":116.3,\"image\":\"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\",\"boxArea\":\"310.79\"},{\"id\":\"d56d2bd5-acff-40b7-8def-a0e3f9d26166\",\"width\":17.41,\"perimeter\":116.35,\"height\":19.02,\"area\":210.61,\"image\":\"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\",\"boxArea\":\"331.14\"},{\"id\":\"3efd0d3a-d39b-430d-ac24-f739174f76ee\",\"width\":19.29,\"perimeter\":102.66,\"height\":20.09,\"area\":183.57,\"image\":\"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\",\"boxArea\":\"387.54\"},{\"id\":\"667d00b5-eda9-4102-8bd9-69bb5edec87c\",\"width\":8.57,\"perimeter\":52.67,\"height\":8.84,\"area\":54.03,\"image\":\"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\",\"boxArea\":\"75.76\"},{\"id\":\"f2422696-a77d-4cac-98b3-c7355ee4a776\",\"width\":8.3,\"perimeter\":44.79,\"height\":8.84,\"area\":41.72,\"image\":\"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\",\"boxArea\":\"73.37\"},{\"id\":\"e3dae87b-f162-47b2-a3e0-8378209fffbd\",\"width\":8.84,\"perimeter\":33.34,\"height\":8.84,\"area\":31.5,\"image\":\"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\",\"boxArea\":\"78.15\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34"}},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Face & Side Lit Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Looking up SignType {"data":{"sign_type":"Face & Side Lit Channel Letters"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":25,"formulas_count":27},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Retrieved Variables List {"data":{"sign_type_id":25,"variables_count":13},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Price Map Constructed {"data":{"price_map":{"material501751":0.7286,"weight_material501751":0.332,"material501913":1.45,"weight_material501913":0.553,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material501803":3.6821,"weight_material501803":0.629,"material502428":1.7679,"weight_material502428":0.021,"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,"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,"material502403":3.0143,"weight_material502403":0.885}},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable192":0,"variable193":0,"variable194":0,"variable195":0,"variable196":3.0,"variable197":0.75,"variable198":1.1,"variable199":1.2,"variable200":0,"variable201":0,"variable202":0,"variable203":0,"variable204":0}},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Merged material items {"data":{"formulas_count":27,"items_count_after_merge":27},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Merged variable items {"data":{"variables_count":13,"items_count_after_merge":40},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Sorted items collection {"data":{"items_count":40,"first_item":{"type":"material","id":643,"expression":"material501751 * perimeter_of_sign * sign_depth_or_thickness / 12 * variable199","dense_weight_expression":"weight_material501751 * perimeter_of_sign * sign_depth_or_thickness / 12","name":"Acrylic Sheet 3mm White Opal 4 ft x 8 ft Pakistan","var_name":"material501751","price":"0.7286","description":null,"sequence_no":1},"last_item":{"type":"variable","id":204,"expression":"totalCost * variable198","dense_weight_expression":"totalDenseWeight","name":"Total Cost","var_name":"variable204","price":null,"description":null,"sequence_no":40}},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Initializing MathExecutor {"data":{"variables_count":177},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: MathExecutor variables set {"data":{"variables_count":177},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 3mm White Opal 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material501751 * perimeter_of_sign * sign_depth_or_thickness / 12","itemDenseWeight":4.60069},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 3mm White Opal 4 ft x 8 ft Pakistan","expression":"material501751 * perimeter_of_sign * sign_depth_or_thickness / 12 * variable199","result":12.1158894},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","dense_weight_expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, 0, weight_material501913 * occupied_area )","itemDenseWeight":"4.82769"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, 0, material501913 * nested_area * variable199 )","result":"29.2146"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm White 4 ft x 8 ft Pakistan","dense_weight_expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, weight_material502403 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm White 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, material502403 * nested_area * variable199, 0 )","result":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material501880 * occupied_area","itemDenseWeight":4.39119},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"material501880 * nested_area * variable199","result":48.57078359999999},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material501060 * perimeter_of_sign * 0.5 / 12","itemDenseWeight":0.8730224999999999},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"material501060 * perimeter_of_sign * 0.5 / 12 * variable199","result":6.146909850000001},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] 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":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Vinyl 3630-26 3M Pakistan","dense_weight_expression":"weight_material502428 * occupied_area","itemDenseWeight":0.18333000000000002},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Vinyl 3630-26 3M Pakistan","expression":"material502428 * variable199 * nested_area","result":35.6196492},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.3432"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior, 0, nested_area * 10 * material502468 )","result":"64.15459"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","result":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, material502203 , 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A - (10+5)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 + weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A - (10+5)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A - (10+10)","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":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A - (10+10)","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":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_exterior && nested_area * 10 <= 70, material502204 , 0 )","result":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, material502203 , 0 )","result":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A - (10+5) - UL","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 + weight_material502203, 0 )","itemDenseWeight":"1.298"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A - (10+5) - UL","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A - (10+10) - UL","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A - (10+10) - UL","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.08"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, material502206 * 2.5 * no_of_letters )","result":"5.572"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0 )","result":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0 )","result":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0 )","result":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0 )","result":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, material171 * 2.5 * no_of_letters, 0 )","result":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Paint Cost (Back)","expression":"variable196 * occupied_area","result":26.19},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable197 * nested_area","result":12.5925},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"12.7604"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074 , 0 )","itemDenseWeight":"6.8292670828493"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: No formula, default result applied {"data":{"name":"Miscallenous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage multiplication factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Flush Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] 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":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, material501803 * ( variable199 / 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":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2.5mm)","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":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2.5mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, material501803 * ( 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":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] 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":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, material501803 * (  (  (  (  ( 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":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Total Cost formula detected {"data":{"item_id":204},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Formula calculations completed {"data":{"total_items":40,"successful_calculations":39,"errors_count":0},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":281.78622205,"totalDenseWeight_before_formula":38.1867895828493},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable198","computed_totalCost":309.964844255},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Face & Side Lit Channel Letters","objects_count":8,"totalDenseWeight":38.1867895828493},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":8,"sign_depth":"3"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":23.84,"height":20.09,"depth":"3"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":35.89,"height":19.02,"depth":"3"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":16.34,"height":19.02,"depth":"3"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":17.41,"height":19.02,"depth":"3"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":19.29,"height":20.09,"depth":"3"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":8.57,"height":8.84,"depth":"3"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":8.3,"height":8.84,"depth":"3"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":8.84,"height":8.84,"depth":"3"},"timestamp":"2026-02-26 08:54:36"} 
[2026-02-26 08:54:37] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1772096077_acaa8fdbb39039cabd1f0799328a986f","bins_packed":[{"bin_data":{"w":36.19,"h":20.39,"d":13.2,"id":"unique","used_space":84.6204,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.39,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/10dabd33025839a6ac84c063b2d6a2b1/1772096077-4378-9765994.svg","items":[{"id":"item-2","w":36.19,"h":19.32,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/10dabd33025839a6ac84c063b2d6a2b1/1772096077-4372-2065400.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":24.14,"h":20.39,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/10dabd33025839a6ac84c063b2d6a2b1/1772096077-4374-2024759.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":9.14,"h":9.14,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/10dabd33025839a6ac84c063b2d6a2b1/1772096077-4374-6559488.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.59,"h":20.39,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/10dabd33025839a6ac84c063b2d6a2b1/1772096077-4375-5921737.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":8.6,"h":9.14,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/10dabd33025839a6ac84c063b2d6a2b1/1772096077-4375-5352012.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":8.87,"h":9.14,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/10dabd33025839a6ac84c063b2d6a2b1/1772096077-4376-5949111.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":17.71,"h":19.32,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/10dabd33025839a6ac84c063b2d6a2b1/1772096077-4377-3837575.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":16.64,"h":19.32,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/10dabd33025839a6ac84c063b2d6a2b1/1772096077-4377-5931469.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-02-26 08:54:37"} 
[2026-02-26 08:54:37] local.INFO: Box added from packed bin {"data":{"length":13.2,"width":36.19,"height":20.39,"denseWeight":38.1867895828493},"timestamp":"2026-02-26 08:54:37"} 
[2026-02-26 08:54:37] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":15.2,"width":38.19,"height":22.64},"quantity":1,"denseWeight":38.1867895828493}],"cheapestShippingCost":461.08,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":38.1867895828493,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":560.005,"tariffAndDS":560.005,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":906.5619674999999,"totalShipmentCostFormula":"((tariffAndDS (560.005) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 906.56","careerDDPValue":0,"warnings":[]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":38.1867895828493,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":318.53000000000003,"tariffAndDS":318.53000000000003,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":545.9190550000001,"totalShipmentCostFormula":"((tariffAndDS (318.53) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 545.92","careerDDPValue":0,"warnings":[]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":38.1867895828493,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":438.35,"tariffAndDS":438.35,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":673.74395,"totalShipmentCostFormula":"(( tariffAndDS (438.35) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 673.74395","careerDDPValue":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":38.1867895828493,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":"409.08","tariffAndDS":409.08,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":461.08,"totalShipmentCostFormula":"(((tariffAndDS (409.08) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 461.08","careerDDPValue":0,"warnings":[]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":38.1867895828493,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":364.45,"tariffAndDS":364.45,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":548.20054375,"totalShipmentCostFormula":"(((tariffAndDS (364.45) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 548.20054375","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":38.1867895828493,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":885,"tariffAndDS":885,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":885,"totalShipmentCostFormula":"((tariffAndDS (885) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 885","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":38.1867895828493,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":413.99,"tariffAndDS":413.99,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":622.40527125,"totalShipmentCostFormula":"(((tariffAndDS (413.99) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 622.40527125","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":38.1867895828493,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":462.33,"tariffAndDS":462.33,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":694.8125487499999,"totalShipmentCostFormula":"(((tariffAndDS (462.33) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 694.81254875","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":38.1867895828493,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":364.45,"tariffAndDS":364.45,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":548.20054375,"totalShipmentCostFormula":"(((tariffAndDS (364.45) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 548.20054375","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-02-26 08:54:37"} 
[2026-02-26 08:54:37] local.INFO: Yes Factor Founded {"data":{"sign_type":"Face & Side Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-02-26 08:54:37"} 
[2026-02-26 08:54:37] local.INFO: Product cost factor determined {"data":{"sign_type":"Face & Side Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-02-26 08:54:37"} 
[2026-02-26 08:54:37] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"31.34","sign_depth":"3","sign_type":"Face & Side Lit Channel Letters","processed_sign_type":"Face & Side Lit Channel Letters","sideViewImage":null,"mounting_type":"Flush/Stud mounted","combined_production_cost_usd":310.0,"total_production_cost":520.0,"totalDenseWeight":38.1867895828493,"totalVolumetricWeight":43.5,"bin_packing_result":{"response":{"id":"1772096077_acaa8fdbb39039cabd1f0799328a986f","bins_packed":[{"bin_data":{"w":36.19,"h":20.39,"d":13.2,"id":"unique","used_space":84.6204,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.39,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/10dabd33025839a6ac84c063b2d6a2b1/1772096077-4378-9765994.svg","items":[{"id":"item-2","w":36.19,"h":19.32,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/10dabd33025839a6ac84c063b2d6a2b1/1772096077-4372-2065400.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":24.14,"h":20.39,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/10dabd33025839a6ac84c063b2d6a2b1/1772096077-4374-2024759.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":9.14,"h":9.14,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/10dabd33025839a6ac84c063b2d6a2b1/1772096077-4374-6559488.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.59,"h":20.39,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/10dabd33025839a6ac84c063b2d6a2b1/1772096077-4375-5921737.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":8.6,"h":9.14,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/10dabd33025839a6ac84c063b2d6a2b1/1772096077-4375-5352012.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":8.87,"h":9.14,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/10dabd33025839a6ac84c063b2d6a2b1/1772096077-4376-5949111.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":17.71,"h":19.32,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/10dabd33025839a6ac84c063b2d6a2b1/1772096077-4377-3837575.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":16.64,"h":19.32,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/10dabd33025839a6ac84c063b2d6a2b1/1772096077-4377-5931469.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":38.1867895828493,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":560.005,"tariffAndDS":560.005,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":906.5619674999999,"totalShipmentCostFormula":"((tariffAndDS (560.005) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 906.56","careerDDPValue":0,"warnings":[]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":38.1867895828493,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":318.53000000000003,"tariffAndDS":318.53000000000003,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":545.9190550000001,"totalShipmentCostFormula":"((tariffAndDS (318.53) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 545.92","careerDDPValue":0,"warnings":[]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":38.1867895828493,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":438.35,"tariffAndDS":438.35,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":673.74395,"totalShipmentCostFormula":"(( tariffAndDS (438.35) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 673.74395","careerDDPValue":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":38.1867895828493,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":"409.08","tariffAndDS":409.08,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":461.08,"totalShipmentCostFormula":"(((tariffAndDS (409.08) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 461.08","careerDDPValue":0,"warnings":[]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":38.1867895828493,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":364.45,"tariffAndDS":364.45,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":548.20054375,"totalShipmentCostFormula":"(((tariffAndDS (364.45) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 548.20054375","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":38.1867895828493,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":885,"tariffAndDS":885,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":885,"totalShipmentCostFormula":"((tariffAndDS (885) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 885","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":38.1867895828493,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":413.99,"tariffAndDS":413.99,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":622.40527125,"totalShipmentCostFormula":"(((tariffAndDS (413.99) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 622.40527125","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":38.1867895828493,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":462.33,"tariffAndDS":462.33,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":694.8125487499999,"totalShipmentCostFormula":"(((tariffAndDS (462.33) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 694.81254875","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":15.2,"width":38.19,"height":22.64},"denseWeight":38.1867895828493,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":43.5,"DS":0,"rate":364.45,"tariffAndDS":364.45,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":548.20054375,"totalShipmentCostFormula":"(((tariffAndDS (364.45) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 548.20054375","careerDDPValue":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]}}},"cheapest_shipping_cost_usd":470.0,"totalCost":990.0,"productionResults":[{"material_id":643,"dense_weight_expression":4.60069,"result":12.1158894,"sign_material":"Acrylic Sheet 3mm White Opal 4 ft x 8 ft Pakistan","description":null,"sequence_no":1},{"material_id":644,"dense_weight_expression":4.82769,"result":"29.2146","sign_material":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","description":null,"sequence_no":2},{"material_id":670,"dense_weight_expression":0,"result":"0","sign_material":"Acrylic Sheet 8mm White 4 ft x 8 ft Pakistan","description":null,"sequence_no":3},{"material_id":646,"dense_weight_expression":4.39119,"result":48.57078359999999,"sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":647,"dense_weight_expression":0.8730224999999999,"result":6.146909850000001,"sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":648,"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":649,"dense_weight_expression":0.18333000000000002,"result":35.6196492,"sign_material":"Vinyl 3630-26 3M Pakistan","description":null,"sequence_no":7},{"material_id":650,"dense_weight_expression":1.3432,"result":"64.15459","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":null,"sequence_no":8},{"material_id":651,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":9},{"material_id":652,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":10},{"material_id":653,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":11},{"variable_id":192,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A - (10+5)","description":null,"sequence_no":12},{"variable_id":193,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A - (10+10)","description":null,"sequence_no":13},{"material_id":654,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":14},{"material_id":655,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":15},{"variable_id":194,"dense_weight_expression":1.298,"result":"40.6093","sign_material":"Power Supply 15A - (10+5) - UL","description":null,"sequence_no":16},{"variable_id":195,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A - (10+10) - UL","description":null,"sequence_no":17},{"material_id":656,"dense_weight_expression":1.08,"result":"5.572","sign_material":"Wire 18g UL UL Certified Red & White China","description":null,"sequence_no":18},{"material_id":657,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":19},{"material_id":658,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":20},{"material_id":659,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":21},{"material_id":660,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":22},{"material_id":661,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":23},{"material_id":662,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":24},{"variable_id":196,"dense_weight_expression":0,"result":26.19,"sign_material":"Paint Cost (Back)","description":null,"sequence_no":25},{"variable_id":197,"dense_weight_expression":0,"result":12.5925,"sign_material":"Packaging/Box Making","description":null,"sequence_no":26},{"material_id":663,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":27},{"material_id":664,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":28},{"material_id":665,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":29},{"material_id":666,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":30},{"material_id":667,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":31},{"material_id":668,"dense_weight_expression":12.7604,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":32},{"material_id":669,"dense_weight_expression":6.8292670828493,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":33},{"variable_id":198,"dense_weight_expression":0,"result":0,"sign_material":"Miscallenous (10%)","description":null,"sequence_no":34},{"variable_id":199,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage multiplication factor for Sheets consumption is taken as","description":null,"sequence_no":35},{"variable_id":200,"dense_weight_expression":0,"result":"1","sign_material":"Flush Mount","description":null,"sequence_no":36},{"variable_id":201,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":37},{"variable_id":202,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2.5mm)","description":null,"sequence_no":38},{"variable_id":203,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":39},{"variable_id":204,"dense_weight_expression":38.1867895828493,"result":309.964844255,"sign_material":"Total Cost","description":null,"sequence_no":40}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Face & Side Lit Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":0},"timestamp":"2026-02-26 08:54:37"} 
[2026-02-26 08:54:37] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 08:54:37"} 
[2026-02-26 08:54:38] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-02-26 08:54:38"} 
[2026-02-26 08:54:38] local.INFO: Incoming Request {"data":{"sign_type_name":"Face & Side Lit Channel Letters","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":31.34,"sign_width":"120","dimensions":[{"id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84},{"id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89},{"id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34},{"id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41},{"id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29},{"id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57},{"id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3},{"id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84}]},"timestamp":"2026-02-26 08:54:38"} 
[2026-02-26 08:54:38] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-02-26 08:54:38"} 
[2026-02-26 08:54:38] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Face & Side Lit Channel Letters","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":31.34,"sign_width":"120","dimensions":[{"id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84},{"id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89},{"id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34},{"id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41},{"id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29},{"id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57},{"id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3},{"id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84}]}},"timestamp":"2026-02-26 08:54:38"} 
[2026-02-26 08:54:38] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Face & Side Lit Channel Letters"},"timestamp":"2026-02-26 08:54:38"} 
[2026-02-26 08:54:38] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":25},"timestamp":"2026-02-26 08:54:38"} 
[2026-02-26 08:54:38] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":25},"timestamp":"2026-02-26 08:54:38"} 
[2026-02-26 08:54:38] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-02-26 08:54:38"} 
[2026-02-26 08:54:38] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":25},"timestamp":"2026-02-26 08:54:38"} 
[2026-02-26 08:54:39] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Face & Side Lit Channel Letters","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":31.34,"sign_width":"120","shipping_weight":43.5,"shape":"rectangular","dimensions":[{"id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84},{"id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89},{"id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34},{"id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41},{"id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29},{"id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57},{"id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3},{"id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84}]}},"timestamp":"2026-02-26 08:54:39"} 
[2026-02-26 08:54:39] local.INFO: Validation Passed {"data":[],"timestamp":"2026-02-26 08:54:39"} 
[2026-02-26 08:54:39] local.INFO: Input Parameters {"data":{"dimensions_count":8,"shape":"rectangular"},"timestamp":"2026-02-26 08:54:39"} 
[2026-02-26 08:54:39] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","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"}},"timestamp":"2026-02-26 08:54:39"} 
[2026-02-26 08:54:39] local.INFO: Sign Type Lookup {"data":{"sign_type":"Face & Side Lit Channel Letters","found":true,"sign_type_id":25},"timestamp":"2026-02-26 08:54:39"} 
[2026-02-26 08:54:39] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":25,"has_module":false},"timestamp":"2026-02-26 08:54:39"} 
[2026-02-26 08:54:39] local.ERROR: USA Workshop Module Missing {"data":{"sign_type_id":25},"timestamp":"2026-02-26 08:54:39"} 
[2026-02-26 09:11:05] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"3","sign_type":"Face & Side Lit Channel Letters","mounting_type":"Flush/Stud mounted","quotationId":"890","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"c777db55-4a2b-4884-9a02-e31590d9986e\",\"width\":23.84,\"perimeter\":111.77,\"height\":20.09,\"area\":305,\"image\":\"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\",\"boxArea\":\"478.95\"},{\"id\":\"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75\",\"width\":35.89,\"perimeter\":134.83,\"height\":19.02,\"area\":314.58,\"image\":\"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\",\"boxArea\":\"682.63\"},{\"id\":\"a9b74029-8072-4a3e-95ca-c2c8fb7e2174\",\"width\":16.34,\"perimeter\":68.7,\"height\":19.02,\"area\":116.3,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAAD0AAABHCAYAAAC0209OAAAOSElEQVR4AeXBTa/d53Xe4d+91vPflB100FkL9AUJWtRBLJuyKYpWLFMW386hLJoqYFeskKBAIVMKIFJKXChxLEoKiiJwSEp2U6BtgKoaBB7lM/QLdNrxObMO672dpNXZz1p395bqD7HR69Jf//J/8lefPPQOQlQ3EUIEtpHYEWB+5UtffpaLz/9zdsQB0mZ9yuP37ttupEAS1UUo6G5CgVJgsM3eM88fc/Tdu+yIA6TN+tQP330TCSICEcyaSGJPEpKwwRjZPH35iJsvv8GOOEDarE/96ME9JCEJScw5EUISxkhg8xlJXLx8xPHt19kRB0ib9akfvvsmEYEUSOBuDNgGCWz2upsxBk9/64jj23fZEQdIm/WpH777JpLobiQxlsHcTkCMkYBpG2xs8czzxxzfvsuOOEDarE/96ME9bGMbIWIEXUaCMQZzTjKT7qaquPTCi9y8/To74gBpsz7x4/feBpt2Iwm3yZFUFRIYCAKFMObp525w8+U32BEHSJv1qR+/9xbQ2OwYG0LBrElmEJFUFZKQxMXLxxzfvsuOOED65ebUf/bjN5FAErawm19ZxsKsiSSqm4zg4uVjjm/fZUccIG3Wp3744B4ZwV7NSeTAbrBRBMZ0N6HANpe+/SLHt++yIw6QNusTf/j+21Q13YUkIgIELoNACtrFudWK7Xby9OUbvPjy77EjDpA261M/fPdNIoKakxhJVxMhbOgqFMEYg7apOXn2ync4vv06O+IAabM+9U/++PcYy0JX8xkbRbDX3exJwpiu5tkr3+Hmy2+wIw6QNutTP35wH2P2zI6bHIOaRURQXciiXYyx8PS3bnDz5TfYEQdIm/WpHz24R3UzIkGATbXJDCSYs7BNRmLMpedvcvzy6+yIA6TN+sQfvv82BmSwjUJUFZnJdrtlWS30bMYymDV55vJNjm/fZUccIG3Wp3784D4G7CbHYM4tEYkEczsZy2DkoObEgqefu8HNl99gRxwgbdanfvjum0jCNhGBbewmIukqIgMbqouM5NILL3J06wfsiAOkzfrUD999kzEGYNpGFrMnSw4UwdnZGWMkXY0iuHj5mOPbd9kRB0ib9YkfvXsPRTDGoKrY62oiA9vYDYiIwG0uPn/E8e3X2REHSJv1qT/64G1s0zYCFKJmkxlUFZlJVbEsC3TztW9d5+btN9gRB0ib9akfv3cfSVQVmYHbKALbuE27WS0Ls4rM4MJzNzi+/To74gBpsz71w3ffJCKICGZNMgfdRSj4jI1CzNlEiGcuH3N0+y474gBpsz7xRx/8PjY7TbeRAIu91bkVc05sY2DJ5Knfvsrx7dfZEQdIm/WJP/rg97ENmIhkziJCIBDBnFsyBxFCwNefu87Rd++yIw6QNutTP37vPhLMWShEZuI2mcl2bhmZVJtlGbiKC9864ui7d9kRB0ib9YkfPbiPu1EIFNBNRGKMBDZEiHYTEheeO+L49uvsiAOkzS9O/PiDt8CAjSVwEwqMiQxkMWsiiVBw8fIxN777A3bEAdJmfeoPP3gLbNygABsiAncTmXQXkrDNKpOvPXfE9VuvsSMOkDbrUz96cA/bRAZCtJtAIAFGElXFGIOwuHD5Btdv/YAdcYC0WZ/60YP72E1EYBsQEcI2drNarehuxhj0nFy4fMT1l37AjjhA2qxP/fi9+2BAxg3KIABjIgJJ7IUhMzj/zatcf+kuO+IAabM+8eP37lNtRgSKoLpIBdVFjmTRQDIKdsTXvnmdq995jR1xgLRZn/jhg3uEhCIIBVUTEBFCiJTIDJAIwVefvcq1l37AjjhA2qxP/OjBfSSRmQiYNZGEJIQYGUhGQI7kq89e4+qLr7EjDpA26xM/enAPKYgQocA2CDCMDCQjCWNWy8JXLl3hyouvsSMOkDbrEz98cI8gaJqQWJaFmpOhZJxLxI4gBBjO//YNXrj5r9kRB0ib9akfv/8WuLGNQiwxCHYkllXS3YyRyAbMV569xgs3X2NHHCBtfnHij/7kbWwwJiVkM8ag3WQGChGCZQwyxG8+/W1euPkaO+IAabM+9YfvvwUYIUJCQAzhNudWCwoQQmpWqxVPXrjKN4/+FTviAGmzPvXj9+4REWQEakBC0USI1bKAIUJEmozg/MVjvnHjd9gRB0ib9Yl/+sHbpBIwe7kkwgizjEQS7eYLT6zAzZMXj3j2+u+yIw6QNusT//mf/AF7VZMcwRiDCBF8brVKEHzxiSeoOTn/9ZtcuHGHHXGAtFmf+KP332LJxG7GMugulmUgg22WJfniF87RXbjN1575Dheu3WFHHCBt1qf+6fv3WY1B0+QY4GI1FiKhu1kyWHKATEj81oUbXLr+O+yIA6TN+tT/8d/9G5ApNyOSDIgIFDAySSCHGDkQ8JWnbvLUte+zIw6QNusT/4d/+weAGWOQIYQZSxKCZQywiRR7I5OvnL/JU9e+z444QNr84sT/+SfvIIkAJJAgUiwhVqsVe9UFmHOrczz51SPOX/0eO+IAabM+9X/60x+SGQSQOVCYkUEKlmXFnFuW1YIMkvjyV484f/V77IgDpM36xH/xk3foOXniiRVIpEQEjAwUQiGEWI2FquLJ88ecv/o9dsQB0mZ96r/40x8SEYwlwDAEOQbI7H3xC19gzsmyDGpb/JPzz/ONa7/LjjhA2qxP/F/+7B0iAgVkBksEkpBEZhAR2I0MkcmXnrzK16+9wo44QNqsT/zxw3cwsCyDEcJtMgMwuQyWMXA3GGzzz85f5Zlrr7IjDpA26xN//OgPGRlEiGUMartFmYwlcTeSGJl0NZHBbz55hQvXX2VHHCBt1if++NEfMkayWgZDYnYRIfYMBCJCzFlkJl9+6hoXrr3K/yMOjDbrE3/y4TtkBkmQmUQGdmObMQbdDYi53RKZ/L1/+Bv8+pf+AbaRRP91o18T/b9M2/iXJv5O4E+Nt4YUTGBreoABrQR/Y7qNJOxmT2JHmM/Frwn/jfkVIcyeAQHGNlJgN1JgN58TYCRAwd/98jP8xpNPSZv1iT95/A4ZQhKyOHfuHGfzjJHJsiy0iy7oNnNuiQhsKBcQzGm6zexizmKMpNq4DRZt027aRiHcpqvJkRhwQ3cBBgQGpahqljHoLrqNFIyRdDXtJiQM2CYi6S4ksRch2iCgq2k3z157laOXXkGb9Yn/8mc/Qoa2iRAjBxGBu8mRzJpIwZxFu6lZEIEimWeFQpxtt1QZEMZ0N12gCGZtsUEExnQ3GQECIQwogrndsieEQrSbUGAbIYzZywzaJkLMbSEJDGMZVBcYBHQbJMDY5tKVOxzfuoM26xP//M9/TChwFZFBVZMZzFnkErhgbreMsTDdzDY1JxEDG7ZzYkN3s1eziUhmFeUGAwIpMGYvEF0NAkVQNQGhCLCxjW3GGGy3WyKCPdtIgSTAIKANglCAgu32jAgREcxZjGWhq7l05RWOb91Bm/Wpf/6zH2GzY8ZI5iwUQVexOrfi07MtSnF2VmQENU130QYkqhu3qW5cTcRguslMtnOLGyLEnEVEYJu2kSEyyEi2c4skEGQk3U1VkZnYBgl3kxl0G9tEBN1NhLDBNhFBdyMFYKqKCDHGwoXL3+P41h20WZ/6L3/6R4xMIoLt2RZF0F0YiAhmm25wm3YjBTZs5wSbqiJiYMS2JhiMEVBuQLiNbX5F7ETgbvZCQWTQXUQktolIuouqYmTSbmw+I4mIoLuJCAy4G7dRiO4mQoCQhG2eeeEVjl56BW3WJ/75v/8x2NhGEhJ0m+rGiLLZflqsVgvbOelqiMA2bdOzyLHwf/73p2gExmBwN5kLxnQ3YEDYRhI1C4UAkzEwBoG7gUACt1GIdoP5TI5BV+FucgwwVBeSiAxqFgLaZuSgbezm0pU7HN+6gzbrE//8Zz+mu5lzohQocTfYnM0mM3E3OQafnm2pKrrNXijpNm1jDBJVRURydnbGGIkQ1SaCHVHVIJORYCgXGYltbJOZbOdEBmMigraRIBRkBG2z19XESHDTbSRhm88IhKguBHzj6qsc37qDNutTf/zwhyzLQlURmWy3RYToMlWNbSKTWcV2O1GIno0NUtBuug0hIoM5J6HABgMCbGNMKKgqsMkctI0k7CYz2bNNVREZdBURCQIMNiDjNggykr12AwKbPSmIABu6jQSXrtzh+NYdtFmf+r8+foccg7ndIokukyOp2VQXVcY23QaJriZzcDa3dBuFcDc5FrobMLMmGQPb7NkGQ2ZiTLsRe8I2EUFXkSPpNt0mM8BGCqqLvYzkbHtGZhCR2CYz2W63RAR73U1m0t1EBN1NRHDx2/+C41t30GZ94k8+/CO6GylwQ9UEBd1NZHL26RYEXYUUQGCbFpydnZGZSEISVc3enEWE6CpiDGRAgECIvapCEgIik7OzLcsyACMFXYVCRAyqJpJwG8SOCEFVExnYjS1CYMAYAZmDOScjB08//32Obr2CNusTf/L4j9luJ2Mk2+2WiGA7JzmSWYZutnMyxoqaDTKSaKCqEAKDA1wNiAixnZPMATbGSKK7CQUKMedEEkJEBgbcTUjYUG7cTWaSmbSbriYzqSrcJjMwn+supCAiQNDVRCRdEwSXrvxLjm/dQZv1CR8/+pHdpl0ogqoCgu5me7ZltTqHzY45mxMDxrhMZCCJqsY2ktjrbqQgQsyaBCJH0m2qm5CQgu5izzaZSVURIaqasSzUnGBjQ46BxGfcjTE2RAQg2o0QkgGx1zZLDmZNnnnhDse3XkF/+7dr/sd//29mx4Ak2gaDBN2NFOwZg8E25lP2pCfAE7tQrJCE2yCBJxDgAgUosM8QyZ40MBMY4AkkaAIDDEjYE7GXIAETG6TBnr1F7AUowQYJbJAQYD739//RP+Uf//pvIdvsmP9/6P8C526O3te3WYUAAAAASUVORK5CYII=\",\"boxArea\":\"310.79\"},{\"id\":\"d56d2bd5-acff-40b7-8def-a0e3f9d26166\",\"width\":17.41,\"perimeter\":116.35,\"height\":19.02,\"area\":210.61,\"image\":\"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\",\"boxArea\":\"331.14\"},{\"id\":\"3efd0d3a-d39b-430d-ac24-f739174f76ee\",\"width\":19.29,\"perimeter\":102.66,\"height\":20.09,\"area\":183.57,\"image\":\"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\",\"boxArea\":\"387.54\"},{\"id\":\"667d00b5-eda9-4102-8bd9-69bb5edec87c\",\"width\":8.57,\"perimeter\":52.67,\"height\":8.84,\"area\":54.03,\"image\":\"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\",\"boxArea\":\"75.76\"},{\"id\":\"f2422696-a77d-4cac-98b3-c7355ee4a776\",\"width\":8.3,\"perimeter\":44.79,\"height\":8.84,\"area\":41.72,\"image\":\"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\",\"boxArea\":\"73.37\"},{\"id\":\"e3dae87b-f162-47b2-a3e0-8378209fffbd\",\"width\":8.84,\"perimeter\":33.34,\"height\":8.84,\"area\":31.5,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAACEAAAAhCAYAAABX5MJvAAAE7klEQVRYCaXBX2/WdxnH8ffnun53SdQHMv6MPyNiB+tIi8s6oC3MRYQ5l3nsmUEfguKRTjeyQJxGY7IsmdtgG4O1nbgCNx0lRPdENJ60v+/18S4x6oGJ/PT10qfv/dxf/OkOkYEwNkhQzSAh8ZBtJKEQLqhWdKMEir6ZBEpByGzr+0ZmEgjC2KKqCAUGQmLvoa8yPfc9dOU3F/zgwV1aa9hmW1VDCmwTGWBQiH6zJ7skIokQrfXYkBlsbm6BRJeJJCTR9z0u042Sra2ezEQSYEDMzB1m9uR59P6bP/Ln92+hCDKCrc1NsuuQRJdJ3xrlQhYKgQFBVQOJjKSq2GYbSUii73skEZm4iszENjIgKJun5p7k2MIP0dXfXvD6+hqZSd8aEUKIchGIVkVkUq1hF12OKBcKYQM22zKTqoYU2CYi6PueSCGCba2KkIgIbDNz7DCzJ86jK7/6sR/8eZ2trS1cJruktUIBGYkNVQ2FkAQWIVFuVJnMpFrDCAVgiAgiAgxbW5tk11FVZCYRom+NkDhydJrZhR+gD373E6+PP0MRSKKqiAhsI4mqwjbbQgEB1YxdlItR12HzkCQkgU2rYlvXJa1MRiDALmyQ4MjsYWZPnkdXf33BGw/GVBVVRWZgGxCSaK2RmdgmQrTWACEBBgStNbrsQPxTRqAI+r7nIRskMgJsIoLpo08ye/L76G9//Ys3+55H9cW9P3DjyptIYIvMxC6qivn5b/HY9DyPamo04ktf/gqyzb8x/8V4bZkP3vopXSZlY5tto27EyedeYv/XT/GIxD/INkOM15b94Vs/I7vkIQMSdnHq7CvsO7TEhBhAthli/Nkn/vid17HNaJTYplrRqnH69HfZd/QUE2IA2WaI8dqyP3r7VSQRIWwjiS6T4/PfZt/cKSbEALLNEOO1ZV97+1UQYFCIkBBiYell9j69xIQYQLYZYrz2ia+/8xpVRZcdgXGZ6ILjz3+HvdNLTIgBZJshxmvLXv7960QG1TckyEyQmD/xIntnlpgQA8g2Q9xdW/bKexdpfY8CMpNtEcH8Cy/x+MFFJsQAss0Q67dWvPzua2ATEUQmVT2jLnnm9IvsObjEhBhAthni7q0Vr777CzITBJlBtWI0So4tnWP3E4tMiAFkmyHWb6947aNLUMW2zCRTtGrMLZ5j9xOLTIgBZJsh1m+v+Ob7F9mxo2ObJEIQGcwc/ya7DiwyIQaQbYbYGK/65tWLjEYd2EQECUQGR46fYef+k0yIAWSbIe6NV3372htEBKNMhLCLquLphbPs3L/AhBhAthliY7zq8fVLBGJqxxTYVBXZBV975hvs3L/AhBhAthliY7ziux9fQgIELjM1tQMFTD/7Ajv3LTAhBpBthrh/91Pfu3GZqgJBlx19a0hi5sQZHtu/wIQYQLYZYmO86nvLvyQkWmtsMyDBU8fPsOvAIhNiANlmiI3xqtevX8Iu+lZMjUbYBomZE2fYdWCRCTGAbDPExnjV4xuXaVs9Oero+56+L7quY27pLLsPLDIhBpBthvj8zopvX7sEGBfY5iGJY0tn2XNwiQkxgGwzxL07K/7j1TfITDa3NslIkNjc2uS551/m8UNLTIgBZJsh7t9Z8c0PL9NXo8sRtmmtBwXPnj7HnoMLTIgBZJshWmvu+57/pOuSzI4JMYBs838w/yL+R38HE5iZ1dZqOmwAAAAASUVORK5CYII=\",\"boxArea\":\"78.15\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34"}},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Face & Side Lit Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Looking up SignType {"data":{"sign_type":"Face & Side Lit Channel Letters"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":25,"formulas_count":27},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Retrieved Variables List {"data":{"sign_type_id":25,"variables_count":13},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Price Map Constructed {"data":{"price_map":{"material501751":0.7286,"weight_material501751":0.332,"material501913":1.45,"weight_material501913":0.553,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material501803":3.6821,"weight_material501803":0.629,"material502428":1.7679,"weight_material502428":0.021,"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,"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,"material502403":3.0143,"weight_material502403":0.885}},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable192":0,"variable193":0,"variable194":0,"variable195":0,"variable196":3.0,"variable197":0.75,"variable198":1.1,"variable199":1.2,"variable200":0,"variable201":0,"variable202":0,"variable203":0,"variable204":0}},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Merged material items {"data":{"formulas_count":27,"items_count_after_merge":27},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Merged variable items {"data":{"variables_count":13,"items_count_after_merge":40},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Sorted items collection {"data":{"items_count":40,"first_item":{"type":"material","id":643,"expression":"material501751 * perimeter_of_sign * sign_depth_or_thickness / 12 * variable199","dense_weight_expression":"weight_material501751 * perimeter_of_sign * sign_depth_or_thickness / 12","name":"Acrylic Sheet 3mm White Opal 4 ft x 8 ft Pakistan","var_name":"material501751","price":"0.7286","description":null,"sequence_no":1},"last_item":{"type":"variable","id":204,"expression":"totalCost * variable198","dense_weight_expression":"totalDenseWeight","name":"Total Cost","var_name":"variable204","price":null,"description":null,"sequence_no":40}},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Initializing MathExecutor {"data":{"variables_count":177},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: MathExecutor variables set {"data":{"variables_count":177},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 3mm White Opal 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material501751 * perimeter_of_sign * sign_depth_or_thickness / 12","itemDenseWeight":4.60069},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 3mm White Opal 4 ft x 8 ft Pakistan","expression":"material501751 * perimeter_of_sign * sign_depth_or_thickness / 12 * variable199","result":12.1158894},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","dense_weight_expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, 0, weight_material501913 * occupied_area )","itemDenseWeight":"4.82769"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, 0, material501913 * nested_area * variable199 )","result":"29.2146"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm White 4 ft x 8 ft Pakistan","dense_weight_expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, weight_material502403 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm White 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, material502403 * nested_area * variable199, 0 )","result":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material501880 * occupied_area","itemDenseWeight":4.39119},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"material501880 * nested_area * variable199","result":48.57078359999999},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material501060 * perimeter_of_sign * 0.5 / 12","itemDenseWeight":0.8730224999999999},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"material501060 * perimeter_of_sign * 0.5 / 12 * variable199","result":6.146909850000001},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] 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":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Vinyl 3630-26 3M Pakistan","dense_weight_expression":"weight_material502428 * occupied_area","itemDenseWeight":0.18333000000000002},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Vinyl 3630-26 3M Pakistan","expression":"material502428 * variable199 * nested_area","result":35.6196492},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.3432"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior, 0, nested_area * 10 * material502468 )","result":"64.15459"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","result":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, material502203 , 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A - (10+5)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 + weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A - (10+5)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A - (10+10)","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":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A - (10+10)","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":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_exterior && nested_area * 10 <= 70, material502204 , 0 )","result":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, material502203 , 0 )","result":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A - (10+5) - UL","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 + weight_material502203, 0 )","itemDenseWeight":"1.298"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A - (10+5) - UL","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A - (10+10) - UL","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A - (10+10) - UL","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.08"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, material502206 * 2.5 * no_of_letters )","result":"5.572"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0 )","result":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0 )","result":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0 )","result":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0 )","result":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, material171 * 2.5 * no_of_letters, 0 )","result":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Paint Cost (Back)","expression":"variable196 * occupied_area","result":26.19},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable197 * nested_area","result":12.5925},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"12.7604"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074 , 0 )","itemDenseWeight":"6.8292670828493"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: No formula, default result applied {"data":{"name":"Miscallenous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage multiplication factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Flush Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] 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":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, material501803 * ( variable199 / 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":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2.5mm)","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":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2.5mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, material501803 * ( 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":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] 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":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, material501803 * (  (  (  (  ( 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":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Total Cost formula detected {"data":{"item_id":204},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Formula calculations completed {"data":{"total_items":40,"successful_calculations":39,"errors_count":0},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":281.78622205,"totalDenseWeight_before_formula":38.1867895828493},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable198","computed_totalCost":309.964844255},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Face & Side Lit Channel Letters","objects_count":8,"totalDenseWeight":38.1867895828493},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":8,"sign_depth":"3"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":23.84,"height":20.09,"depth":"3"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":35.89,"height":19.02,"depth":"3"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":16.34,"height":19.02,"depth":"3"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":17.41,"height":19.02,"depth":"3"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":19.29,"height":20.09,"depth":"3"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":8.57,"height":8.84,"depth":"3"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":8.3,"height":8.84,"depth":"3"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:05] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":8.84,"height":8.84,"depth":"3"},"timestamp":"2026-02-26 09:11:05"} 
[2026-02-26 09:11:17] local.ERROR: 3D Bin Packing API exception {"data":{"exception_message":"Exception during 3D Bin Packing API call: cURL error 28: Resolving timed out after 10003 milliseconds (see https://curl.haxx.se/libcurl/c/libcurl-errors.html) for https://global-api.3dbinpacking.com/packer/findBinSize"},"timestamp":"2026-02-26 09:11:17"} 
[2026-02-26 09:15:04] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"3","sign_type":"Face & Side Lit Channel Letters","mounting_type":"Standard Raceway","quotationId":"890","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"c777db55-4a2b-4884-9a02-e31590d9986e\",\"width\":23.84,\"perimeter\":111.77,\"height\":20.09,\"area\":305,\"image\":\"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\",\"boxArea\":\"478.95\"},{\"id\":\"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75\",\"width\":35.89,\"perimeter\":134.83,\"height\":19.02,\"area\":314.58,\"image\":\"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\",\"boxArea\":\"682.63\"},{\"id\":\"a9b74029-8072-4a3e-95ca-c2c8fb7e2174\",\"width\":16.34,\"perimeter\":68.7,\"height\":19.02,\"area\":116.3,\"image\":\"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\",\"boxArea\":\"310.79\"},{\"id\":\"d56d2bd5-acff-40b7-8def-a0e3f9d26166\",\"width\":17.41,\"perimeter\":116.35,\"height\":19.02,\"area\":210.61,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAAEEAAABHCAYAAABYripYAAAY8ElEQVR4AeXB//PlZ1nf8efruu77fc7nE8O3bEj4rqCO2HbEDnGkIhJIWiqijl8YptaOaBXCN0dKdRQKFGynShHBzvSX/g9NsskmMQ2KoNUUkOwmJBZapDOlOp2RFtndc973fV1Xz9nKTH9cf9Pt46Hf/8QTfO4z/65korKQBFU0b0QFrRmVyWZZyEwKQSWicG9UTGSGN6OyMImqwk2YOX1pZBYZEzen9U7E4Mi8kRHIwCRchi2Nua4YYO5kFlXJst2AYOz2LCcnrPsVVbFst5BBROC9IRkU5ByoOc2dSxcvsmxPkETEZHvTS/i2F7+MA3Ggc3dfqM98/D3MdbLZLKzrwFxQ0JdGZWLNcTOooqqgCjOnNSE3xrpysl2YY7JZOjIDxJyDk5Mtc066N9ycdaxslkZkcHJyCioiJgKE6L2xjsHSHHNnzImb4yqWZWGMgRCtd9ax0ltDEpmJmTHnZLPZEBHMMdiebLl86TJmzrJZyCxOn/sKvuvW13AgDnTPnY/UI5/451QWbk7ExKxwb0QGZkZrjpuoLCSIDI6WpePuUIEKNpuFjKQASUCxPdkyx2S72UAlY07cxZyT3junJyesc0USFcFRa05zZ85JASZx3ekJly9dZlkWikKIGZMZgWRUJcvSyUiOspKTzQlZSUQgCZMhE0/5xr/Pd7z0VRyIA527+0Kd/8Q/J2JCCanw5hxVFVThLpp3IibL0ikBlfTWkENF4QJvTkaxLB0zY85Ba06MifdGc+OoL52IwdI3xFzJKLw7AqrAzenNiQh674wxkIRJSFDFFTKjKilBRtLcOCoKISQhCUm4G3MEMyY3fPP38ZKXv5oDcaBzd52vxx/+F0QER3NOeu9IQhKq5EgSCFozJKGCZdOpKlTFZrshIpBAApcREVhrVARQNG+YCzMhgYDMYLPZcOnSZZbeWZaFimDkZLvZ0psz56QK3JwZEzdnzoHccRMRgSRkgip671Bweb8jC9wMk2itERE8+QV/j7/z8tdwIA507u4Ldf5330t3p4CIiTfHZJCBWcNMFIkZmAxV0nvHJJBorTHnYNluyDHJSnprtOa4GWNO+rKwjh1L61BJ747JmTHpvTPnxCRONltmDDKTonBzJLGOiZlhJbw5c06WTWe/3yMJM2POSeuNjMRMtNYZcyCEu1PAWCdP/aZX8V23voYDcaBzd5+vR3/vfbRmVBUC5ph4c4QoitYcGSy9UzGhwM0wN8zEZrtlv9vTXESBSZxsN0QMttsTRqyYHDKRICvprVGVRBTdnebOfr+nt45MeGsIiAjcnaqiqjAzMpMjIcYcnJyeMsfKmBOTkRWYHDPDXFQVu92e7WbLnJMbvuXVvOR7Xs2BONC5uy/U43/wy0RMmjtUcWQmzAwZmIQKWjOyiozAm7P0jkxQkBFIYrNdMIkxJ1ICwkw0c8xE740xJt4a3Y2IpDJZls5cJ603ZgStNdaxslkWIoI5J8KAwsxwd4rkKDMxMzKLjKS1xjpW3JyicHMyE3cnqnjaN72K77r1NRyIA9139kJ97pP/iozJjEACM+HmyAUZbJaFjCAqWVoncrLdbslIWnMoyAzcDW+Omdjv9pyebskMWl+gksxAiNacKpDEFVn03shIJHHUe2O337FZNhRFJcw5qSok4W7IxX6/x2S4O26NyGSuK6fXnTLGJCohimWzMOYgsrjhm7+Xl77iNRyIA91394V6/A/ex9IXMoOi6L1BFQLMRG+Nopgx2SwLJgMKqthsNkQEmUHvC6gYY2VZOi4DEsmoTCRYlg3rGCxLB8Hu0o6T7YYrqpAZWYm7kxFEBNvtlv264taYc2KAt4YMxhhIoihMjkrIhHujKtjvV3prtN758z//Cinjphe+hpe+4jUciAPdf/bReuz33oO74c2RhJshCVGYwL0BRWuOBEtfGGMCibmgCijcHZkxx+DkZAMlTKIyseZAkZFkJNvTE3aXL9H7QnMHCklkJpLIKioTMxFVuIzNsuHS7hKtdcaYVCbbkxN2ly7Re6eKKyICSVQlyJBEZlAF3jtPef7tvPQV38+BONB9Zy/U5z75y1BF742lNeacHEmit4ZMuBuVCYiqxJujKrKKZdsgoTUnYpKR9N7ITNyN3heqCgm2m4XdpT1mxozJUWSwWRbcnapizknzRkaCwFoj5gSKOYPWGnMGZLHZbpgZHI11xcyICFprlIwZk4jAzJFEVvH0b/5evuf2H+RAHOj+ex6t//yf3k8zwwRVhbtjJlprVCVCtGbMOaDA3HF3xthjbix9QRIzJpveoZICeu/MMVmWTgHNncu7S/S2MMbk605PiQwkMDPWMWjmjDlp3qiCdd2z2WwYY9B6IyMwd0xiv98jczZ9YV1XQkGVMBOZxYxgWbZcvHgRM6M1p4CbX/h9vOyVP8CBOND9Zy/U5z/1foSAonlDEmZG605F0lvHXaxjRRIv/u7v4bqnfiO1TqiCAi0dcqJNp/YDzMESeaPmhCjUF3K3R71BTmy7pXJAGVSivqUuXaKaUF+oy3vojhIw4woJ5kSbLUUgRO4GxEQbp6KAoqpQa7AGmYkQEtCN7VNewNNvfg4H4kD3n71QX/j0L7P0Dd6cdeyRGVRxenrK2A+aCwTuTlXxvf/wx3jymVv5a078Bd1/9kJ96bEPcLQ92bLfr2QGJuHuVCWnJ1vGfmVzuiEzuf21r+PJZ27lQFwD9MA9j9b/eOwDjDmRidOTLTGD3htVxbqunJxsqQwig94Wbn/d63jymVs5ENcAPXjusfrSo78KMmJOzMTSG+bOnBMzI2Ny3XWn7NaV3hq3vfa1PPnMKzgQ1wA9eO6z9aef/QCYqEiikpPNlnXds9l0vDnrfsXdMG9UFX/3da/jSTfcyoG4Bug37320/ucf/Rrb7ZbMZHf5Mn1ZaGaYc1Asy8Llyzt662Qlt732dVx/w8s5ENcA/Ydzn60/feKDmENrjdacmEFrzrquLL3Te2eMFTNns1l4yau/n+tveDkH4hqgB889Vl/54m+QGUjGZllY1xUzERmQhbmTc+LuIOMVP/JannTmVg7ENUAP3f94/clnf4UnXX89Fy9+lSrYbDZstxt2u8u4O2Nd2Ww2zDnpy8J3/8AP8aQzt3IgrgF66P7H68uf/zX60ogZZCbuhuQI4c2JmGQmX3d6Het+z3f/0I9w/Q0v50BcA/TQfY/XV7/4YeSOyygKBG7OOlY2y4bMIsZKIcyNl/3gD3P9DS/nQFwD9FsPPF7/+wsfJiJorbHZbFjHgCrmnLgZBVQWvTmVxct++Ed50plbORDXAD1032fr8pf+LfvdDpNovePeyAwyCygkMecks5CKl73qh+hP+07+X8VfCXJzvu766/nL0G898ET92ec/yLIsjHWlAHfHJJCAQhKFGHNwsjkhIzi57jouXbxIUbgaM4MqGDmhYLfb0VpDiNYaEUVksl9XluZkcSCOxpwUoAQzp1S4OWMMxrrirVMSVUnMJKKAIiIwa0QGWYW3xjOf9Ux+9Kd/lQNxlfTRBx6vr3zhwxhgZkQkiANRFAjcnYxgzmCz2TAjGPs9fdmQkcwIWmtAscZkroFkZCabpbPfrxRHooDMIJMrZCLmJLNorTPnJCJJxBWVICMiAZGZRAYRiUxIRmaRGTRvPPM5z+YfvOlDHIirpIfu+2x95Y8/TEXSeweK3jqXdzu8N+acHFUVJiMz8daYc3JUiLGumDd6b4wZzDkwOXNMlu2Wr371IibhzckMIorWOzEmyYFEZRIRuDfGGMicGYEkMmGMgUnInBmTqgKKKmits64rQjzvG57P6+74AAfiKumh+x+vL3/+g2Qmm82GqqKyMBORyZyBu2MmIgszZ45B6411v2LuzBlIzpEEEcGMpHljzMmYg6UvjLnirXP54mVOT064tLuMeSOLKzIT98a6H2QWEZOsws3IKrISYSCYM8gqttstMSZVxTomz3/BN/Jjb/kgB+Iq6bceeKL+7HP/mhnBsiwcVSVzJpJRVSCRmRxlJstmYYzJHJNl2TDWFZkTmYDY7Xb03vDWWPeDzKT3Tmaw36+YO5lJVjEjMQkkMrkiI2mtMWMyozAzJCMrmGPg3ogMSEBGZUGBJJ713Ofw42/7EAfiKumjDzxRX/78h4AECZMYY+DuZIL3xrqubDZb5hxUQcwkKzEZ67oiM5p3IoJZQczAJDKgbzrrfiUjgaT1LbsxiAhMxhiTohDGUQkiClSYjIhJZdF6J2YyxqD1xpyTSmjuVBWRSZl47tc/j3/0lg9xIK6SHrr/8frzP/4NLl38Kienp+x3e0BkJXIjI2i9I4mxBpnFnBO1hiFk4vLly/TWmXPg7sxI3Jzd5R1ts7COFTNHMvb7FTMxR2LNcTPmnFRCcSCxritmhiSQMMQYEzMnMwFhJiKCpJAZlUVRPPvZz+H1P/cRDsRV0oPnHqsvf/5DVAEGYwyEMHPWdXDUl46AdQQI1nWQUciEmXBzdrsdrXdiBpgRkUQk3pzMRDKqYKyDIolIWusgkVkgGPsVEAjcnXUdUEISrXf26x53BwkK5hxEJpKoKsyM5z7nebz+7R/hQFwlffSBx+vPPv/rrGMlI4kseu9EBFUQc1KI1hq7/UpzJyuhoACTMeaALJAxMzF3qoqIYo6gKpFEIaqgNWdGYGas60oVV2QFwpGEmzPHwHtnXVeKAgkEJCCQRGaCRGUhxHOf+zx+4ud+nQNxlfTgucfqy//lI2QlY12JmXhr/F9FJUQVkljHREBmYSbkxowgM3HvjHUFiYyiqgCRWWQGBWQW5s5RRFKVRAa9bdjvdpg7MqcqGWPSesMkMouiKIqYgbuTmUiiqohI3A0hnvOc5/L6t3+EA3GV9NB9j9d/f/RXWJbOGJOIJKto7kQGBajEzElmcVQFBciMiMTd2e9W3Bvr2JOZuHXMRFWRVSBjXVfcnYjA5MjEGAM3Z86kVLg3spKI4GtkImYgiSpwcyKC1p05g6rEzJhz8g3f8Hxe/3Mf4UBcJT1472P1p3/0a0gciBnBfrcHCQkiEoorWu/s9ytZBTKgyEyWvuHy5R1FUYgqaK2x7lf60jmKCKogK6DEFSXGGJgZMmONQWXh7vTeqSoigsrC3MkMKJEZyAwzse5Xlu2GjCRi8vXPez6vf/uHORBXSQ+ee6y+9NgHyCooGGNSWSSFu5OZgIg5KTMigoiAMnpvzJhEJFlFZuLWkBkRQWRCFogDQwVIQFFZmDuRwYzA3IkIzIzIwM2ZM9hsNkQEYx3IjKoEit47VTDnAIQ3QxjPeuaz+Kl3/BsOxFXSb977WP3JEx8kM1nXlTmCkiiBmzPGYLNs2e12ZCbWnL/1ohfxlOtfQE2gQVHUCuriioAxky5RHHRYB3jBrMIlvAokjtYqzERlMQAHFon/VcV1EkEhg4xiIkSxlZEUFzMRoktsJK674Tq+7TtfzYG4Snrgnkfri5/5l7g7lcWIQG5kQswAhLszZxARtOb82B0/xVNveiV/hYm/BP3mvY/W5x5+HwGYOyaRmUQUlKgqJGOOFdyogte/7Q087aZX8hfEX3O6/+yF+uNHfoXIpKpwc8aYHEUkklESY10xN0C8/m0/w9NueiUH4hqgB+55tJ54+P0IQxKSiEpMxn4duDtCRCQzBmbGT/7sG3jaTa/kQFwDdN/ZC/XE77+fAjKT1jozJlVQlYCYcyKB0SiKf/z2N3LDzbdxIK4Buu/uC3Xhd99L6w0K1jE4mnOy3W4Z6wREVmLuVBY/8443csNNt3EgrgG67+yj9cjv/DPMG1BEBEhUJJKDBFVEBNYbmckb/skdnLn5Ng7ENUDn7r5Qj/3H9zHGoHmnKKpEZiKKLK7ISgqQxBvf8SbO3HwbB+IaoHvvOl/nP/EeMqF7IzJIiYjA3JhjIgkEQmQmb/6Ft3Lm5ts4ENcA3XvX+XrkY+9hZtC8YWbMmGQVVVAqhJBEZmJm3PGON3HmGbdzIK4BuveuC/WZj72bmYHMKAqKK6qKqgKEmXFUVbz559/MmWfczoG4Bujc3Y/WJ3/7XRzJREURGZgZkiFEZtKXzpxBVfGmn7+DMzffzoG4BuieO8/XZz7xXvb7Pb13xjowN5BRmRTCXZhEZlIFb/mFt3DmGbdzIK4BuufOR+oPP/5eMpOqIrOQxFFmUgWtOWZiRmIm3vRP38yNz7idA3EN0L13Xag//Ph7mXMgxIzA3akqjjKDqsLciUhac97yjrdy5lm38RfEX3O6587z9emPvRtkREwiAndHgszC3QBRVWQmZsbf/rZbeOZyA3qqqLVgACsHBYiiEIVkIFGZSCIiMHO0QK1cUZXYxtntgo2EXFQWaxULBxIyo7KoSqoKM+NrqoqqwsyoKhAIoyiEKAqqwISdGnWxyAzMnW965ffxpKc/W7r3rvP18EPvpC8Lc04iAyFkoqqgwMzIDMwdCjITSZgZlUXrjXVdcXNmTARYa1Dg7mQmVUllIROZiZlhZow56c3JLCoLc+MoKxGiqnB3IhKZoAqZEXOyLAtjDkyGmbGuK5KoSswcM0MSEYEkZEbMSWvOmMFb73g3N37Li6V77nyk/vDj7yMiMDeqkjkmkoCCElDIDG+NOQZVhSQkEEbrjf1ujwTenMzCzJlzYGaYGVWFmcjkoDATkjHG4Ki1xpyDzKL3jruTmRzNOWmtkZlQEBn01skq5hz0pZMzKY4KM6OqgELmUMUYg2VZiAjcnTknb7vj3Zx54S3onrvO16c+9m4qkyzIDEwChEwIcZSZCJEUlYmZ4d6oSiKCqqKqcHfcjBGBSVQlICRxhYRJRAStNRDMMXF3IgJ3JyJp3ZnrZLPZEJmMsSKJquKotw4GYx0ctd4wGesYmAwoJJAMCopCEpIxxoqZ85affhc3/s1b0D13nq9P/857MHfW/R4oJEPiQEQE25Mt67oSM9gsC/t1xZtTWZgZkphz0FqnqqgqMhMzYeaYOWPsOZKMAkziaMbEzZFEVlGVmAwKshJJuDuZQZWAQghvTlUx1gGCqqK1RlVhZmyWhTEnMYOi6G1hxkCAJJBxx4//Ijd++y3onjvP18MP/RLmBggo3J0qiAhkwhBIZAbuDTdjRhJz4r2RMYko3A0zY87A3agqqgqqkBlVRWuN/bpnu90yxyQzaa0BBYivyUyqiq/JLJalM+ekqiiK5o0qyAqaNzITd2fMSTNHBmNMWmsIWOegtU7OAMGb3/AubnzhLeieu87XHzz0S1Dg3nA3MpIZE3PHJI7GnDR3qgozIyuhCkrIRFVi5sw5yUqaNyoLBGbCvZGZZCaZgXtjjMFmuyVjQgmZETGRhCSyAldDEjOCoyIxGVVFZtJ6JyJYeiMiqCwKMDOOqoorJKoSM2POoDL52Te9lxu/9RZ0z52P1MMffScFuDkgMicyo7I4cncQzHWCoLIwNyICSXhzcgYyUQVVhZkBoipZloWIwMzIDAoQIivJKEzC3SkKM2POgTCKIjNZloX9fk9rHaooAVVQBSZMTmaQmUiiqjAzjqqKqgIK90ZVkZUI8daffDc3vugWdPbOR+qTH30XICInktObk1WYiTkDKNwbY0yqEkn03hljJRN6axRQVbgbMwKqWJaF/W6Ht05VYibGOjE3MpO+dChAQHFFRGDmeDPGOvgaM4MCBEXh3shIWjNmBJWFmxGRyKAK3B0h9used0MY3pzM5OjNP/EubnzRLejsnY/Uww+9EzdDElUwIzCJ1jsRkyuKK7ISNycrWZaFdV2RwN2JSKqKqsLdiEha61QlYwwEyAwzw92Zc4LAZGQm2+2W3X5HRLL0zhiD1hpZCcUVkgCRFbg5WYnJiEjMhJkREbg7kcEVBSYjIsCECdwbb/zpX+LGb3kxOnvnI/XwR99J945MjDHITLKS7WbLHBPvjTkmy9LJTGIGMlFVmDmZwcnpCbvLO6gCCcnICtycjAQBVcgMCvrSuXjxIuaOmyEJKEBkJEVhZpgZmUllYuaYO+t+j7mDQIC7czTGwEz03olIqorMxN2hYMyBmSETFLz5J97FjS+6BZ3994/Upz/2HmZMem9IxpwTM1ElIoJlaYwxkQwJMoujMVZ674CQQBJmxlFEUFUUhcuRCUlUFutYcTMik9YakqhMkJAEFGNMzA0hTEZRZCW9L2QEmckVEiroy8J+tyMraa0TMem9ExmYBIiI4PT0lHVdWdeVt/3Ue3n6t9+Czt75SH3qt99DZRI5aa1zZOZkBnNOzA2TEZEcuRvNG2OszEh676zrntY6lYFMNG+AyAxa78QMigKJmJMjdyciMBOSAwUSVGLmrOvAm1OZuBuZRUSy2SwUMNZBUfTmZBatNaqKzGTOSWuNzIQCSaAiIjEzzJ07fvwXefq3fwf6wn/9Yv3Jf/sUIKr2iIUrVFAgGVUTWadyBRngSKJqUAmyBhVUDaQNVyiRnMoJFMVEbEHiiiqQoCZVEySkBUiqDElcUUUBkhCQWciEgKoJOEgIqJpIjQKqJkIUglqBBRRIHWoCxt/41u/k+qc/E1UVB8X/v/R/APNFoUiELEibAAAAAElFTkSuQmCC\",\"boxArea\":\"331.14\"},{\"id\":\"3efd0d3a-d39b-430d-ac24-f739174f76ee\",\"width\":19.29,\"perimeter\":102.66,\"height\":20.09,\"area\":183.57,\"image\":\"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\",\"boxArea\":\"387.54\"},{\"id\":\"667d00b5-eda9-4102-8bd9-69bb5edec87c\",\"width\":8.57,\"perimeter\":52.67,\"height\":8.84,\"area\":54.03,\"image\":\"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\",\"boxArea\":\"75.76\"},{\"id\":\"f2422696-a77d-4cac-98b3-c7355ee4a776\",\"width\":8.3,\"perimeter\":44.79,\"height\":8.84,\"area\":41.72,\"image\":\"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\",\"boxArea\":\"73.37\"},{\"id\":\"e3dae87b-f162-47b2-a3e0-8378209fffbd\",\"width\":8.84,\"perimeter\":33.34,\"height\":8.84,\"area\":31.5,\"image\":\"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\",\"boxArea\":\"78.15\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34"}},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Face & Side Lit Channel Letters","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Looking up SignType {"data":{"sign_type":"Face & Side Lit Channel Letters"},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":25,"formulas_count":27},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Retrieved Variables List {"data":{"sign_type_id":25,"variables_count":13},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Price Map Constructed {"data":{"price_map":{"material501751":0.7286,"weight_material501751":0.332,"material501913":1.45,"weight_material501913":0.553,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material501803":3.6821,"weight_material501803":0.629,"material502428":1.7679,"weight_material502428":0.021,"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,"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,"material502403":3.0143,"weight_material502403":0.885}},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable192":0,"variable193":0,"variable194":0,"variable195":0,"variable196":3.0,"variable197":0.75,"variable198":1.1,"variable199":1.2,"variable200":0,"variable201":0,"variable202":0,"variable203":0,"variable204":0}},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Merged material items {"data":{"formulas_count":27,"items_count_after_merge":27},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Merged variable items {"data":{"variables_count":13,"items_count_after_merge":40},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Sorted items collection {"data":{"items_count":40,"first_item":{"type":"material","id":643,"expression":"material501751 * perimeter_of_sign * sign_depth_or_thickness / 12 * variable199","dense_weight_expression":"weight_material501751 * perimeter_of_sign * sign_depth_or_thickness / 12","name":"Acrylic Sheet 3mm White Opal 4 ft x 8 ft Pakistan","var_name":"material501751","price":"0.7286","description":null,"sequence_no":1},"last_item":{"type":"variable","id":204,"expression":"totalCost * variable198","dense_weight_expression":"totalDenseWeight","name":"Total Cost","var_name":"variable204","price":null,"description":null,"sequence_no":40}},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Initializing MathExecutor {"data":{"variables_count":177},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: MathExecutor variables set {"data":{"variables_count":177},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 3mm White Opal 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material501751 * perimeter_of_sign * sign_depth_or_thickness / 12","itemDenseWeight":4.60069},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 3mm White Opal 4 ft x 8 ft Pakistan","expression":"material501751 * perimeter_of_sign * sign_depth_or_thickness / 12 * variable199","result":12.1158894},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","dense_weight_expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, 0, weight_material501913 * occupied_area )","itemDenseWeight":"4.82769"},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, 0, material501913 * nested_area * variable199 )","result":"29.2146"},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm White 4 ft x 8 ft Pakistan","dense_weight_expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, weight_material502403 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm White 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, material502403 * nested_area * variable199, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material501880 * occupied_area","itemDenseWeight":4.39119},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"material501880 * nested_area * variable199","result":48.57078359999999},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material501060 * perimeter_of_sign * 0.5 / 12","itemDenseWeight":0.8730224999999999},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"material501060 * perimeter_of_sign * 0.5 / 12 * variable199","result":6.146909850000001},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Dense weight computed {"data":{"name":"Vinyl 3630-26 3M Pakistan","dense_weight_expression":"weight_material502428 * occupied_area","itemDenseWeight":0.18333000000000002},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Formula executed successfully {"data":{"name":"Vinyl 3630-26 3M Pakistan","expression":"material502428 * variable199 * nested_area","result":35.6196492},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.3432"},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"64.15459"},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A - (10+10)","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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A - (10+10)","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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A - (10+5) - UL","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 + weight_material502203, 0 )","itemDenseWeight":"1.298"},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A - (10+5) - UL","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A - (10+10) - UL","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A - (10+10) - UL","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"1.08"},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"5.572"},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Formula executed successfully {"data":{"name":"Paint Cost (Back)","expression":"variable196 * occupied_area","result":26.19},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable197 * nested_area","result":12.5925},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"12.7604"},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"6.8292670828493"},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: No formula, default result applied {"data":{"name":"Miscallenous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage multiplication factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Formula executed successfully {"data":{"name":"Flush Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"8.4915"},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, material501803 * ( variable199 / 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":"215.40285"},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2.5mm)","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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2.5mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, material501803 * ( 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, material501803 * (  (  (  (  ( 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":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Total Cost formula detected {"data":{"item_id":204},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Formula calculations completed {"data":{"total_items":40,"successful_calculations":39,"errors_count":0},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":496.18907205,"totalDenseWeight_before_formula":46.6782895828493},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable198","computed_totalCost":545.8079792550001},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Face & Side Lit Channel Letters","objects_count":8,"totalDenseWeight":0},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"3","raceway_depth":"2"},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:04] local.INFO: Box added for line 1 in standard raceway 6x2 {"data":{"line":1,"width":120.0,"height":31.34,"length":7,"denseWeight":0},"timestamp":"2026-02-26 09:15:04"} 
[2026-02-26 09:15:05] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":7,"width":122.0,"height":33.34},"quantity":1,"denseWeight":1}],"cheapestShippingCost":1014.84,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1219.5049999999999,"tariffAndDS":1219.5049999999999,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":2015.4857175,"totalShipmentCostFormula":"((tariffAndDS (1219.505) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2015.49","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":708.025,"tariffAndDS":708.025,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1251.5903375,"totalShipmentCostFormula":"((tariffAndDS (708.025) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1251.59","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":931.84,"tariffAndDS":931.84,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1432.23808,"totalShipmentCostFormula":"(( tariffAndDS (931.84) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1432.23808","careerDDPValue":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":"879.84","tariffAndDS":879.84,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":1014.84,"totalShipmentCostFormula":"(((tariffAndDS (879.84) + overlengthSurcharge (30) + overweightSurcharge (105)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1014.84","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1385,"tariffAndDS":1385,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1385,"totalShipmentCostFormula":"((tariffAndDS (1385) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1385","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-02-26 09:15:05"} 
[2026-02-26 09:15:05] local.INFO: Yes Factor Founded {"data":{"sign_type":"Face & Side Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-02-26 09:15:05"} 
[2026-02-26 09:15:05] local.INFO: Product cost factor determined {"data":{"sign_type":"Face & Side Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-02-26 09:15:05"} 
[2026-02-26 09:15:05] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"31.34","sign_depth":"3","sign_type":"Face & Side Lit Channel Letters","processed_sign_type":"Face & Side Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/raceway/Front_Side_Lit_With_Raceway.png","mounting_type":"Standard Raceway","combined_production_cost_usd":550.0,"total_production_cost":910.0,"totalDenseWeight":0,"totalVolumetricWeight":93.5,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1219.5049999999999,"tariffAndDS":1219.5049999999999,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":2015.4857175,"totalShipmentCostFormula":"((tariffAndDS (1219.505) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2015.49","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":708.025,"tariffAndDS":708.025,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1251.5903375,"totalShipmentCostFormula":"((tariffAndDS (708.025) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1251.59","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":931.84,"tariffAndDS":931.84,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1432.23808,"totalShipmentCostFormula":"(( tariffAndDS (931.84) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1432.23808","careerDDPValue":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":"879.84","tariffAndDS":879.84,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":1014.84,"totalShipmentCostFormula":"(((tariffAndDS (879.84) + overlengthSurcharge (30) + overweightSurcharge (105)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1014.84","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1385,"tariffAndDS":1385,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1385,"totalShipmentCostFormula":"((tariffAndDS (1385) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1385","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"}}},"cheapest_shipping_cost_usd":1020.0,"totalCost":1930.0,"productionResults":[{"material_id":643,"dense_weight_expression":4.60069,"result":12.1158894,"sign_material":"Acrylic Sheet 3mm White Opal 4 ft x 8 ft Pakistan","description":null,"sequence_no":1},{"material_id":644,"dense_weight_expression":4.82769,"result":"29.2146","sign_material":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","description":null,"sequence_no":2},{"material_id":670,"dense_weight_expression":0,"result":"0","sign_material":"Acrylic Sheet 8mm White 4 ft x 8 ft Pakistan","description":null,"sequence_no":3},{"material_id":646,"dense_weight_expression":4.39119,"result":48.57078359999999,"sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":647,"dense_weight_expression":0.8730224999999999,"result":6.146909850000001,"sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":648,"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":649,"dense_weight_expression":0.18333000000000002,"result":35.6196492,"sign_material":"Vinyl 3630-26 3M Pakistan","description":null,"sequence_no":7},{"material_id":650,"dense_weight_expression":1.3432,"result":"64.15459","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":null,"sequence_no":8},{"material_id":651,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":9},{"material_id":652,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":10},{"material_id":653,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":11},{"variable_id":192,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A - (10+5)","description":null,"sequence_no":12},{"variable_id":193,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A - (10+10)","description":null,"sequence_no":13},{"material_id":654,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":14},{"material_id":655,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":15},{"variable_id":194,"dense_weight_expression":1.298,"result":"40.6093","sign_material":"Power Supply 15A - (10+5) - UL","description":null,"sequence_no":16},{"variable_id":195,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A - (10+10) - UL","description":null,"sequence_no":17},{"material_id":656,"dense_weight_expression":1.08,"result":"5.572","sign_material":"Wire 18g UL UL Certified Red & White China","description":null,"sequence_no":18},{"material_id":657,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":19},{"material_id":658,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":20},{"material_id":659,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":21},{"material_id":660,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":22},{"material_id":661,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":23},{"material_id":662,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":24},{"variable_id":196,"dense_weight_expression":0,"result":26.19,"sign_material":"Paint Cost (Back)","description":null,"sequence_no":25},{"variable_id":197,"dense_weight_expression":0,"result":12.5925,"sign_material":"Packaging/Box Making","description":null,"sequence_no":26},{"material_id":663,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":27},{"material_id":664,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":28},{"material_id":665,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":29},{"material_id":666,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":30},{"material_id":667,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":31},{"material_id":668,"dense_weight_expression":12.7604,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":32},{"material_id":669,"dense_weight_expression":6.8292670828493,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":33},{"variable_id":198,"dense_weight_expression":0,"result":0,"sign_material":"Miscallenous (10%)","description":null,"sequence_no":34},{"variable_id":199,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage multiplication factor for Sheets consumption is taken as","description":null,"sequence_no":35},{"variable_id":200,"dense_weight_expression":0,"result":"0","sign_material":"Flush Mount","description":null,"sequence_no":36},{"variable_id":201,"dense_weight_expression":8.4915,"result":"215.40285","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":37},{"variable_id":202,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2.5mm)","description":null,"sequence_no":38},{"variable_id":203,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":39},{"variable_id":204,"dense_weight_expression":46.6782895828493,"result":545.8079792550001,"sign_material":"Total Cost","description":null,"sequence_no":40}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Face & Side Lit Channel Letters","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":46.6782895828493},"timestamp":"2026-02-26 09:15:05"} 
[2026-02-26 09:15:05] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 09:15:05"} 
[2026-02-26 09:15:06] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-02-26 09:15:06"} 
[2026-02-26 09:15:06] local.INFO: Incoming Request {"data":{"sign_type_name":"Face & Side Lit Channel Letters","sign_depth":3,"mounting_type":"Standard Raceway","sign_height":31.34,"sign_width":"120","dimensions":[{"id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84},{"id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89},{"id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34},{"id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41},{"id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29},{"id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57},{"id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3},{"id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84}]},"timestamp":"2026-02-26 09:15:06"} 
[2026-02-26 09:15:06] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-02-26 09:15:06"} 
[2026-02-26 09:15:06] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Face & Side Lit Channel Letters","sign_depth":3,"mounting_type":"Standard Raceway","sign_height":31.34,"sign_width":"120","dimensions":[{"id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84},{"id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89},{"id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34},{"id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41},{"id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29},{"id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57},{"id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3},{"id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84}]}},"timestamp":"2026-02-26 09:15:06"} 
[2026-02-26 09:15:06] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Face & Side Lit Channel Letters"},"timestamp":"2026-02-26 09:15:06"} 
[2026-02-26 09:15:06] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":25},"timestamp":"2026-02-26 09:15:06"} 
[2026-02-26 09:15:06] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-02-26 09:15:06"} 
[2026-02-26 09:15:06] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Face & Side Lit Channel Letters","sign_depth":3,"mounting_type":"Standard Raceway","sign_height":31.34,"sign_width":"120","shipping_weight":93.5,"shape":"rectangular","dimensions":[{"id":"c777db55-4a2b-4884-9a02-e31590d9986e","height":20.09,"width":23.84},{"id":"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75","height":19.02,"width":35.89},{"id":"a9b74029-8072-4a3e-95ca-c2c8fb7e2174","height":19.02,"width":16.34},{"id":"d56d2bd5-acff-40b7-8def-a0e3f9d26166","height":19.02,"width":17.41},{"id":"3efd0d3a-d39b-430d-ac24-f739174f76ee","height":20.09,"width":19.29},{"id":"667d00b5-eda9-4102-8bd9-69bb5edec87c","height":8.84,"width":8.57},{"id":"f2422696-a77d-4cac-98b3-c7355ee4a776","height":8.84,"width":8.3},{"id":"e3dae87b-f162-47b2-a3e0-8378209fffbd","height":8.84,"width":8.84}]}},"timestamp":"2026-02-26 09:15:06"} 
[2026-02-26 09:15:06] local.INFO: Validation Passed {"data":[],"timestamp":"2026-02-26 09:15:06"} 
[2026-02-26 09:15:06] local.INFO: Input Parameters {"data":{"dimensions_count":8,"shape":"rectangular"},"timestamp":"2026-02-26 09:15:06"} 
[2026-02-26 09:15:06] 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","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"}},"timestamp":"2026-02-26 09:15:06"} 
[2026-02-26 09:15:06] local.INFO: Sign Type Lookup {"data":{"sign_type":"Face & Side Lit Channel Letters","found":true,"sign_type_id":25},"timestamp":"2026-02-26 09:15:06"} 
[2026-02-26 09:15:06] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-02-26 09:15:06"} 
[2026-02-26 09:15:35] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"3","sign_type":"Halo Lit Channel Letters","mounting_type":"Standard Raceway","quotationId":"890","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"c777db55-4a2b-4884-9a02-e31590d9986e\",\"width\":23.84,\"perimeter\":111.77,\"height\":20.09,\"area\":305,\"image\":\"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\",\"boxArea\":\"478.95\"},{\"id\":\"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75\",\"width\":35.89,\"perimeter\":134.83,\"height\":19.02,\"area\":314.58,\"image\":\"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\",\"boxArea\":\"682.63\"},{\"id\":\"a9b74029-8072-4a3e-95ca-c2c8fb7e2174\",\"width\":16.34,\"perimeter\":68.7,\"height\":19.02,\"area\":116.3,\"image\":\"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\",\"boxArea\":\"310.79\"},{\"id\":\"d56d2bd5-acff-40b7-8def-a0e3f9d26166\",\"width\":17.41,\"perimeter\":116.35,\"height\":19.02,\"area\":210.61,\"image\":\"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\",\"boxArea\":\"331.14\"},{\"id\":\"3efd0d3a-d39b-430d-ac24-f739174f76ee\",\"width\":19.29,\"perimeter\":102.66,\"height\":20.09,\"area\":183.57,\"image\":\"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\",\"boxArea\":\"387.54\"},{\"id\":\"667d00b5-eda9-4102-8bd9-69bb5edec87c\",\"width\":8.57,\"perimeter\":52.67,\"height\":8.84,\"area\":54.03,\"image\":\"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\",\"boxArea\":\"75.76\"},{\"id\":\"f2422696-a77d-4cac-98b3-c7355ee4a776\",\"width\":8.3,\"perimeter\":44.79,\"height\":8.84,\"area\":41.72,\"image\":\"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\",\"boxArea\":\"73.37\"},{\"id\":\"e3dae87b-f162-47b2-a3e0-8378209fffbd\",\"width\":8.84,\"perimeter\":33.34,\"height\":8.84,\"area\":31.5,\"image\":\"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\",\"boxArea\":\"78.15\"}]","mockupCreationType":"multi","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34"}},"timestamp":"2026-02-26 09:15:35"} 
[2026-02-26 09:15:35] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Halo Lit Channel Letters","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 09:15:35"} 
[2026-02-26 09:15:35] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 09:15:35"} 
[2026-02-26 09:15:36] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Initializing MathExecutor {"data":{"variables_count":192},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: MathExecutor variables set {"data":{"variables_count":192},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"5.238135"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"36.8814591"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":7.63875},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":65.3379492},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.3432"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"64.15459"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"1.118"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.08"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"5.572"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.007484823489},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":7.484823489},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00059446911875},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.59446911875},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.005670320825},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":5.670320825},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0116538851"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"11.6538851"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00565600035"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"5.65600035"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.007573137"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"7.573137"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.0006042608"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.6042608"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":7.84737933655},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":12.5925},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"12.7604"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"6.8292670828493"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] 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":"8.4915"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"114.8778"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] 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":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":387.10987431929993,"totalDenseWeight_before_formula":44.538488979532055},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":425.82086175123},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":8,"totalDenseWeight":0},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"3","raceway_depth":"2"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Box added for line 1 in standard raceway 6x2 {"data":{"line":1,"width":120.0,"height":31.34,"length":7,"denseWeight":0},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":7,"width":122.0,"height":33.34},"quantity":1,"denseWeight":1}],"cheapestShippingCost":1014.84,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1219.5049999999999,"tariffAndDS":1219.5049999999999,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":2015.4857175,"totalShipmentCostFormula":"((tariffAndDS (1219.505) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2015.49","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":708.025,"tariffAndDS":708.025,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1251.5903375,"totalShipmentCostFormula":"((tariffAndDS (708.025) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1251.59","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":931.84,"tariffAndDS":931.84,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1432.23808,"totalShipmentCostFormula":"(( tariffAndDS (931.84) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1432.23808","careerDDPValue":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":"879.84","tariffAndDS":879.84,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":1014.84,"totalShipmentCostFormula":"(((tariffAndDS (879.84) + overlengthSurcharge (30) + overweightSurcharge (105)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1014.84","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1385,"tariffAndDS":1385,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1385,"totalShipmentCostFormula":"((tariffAndDS (1385) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1385","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"31.34","sign_depth":"3","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/raceway/halo-lit-with-raceway.png","mounting_type":"Standard Raceway","combined_production_cost_usd":430.0,"total_production_cost":710.0,"totalDenseWeight":0,"totalVolumetricWeight":93.5,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1219.5049999999999,"tariffAndDS":1219.5049999999999,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":2015.4857175,"totalShipmentCostFormula":"((tariffAndDS (1219.505) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2015.49","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":708.025,"tariffAndDS":708.025,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1251.5903375,"totalShipmentCostFormula":"((tariffAndDS (708.025) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1251.59","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":931.84,"tariffAndDS":931.84,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1432.23808,"totalShipmentCostFormula":"(( tariffAndDS (931.84) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1432.23808","careerDDPValue":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":"879.84","tariffAndDS":879.84,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":1014.84,"totalShipmentCostFormula":"(((tariffAndDS (879.84) + overlengthSurcharge (30) + overweightSurcharge (105)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1014.84","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1385,"tariffAndDS":1385,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1385,"totalShipmentCostFormula":"((tariffAndDS (1385) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1385","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"}}},"cheapest_shipping_cost_usd":1020.0,"totalCost":1730.0,"productionResults":[{"material_id":1,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":null,"sequence_no":1},{"material_id":2,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":2},{"material_id":3,"dense_weight_expression":5.238135,"result":"36.8814591","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"Aluminium 14 G / 0.074 inch - Corrosion-resistant, and Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":7.63875,"result":65.3379492,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"Frosted Acrylic 8mm / 0.315 inch - Ideal Light Diffusion for Halo Sign Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":1.3432,"result":"64.15459","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC, IP65, 0.72–1.2W per module","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 – 12V DC output (10A + 5A split), 180W total, UL certified.","sequence_no":15},{"variable_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":16},{"material_id":17,"dense_weight_expression":1.08,"result":"5.572","sign_material":"Wire 18g UL UL Certified Red & White China","description":"Wire 18 Gauge (Red & White) UL Certified – 18 AWG stranded copper, 300V, PVC insulated, UL-approved.","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.007484823489,"result":7.484823489,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.00059446911875,"result":0.59446911875,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.005670320825,"result":5.670320825,"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":0.0116538851,"result":"11.6538851","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00565600035,"result":"5.65600035","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.007573137,"result":"7.573137","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.0006042608,"result":"0.6042608","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":7.84737933655,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":12.5925,"sign_material":"Packaging/Box Making","description":"Custom Packaging with 3–5 ply corrugated boxes with inner foam/styro and stretch wrap.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":12.7604,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":6.8292670828493,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"0","sign_material":"Flush/Stud mounted","description":null,"sequence_no":46},{"variable_id":25,"dense_weight_expression":8.4915,"result":"114.8778","sign_material":"Standard Raceway (6x2)","description":"Sign to be mounted onto 6\"x2\" Serviceable Raceway","sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":48.99233787748526,"result":425.82086175123,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Halo Lit Channel Letters","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":48.99233787748526},"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:36] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 09:15:36"} 
[2026-02-26 09:15:37] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"3","sign_type":"Premium Face Lit Channel Letters - Metallic Trim","mounting_type":"Standard Raceway","quotationId":"890","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"c777db55-4a2b-4884-9a02-e31590d9986e\",\"width\":23.84,\"perimeter\":111.77,\"height\":20.09,\"area\":305,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAAFkAAABLCAYAAAAbFSs/AAAgAElEQVR4AeXBCfzm93jo/c91fZffff9nJonYI5FYkzFIyEIImhKhrTW2cChiORIH7eGp4lh6qvSxVKkWVUt77A5KHaqWU416UG3NTOY/k1hSWkuJSjLzv+/f7/u9ruvcf9Ln5dWnreWZLK9z3m/5u4u/yGc/+oaY2kRNhZwThNPMGEplMS6Yl4GpT5RSISDCcHdUlVIyvXdEFSFQUXoEYU6tBULJuYKyIkzjiKCEOOEDSCHCmcYRVSWXYD4PhMDi28xIoAVnDtGx3pjPBxZtYNvWgeGQbWyZHcm2612H+SFHs+3QG6CqwjWI7N2zkz9+0wsil0yEoyoQ4BGoCAREGDkX3I06FDwCAcZxybatWxnHJSpKyZkAsiYgQITeG6rKMBswM8yMoVTcnVIK43Ikl4Sq0FqjlMLWrVswd5aLBbVm3BxRYZMEDLOBAxsHWJvN6L2TSkZCaL2zdethHHWL49h2wx1c/0bHU8ogXM1k756d8b43PZ9aC701aq2oCOO4JOeCuxEEEc4wDGzKKWFuJBW8G7VWNCXcjE3uzmw2ME4TKpBzppSCiLD/wAGudehhRDhTm3ALas20acLDqbXiHmzduoU2TYgACt6dTSKCu5FzJqeEimBmeDhmhogwzGYMOZOHyo23n8gNbn43tmy9ASvC1UD27tkZ733Dc0kq5JxQTfTeUVVySVg36lCYWmNWK92MlAQVJcLBg2EY6NYglE11qIgEgtBbQ5OSVHF3em/UWkk549YREbZs2cJiucGmtfka43LJpsCREDQpEU5OiW6GSkJVURVKSiwWC7Zu3YaHs9jYoNaKuZOTEgG1Dhxz/Mkceex9mK9tZUW4Csne9V3xgTc9D1UlpUREAEFKCVEQEQQQIKcMGqSU6FNDVZnPZ7TeEAG3YBgq3TrenGFWGceR2TBjsoaiRBgRwVArvXdyKaiCKIgo1jo5K21qrG1Zo3djHJeklFARSq2UlHE3NhYLcsmUnJkNM9wNEWGaJgQFEVQF74YmZb5tG7c4+SyOuMmJrAhXEdm7vis+/JZfR1URAQsjqSIiuDuzobDcWLJl6xbaODHMKiC4OyVnpjahqszmA611wp3woNSMu1FSodZCN2OaJtbmczwCM6P1kflshgDuRskZD6i1MI4jtVbcjAA8goQw1ErKSmuNTb13RARVRURwd2qpLKYJQcADAUotEIAKx+y4M7c48YFoSqwIVzLZu2dX/MkfPo+UE6Vk3J3ZrGLdCDNUBVBEAhElZWVT0kSthTY1em/knMm1sNhYUHKh1kzOmWlaMhsGNBWmtqTkjEWgCOGOqtB7R1XIOePuqCqtdXLOKEHNhWadaZwYZjOsd0SE2XyOm5FSYpomVIWIoNaB3g0IzJycE6VU9u+/nGGY0btx9PYTOO6OjyKXwopwJZJ967viI+94IZuyJtyclIVNApgZqgoSDHUAgaRKNyOJ4u4EAQHz+Qxzo5bCNE2ICuD01qjDjAhHVVEED2eohZQSvRtmnVorIoKKMLVGSgk8KCUT5ngE1o352pxpaph35mtrbGwsmA0D5oaZUUphWo50M+azAXdobaLUwlAHpjYSAUcfdzt2nHYOqsqKcCWRfeu74kNvfT5rszmbzJxundkw4GZoEqY2ccghhzIul+SUESCXTJsmIEiqgODurG2bY60z9QYO8/lAuOMRiCrz+ZxpuUAEzIyUEoKSkmLmlFqYpomcM9Y7KkLOGVXFzRHAIxARNCkpKRsbC2azAY9AAmqtjMuJ7p2kCTPD3amlknKi9YmUEq13jr3tGRx76lmsCFcS2be+K/78Pb9JTglRxawx9cbafAtunSQJUSHc0aSEO/P5nDY1RMHMQIRhGGhtopbCcrlAVck5k1MiwgmCTSKCAEEAQi2FCGitMQyVlBOtNRYbC0ourM1nuBsiQpsakpSSKx5O643ZbMZyY4PZbMY4jpRSSCmxWCypteLutN6ppWC9o5oQhZwzbWq4BHe4x5O57jG3YkW4Esi+9V3xF+/9v4lwhtmMaRoZasXMKDkTHqytzTmwcQARRRU0Jdo0kXNCBLo5OSdAKCWzXC4Y6oAQqCo5Z3prEIAqpSR679Q6sFxskFJhHJccsu0QNhYHUM3UWhiXE2vzgdYbdaj0qVNrZTktmQ0z9h84QKkFa50tW7ZwYOMA7sEwDIQ5OSdyziyWSzapJrob1jqqymw+Y5omth16OKfe/zmUMrAiHGRy4fqu+MsPvBx3o9ZCBEQ41ju1VqZpIiUhpUy4o0npZiRV6lCwbuSU0KREBOM0sqmkRE6JqTVqrYQbSROlDjTrqCpCMBsqfTKW45KSChYGCCkllssFEMxmMwhIOeHupJQYx5GcMqjQpkbJGSeICOowYL3TpolSCq01zIxhNmccJ3JSrBu1VjQpvRu3vtMvcMyt782KcJDJheu74i/f/1JEhAin1srGxgFqrZh1VBOqSkqJcVySSyI8yDkjKiRNdDOIoJaMe0clEQJEUGultYaKoEkhoJRCa51hVjlw4ACCkEthuVgwm81Ym89pvWOtk4oiCDllluOSiKDkwjiOlFIQURBhsVigqqSk5JTpvWHuzIYZU5tIqgRByYVpmujNyCXj7gzDwNrWrdzprOeTc2VFOIhk3/qu+PT7X0rJGVEhwhnHkWEYsN5JuRA4KQnDMNCnxnVvdASH3mA7REeTkHMmPKEqiAYRgWhGUDQBEWzxObJ1QcoLkgKS+Mdvb+OyAwdYLiGlRO1w1I2vz2VN8HCKBmUQtHVkyCBgG9/iO9/6ey75h68SvRHhbIxLIKh1wFqjlspiHElJUU24G/PZnMVywWwYmMYJUUFFQQQ3o/XGHe/7OI648R1ZEQ4iuXDvrvjU+15CzkoQJE2klPAIwh3VxDSNrK3NSVmRgJPudiJHbj+Hq5O78e2vr/MPF/w5X/vKLtbW5ozjRM6JqTVEFDMjwsm5QATNOgS4OXWo9G6ICKKKiHD0cbflhLs+kRXhIJJ967visx98GfP5nHG5RAS2btvCxmJJSoqZ03snwskp0Vvn9F+4Gzc67hyuCSKCL+/+ODs/9W56myi5EASbSsn0bgxDxcyZpoYquAXmhnuQUsa6MZvPqMMWznzUi1FV4SCSfeu74nMffBl1GCAMj0BFmKaJOlQEodSMu+PmtDZy6hl34ugdT+Sa5O/WP8wF53+Q1idUE5oTGxsL5vMZvXfMndkwsFgsSSVh5rSpUYeKdccjmA9r3O3Bz+aww6/PinCQyIV7d8fnP/wKWhuZz2aUUhinid6NtbUZbRqZz+e4OwgowvGnncBR2x/PNc1ffuBlfP3idcydUguqSjej907SDAIiQq2VxWID90BEyLlg1lESd7rP47jRMSezIhwkctG+C+JvP/IKeu+IgkrCwlmbr9HahBDUUphaI6WEm3PS6Sdx1PbHc03z1Ys+yV/92VtprVGGgghMU6OUipsxtcYwVKw7EUEdZiwXC6bWmQ8zzDp3/LmHc5Nj786KcJDIRXt3x86PvZLZbKC1xtQa89mccRxRFYZhYLFYklMiqVJLZcept+ZGx53DNc3G5f/Eh//omfTeSaUQEYzjSE6Z+XyNAwc2GJdLSq2szddYLJdEgJujSem9ccfTz+LYk+/LinCQyEX7dsfuT/wOtVR6bwTB1rWtfO/S77Ft2zY2XX755czqQCkFieA2dz6eG9zyMVzTRAR//Lon03tnsRiptSIIosI0TQRBTpVxGpnP5mwsFuSc6N2otVJK4cjj7sGpd38AK8JBIhfu3R1f+LOXU0plmiaSKjklmhlJE5oUc6fmQrNGEuGknzmZG97ysVzTRATvf/0vsXFgP+5O652hFESF3o21tTWW40gEtG5Y76ScWC6WlFIJ4M73OIvtJ9+PFeEgkYv2XRC7P/bbeARuzpatW9i/fz/z+RoC9N4IYDbMWC4XDEPl+NNO4IhbnsM1zXKxnz9+3S8xtkbOGSIgYLFYUGczJIRundl8xsZigQiYOTln3KD3iTMf9DiOPu5nWREOErlo3+646FOvo/eOmRERrM3XKCmxXC5JmoAAERCht4nb3e1Ejjj2HK5pvv61v+Gjb38lqSQQQRAWGwuCIKWMmTHUyjRNaEpYNyL4PlUlgHs+8Knc+NjbsyIcJHLRvt1x8WffwDQ1kghtmtBSGMeRUgopJSKCaWqUnAjghNNO4MjjHsc1zd984pXs+vzf4OY0a6gmci701nF3kiYinO5Oypk2NVrvzOdzzAwQzn7ySzn0sOuzIhwkctG+3bHzo79NTkogRAQSUEvBzDBzAienTAT0MO5w+h044rjHck3ynW+u86fv+C3aOOERTNNEN2NtbY1Nl1+2n1IrKgoqeAS9NQRhGGa4B9sOOZSzn/wKVJUV4SCRi/btjgs+8TuUnJlaB4Jxmlibz5mmCVVFEObzGa01VIUTTrs9Rxz7WK4pLr3km3z47S9iceAyRJXlODK2id4as/kaKso0TQx1wMxAoJuhknAz3B13uNUJJ3OvhzyDFeEgkov27Y7dn3gVOSVUFPNgsdxg29ZtRASiwrQcOexa1+Lyyy9HEE64ywnc6NhzuCa4+KLdfOYjr+fySy9hmiZqrZgHIXxfBJg5boEI32dmmDslV6beyUnp3bjP2U/h2NvehRXhIJKL9u6OPX/xuyRRIhzrRuud+XxOeGBuIMJysWA+n2MW3OHup3DELR/D1WUaN/j63/8tX975Sfbu2oX1Th0G2jQREZRSWY4TKSXcHREwc8wN60apldYbSRMhgoQwrBWe8IzXMcy2sCIcRHLh3t1xwcdfSTdjvjZnsbFBIMxncxaLBcNsoLfOP3MPbnDjI7n+0deByZFBEFUE8AhUtmKLDnUDUSUWgfZrwZbCtOsb6BECWeEyR45S4h8CbhDEfkiHJvwSx7/hyA0F+6dAtwnTCIs1Z1o0Dlx6Kd/6xtfZ2FjgHuScaa2hSSEgEHozPAwzo5ZKAO6ORUAE7k5KinUnpUzKiVNPO5M7nvloVoSDTC7cuzt2fvS3IQLNCRXBzFFNuDsRTvADSRPLcaLWyjQ1IhwRRUQRFfDACfDA3ImAYRhYLBYggrvTemdtPmdjsUGtFRFhmhrT1Ni6ZQu9d8ZxJNdK74Ym5QeE3jtDHWitYWaYBSJC7x0QzI2cMkFgZmhS3APVhJkhIpgZApg7wzAAwmxW+MWnvoJth16HFeFHcDM0JX5ccuHeXfGFj7wSx5GUsN5xd0op9N5xcw459FD2799Pb42UCiln3DrugYgAgrkTHogqi8WCYaj0bgy1gsBiMaKquDt1GGjTSC6F/ZfvZ5jNmFpjU86ZaZoQTYzLJbP5nGlqzGZzlssFgpBzpfdGRJBLpk0NSUprHdVETpnuRhKl9Ya7k1KCgO4dQhAg58w0NU6/33/k1LueyRWEf4eZ8c43/Bq3vv1J3ObE+wQ/IPw75KJ9u+OCP/89FosFpRRSKoQby3HJ2toal116gNlsYJomUkqICNM0Ye7klMi50LshCIZjboQ71p1SC9acnDOi0KaOuxMERBDAMMxoZozjRETgEcyGGVPrLBcLcs6IKCICBOaOpoyZEe4gQgC1VMZxgZujOTHUGW1qmBu9G7UUzA0zRxDcnFILx97mOO77iBegqqwIP8IX/ur98b63vIGI4JS73IMz7/8kUsqsCP8GuXDvrvjch15GHQbcjE1uwdQ6qgoRTK1ThkpvnVorEUGEs7GxYD6fsxyXCEKtA+M4QgTDMNCa0dpEBOSh0FvHzMi58APCOI2oKgS0ZogItVZQobWGBLgbIoqHEAQqwmK5pNaKmaFJEQSPgAhKKSwOjOSSIMAj0KT0ZtSSab2z6drXP4JHnPvrbN16GFcQ/h2XX3ZJvPG3n8b3/mk/EUF4cMe7nMLd7/t0Sh1YEf4VcuHeXfHp97+E2WzGuFxShwEPWCwX5FxorbGpTZ1aC906OWfcnVoq+/fvp9YBEcHMMHNIQimVxWLJDwg5J1SV/fv3s7ZlK0TQpoaZg4J1I8JJKSMokgTrBqKklBjHkfAAhTAHEXLOCDC1jpsDggiklNBcmNoEEaSUiAgQVgQ353pH3JiHPu5ZHHro9biC8CP8yTtfG5/71AfZFBGUXOjWuONd7sQZ9386ORdWhH9BLlzfFX/x3hcTCDlnUkpsLDYoubCpW6eUgnUDAbdARUCU3hsRQUoJM8cDgiDljJkholg3zAIRcA8ggABRujkiwmwYmNoEAbkU2tRovSEiBKCAuxOAu5NTQUQwd0opTONIypmsiY3lEhXBWRG+T0TY5Oagwm1ufyfOfMCTWFvbyhWEH+HLX/xCvPmVzwZVFEFTovdOKQVz56Q7352fP+vJrAj/gly4d3ec/97fBBFSTrg7vXVAiXAQIdxJKSEiGIGI0FqDAE2JTa11IoJcCn3qdDNKzpg5KSmtddwDVcE80KSMy4lhNmDdyDlh5jTrJBVa6wzDgFswTROIoKqoKiCEwDSOgJByIqdMuINA7wYKKoqZ4e6klDj82tfmrmc+gtuceDo/RPgRWpviD1/9y1z8pYtRVdydnDOtN2azOW5GBDzo0U9gx/H3ZkX4IbJvfVd86v0vIWmi9Y6bsUlE6b1Th8rGxpI6FHo3Sq2YORFB0sRynAgPai1064zjiIiSU8GsI6rklDF33I2UMhaOmzONI8Mww8Mwc1QV1YSKsBxHSqm4OeGOhSOqiAqCYm6ICG1qaFI2RQQRQa2VqU2ICIRwo6OO5rTT78FNtt+DOsy4gvBj+tyn3hEfes87EDYJvTdEhKQJVaF1A4KhDjzhGS/h2tc9mhXhCrJvfVd8/J2/TgApJcKDOgyM44S7ExEgQiD8QBARgFDrwHI50qYJBEqpTK2hqghCypnFYkEpFU1CuKMp0aaGqOJmgBDuBCCiuDk5Z5bLJSVnLAJNifBg6hMqirmRcyalhKoSEbg7EUFvnWsdfji32H47jr7JMdzg6OM5/LpHIyL8EOHH9N3vfCN+/6W/xDiNuDtJE+ZGyolxOVJqRQjCgwi41fHH8+DHvABZ4Qqyb31XfOydL0QA1URrHUmKR2DuhDsRgaCoZtAg3AkPujkiQrdORFBKxbpRSqH1ziZ3p3cn54S7k1QxDwRBBBBFCNyDTSIKBGYGIvQwkibcHFGhtcZsNqO1RkSQc6a1Rq0VEMyM613vhjzxV16NiPBDhJ/Cf3/zC2LnX3+eHwiSZqY2MQwD0zShSUmaICCAcOMXz3sGN7nlXVgRVmTf+q744FtewNp8TkSwXE4QRi6F3jsiyoH9G2zbdgitTTiwbdshHLLtMMwMj0BFEYTeO7VWzIxunU2qyvcFOMFQKxuLiZwSrXdySjR3SkrgToiAO53gku98k3GayDljZmxydyICVUU1ER603qil4BGICiqJc5/5Ug6/zjGsCD+lfXs+E29//YsY6sCBAweYzeZY75gbCNRSaa0hgEeQUsLM2L7j5jz08S9DVliRveu74mPvfDEICEprDTcnl4y7IwLmYO4IgoVxvwedyS1v/ziubBd84dP88VteRkQQEZgZKRUinKSJ5bik1kJrnZwzrTVUBdXEve7/WE65631YEX4K47iIP3zlU/jGN76DqiIihDvdDA9nNgyIJBaLDSKclAsCeARJE4972gs44sa3YUVk7/qu+PBbXkhEkFJiXC7IQ6X3jogiIuScGccJdweB+z/kHhx7+yfxQ4SDLzYOXM4r/+s5TFNDRAggqTKOE8NQmaYJVcHcKKVgPYAgp8T222znrEe/kBXhp3D+R98cH/vge+m9U2ultcYwDIzjSEqJTRGBiACCqhAR9NYwd37mjHtxxv2fworI3vVd8advexHmjgDTNJFLIdxBBDfDI0iaaL0jAvd78N3ZfvJ5rAhXrnjDbz2Nr331YkSETRGBiADBJndHRNmUUsLdEVVKzjz1ua9nvraNFeEn9IG3vCg+8+nzyTmzycMpuTCOIzllunVSSiD8QATuQUqJiOCwww7jqc99I5qSyN71XfHht/4GIoK5EwFuhoUjQM6Z8MA9aK0RwP0fdg92nHweK8KV7BMfek188s8+jIrSW8dxVBIQ5JTwAFXBzBARIACh987Z5/wqtzrhzqwIPyEzi4+867f47GfOx8wQEUSElJTWOr13cs6oKuFOShlzY5OIIKo84Zd/gxseuR3Zu74r3vfG5+HhEIGIEgEpJQgwczyCnBKqytQaD3z4Pdh+4rmsCFeyfXs/HW9/7W+yKafE1BpEYOHkXFBRxnFJTolcKm4dEcEjuP3Jd+a+j/i/WBF+cmHWefcfPo89f7sLEUUEIgLrRh0KvRsRgaqyKaWMm+FhqCYe8LBzuO0d7oPs3bMz3vMHz+MHBBFAFAg8gk29d2qthDvdnQeefQY7TjqXFeFKtv/yy+KVv/ZYltPEbBiIcCJgHEeSJjQpZsYwVKapkXKi9w4BhxxyCE957h9QyiD8dOKS73yD17/0aYzjCCKIgHVDVMi54O703hEEj6CUTO9GTonTTr8Xp9/nCcjePbvivW98AeGOiGBmaMlscnfcHXODAEEwN85+1M+x/aRzWRGufPGmVz6Fr3zpYlSVIMiaQAW3AIJ/1nsDhJQUEFQTv3ju07nxzU5lRfjpxCf+5FX8xcc/DgG5ZMZxJOeEe+DmpJwQwCMQEXrv1Fo59rhb8+DHvQBZ37Mz3vvGF4BDN0MVPAJUEBEEYdM4jpRSCOCss89gx0nnsiJcBc7/szfGx/7H+xEBEcHMcHc0JQjHPai1YmYQkHKitYaocsqpd+HnHvKfWRF+Sl/ee3780Wtfhqrg7qgqvXdKKfTeERFEFQW6dUAQUW5685vwyPNejqzv2Rlve82zgWA2mzFNE5uGOrBYLsg507uRkgKKe+ehj7w32098EivCVeDL+74Q/+21z6f3TikVEWhtQjQhQETg4WTNaFLa1PBwIoKt27bxtOe+ntl8q/BTuvgre+PNr3omBPTeGWYD0zgioogIqoq7k1IiPNCkhDvXvu7hnPurf4Cs79kZ73r9c4kINokq1jspJUDo1lFRkiY8HHfjIY+4F7c6+VxWhKvANC3jt5//WDYWG+RccDciAndHk2LdEQnMHBElJcXDEQR35yGP+U/c+nb3ZEX4KfzdVy6IN7/qOZgZZsYwVFrrDHXA3DAzRIXeOrVUPBx358gb3ZAn/MrrkPU9O+Mdr3sO7qCqiEAQbBKE3htb1rayWC5BIKnwoLPPYPtJ57IiXEXe9+bnx19//vOICLVWxuUIAiVnzJ2UEtM0oarknBERNCnTOHGzm9+SRz75JawIP4UL93wi3vr7r8DNKaWgIrTeEVFSUtyd1hoiggjUOjBNIze7+TE86j+9Ctm7Z1e86w+eR0QQEdQ60HvDzMg501ojpYR1AxE0KWc97O7sOPk8VoSryN6//pN411vegJmhqpg7EYEKK0IphdYaZkbOhZwTvXcgcA8e97RXcNRNbsqK8BP65Ad+Pz7x8Q/i7uSSadOEasK6McwG3IwA3J2IYDab09rIjtvejgc95vnI+p6d8dbXPJucMhGOqgBCmxqalCDorVNyARFyTjzwYXfnViedy4pwFbn0n74Rv/VrT0Ii8IDeG7VWeu/knIkICFBVVIXWO0kTHo6ocNIpp/LzD/sVVoSfwDQu4lUvfAKXXXopKSU2RQRmhqoiIqgqBIgKZoaI0HvnZ848k5/9+Scj63t2xlt+91cptWBmlFwIgmmcKKVgZogKbZwYZjPGceThj/55dpx8HivCVSf+6NW/whcvXMfdUU3krCDCuBxJKbHJzciloKq4O6qCe5BS4vG//Jtc/4ibsyL8mD79P98VH3z3m9k0DJWpTQiCiJBSwt3JOdNbQ1NCRLBuBMEDH34Ox9/hfsj6np3x3179TCKCXDIiQps6pRQQcOvklHFAABHhrIefwY6TzmVFuAp94a/eH+9842uYz2eYBd06tRbCHRFFVZnahHugIogIEUFKiYjg2B3beeg5v4GIsCL8CF++cE+8/fXPxczZtFgsyLkgCkkTrTdKLoQ7rXdSSpgZs/mc3jtPfPqLuOGNtiPre3bG21/7HEQEVcXcEATzjkpGVbBu5JKIAFXlrLPvwfYTn8SKcBXaOPC9+J0XPolxHIGgtY67k3Ki5IKZoZoIHAIQoU2NiKCWjANn3vehnHr62VxB+Ddc/OXPx7vf8HI2NjYIDxBwd0QEs04pld4687UZrXWCgIDeO6UU1ras8UvPfzMpZWR9z85422ueTUoJM8M9qDVj7oRDSkLvRkqJbsZQBx7w0J9lx8nnsiJcxf70vS+P/+eTfw6iqAhmHU0JMwcCAoZhYJomVJXwwHFqrfTWEVHuff97s+Oks1lb28qK8EMuv+y78emPfpDPnP9exmkk50xEoCmhImxyc4JAREgpYd0IAg+n5ELvjdPuenfOOOtprIis79kZb/29ZxER5JQJglIKrTU2uTsiwiYRAYIHP+JMdpx8HivCVezrX70oXvuyp5OSIiKklOjWUVEigtYapRQE6L0jqhCAQOudLfMtLJYbbDvkMI692Q6uc8Nj2HL4YWxccilf+9o+LrroC/Ru9N5JKQHCJhFwN1LKWO+UWlksFpRc0KxYNzQpBEzTyOOf8l855tiTWBFZ37Mz3vqaZ6GqCIKbgwSqid47CBCQUmKTJuXBD78n2098EivCVS8+8Jb/wuc+8wVEIefCNE7UWtjkbqSUGccRM6fWgpvT3Sg5kXMhIiACM8Mj8HByypRSEIFpbJgbORfCHQQiAk1KEqX1TskZc2eTiLJJgKlNXP+GR3DuM3+PlDIrIut7dsZbf/dZzOYzIBinCevGMAy4OaLCYrHBfL6GuxMRPOxR92b7iU9iRbgafO1Le+KNr342EYG74+7knDEzSslEgFkHBBHB3RERRJWkShAQMI4jOWfcnYggAmotRAQRgaiiIkN2HawAAAVoSURBVMxmAxsHNqjDwDRNuDualFoGxnGJihABqoJHcJ+zzuPEu9yTFWFF1vfsjHf+/nOJcHLOmDlBsElFUVWSKlNrRAQRwcMedW+Ou/1/ZEW4esSfvucVnP+Jj1JrpbVGrZWpTRBBzoXeO5oSpRTaNLEpwgEhIiilEuGYOZqUcCenhLsjqogI3QzcSTkjAuFB7x1EGIaBCGeaGhFBKYWI4JBDr8WTnvlqhmHOirAi63t2xjtf/1zCHE2JcTmSa4EI/pmqEgHmnaSJBz38DHacfB4rwtXke9/9x/iDlz+V/QeWmHdUFNVEuJNLZpom3IOcExFOa53ZMMPcCHcCEBFSSrgZmhJEsMkJwgMRwcwopdBaZ742Y7lYknLCzEmqRAQI3ycI93/EEzn+pHtzBWFF1vfsjLe/9jmoKiLCpjZOoIKI4GYggori7iDw0Efei1uf8mRWhKtPXPD5/8G73/L7uBnuzqZcMirKNE5sqrMB6x13R1Mi3BBR3J2UFPdAVYkIuhnCiggC9N6pdSDCiQhUFXNHAHNHRVAVRJQIZ8ettvOgx78YVWVFuIKs79kZb3vNsyFAkpA1s1gsyCVjvSOaEIGcMuaGu/PQ/3Avbn2HJ7MiXI1i5UPveTGf/eSnGaeJWivdjKSKiODupJQIdzQleu+UUkCEaRqptbLJzTAPBFBV3B1BQPi+cEdTQkRQVcZpgnBEE4oQBIcdeiiPftqLOPzaR3EF4QqyvmdnvON1zwEE94AILJyhVqapkZISARHObDaj985ZZ5/BjpPPZUW4mi02DsSbXvWf+cdvfhNBcJxwR0QxM1JKmBmlFCICCKbWGOoMs46qoJro3TAzSk4EoEkJD3o3ckm4OSJCRODu1Fqw7ng4KSkPf8IzuMX207iC8ENkfc/OeOvvPouUE5vCgzpUeu9EQBBYa5RaMTfCg4c+8l7sOPk8VoSrX3z3km/x39/wHP7+779FzonWO+FBzpmIIKWEdcPD+T4RclLMnJQSm3LOTOOEu6NJiYBaC+5GBKgq0zQhCCklRCACzJ17n/UI7njXh3AF4V+Q9Qt2xjte919IOWFmuBs5ZVrvpJwgBHcjIggCM+MRv/gL7DjlPFaEa4a45Ntf5W2vez7f+fZ3gWBTRCCq5JSICNwcd0eSEu54OCUXeu/UUtGkjONI7x1VRVVRVXrvaFJqqSyXS+pQmcaRYZhzt597OHf52QdyBeFfIesX7Iy3ve7ZCAICEkLgmDkiwqZaK5t676gqD3jo3bnNHZ7MinDNEd+95Ju8/62/wVe+eDEpJcyMlJRuhiDUWmlTY5gPbGxsgIMmIeeCmSEipJQIgk3WjQjHPcg5s8k9EAlyLvz8Q57I7U65J1cQ/g1yySXfiot2/yVuDdGCiBDeiOhomhERgPD/igU3veXNuN4Rp7AiXLPEcrnBh9/zWnZ//nwQMDPcDETYVGultw4CKsImcyflBA7NGjllckp0MyLArANC741hNnDTW9yC03/hPI486hiuIPw7JCJYCX5ywjVTsPLFfX/N+R96E1/60pcptZJTYjkuEYRNJRcQMOuYOaUUrHdQQULQrCRVWuuUUhjHkVtu38HtT7s/x+04BRHhCsKPIBHB/6bCrPPVi87nM5/8KF/+4j6mNuHmbJrP54zjiIigSSEEEaH1CRUlIhBNHH744dzmxLty3G3uzA2OvBk/RPgxSUTwv7HgCt/9zj/w1S99gW9+dRdf+dKXuPTSy1hsbCCimHWGYWC+tsbali0cedSNud4R2znqZju4/g1vSsqZHyL8hCQi+D9E8EPG5YI2bjAuRkSEYeuMkteow8C/Qvj/QSKC/4MF/1/CQfa/AHEPT5lTSc9XAAAAAElFTkSuQmCC\",\"boxArea\":\"478.95\"},{\"id\":\"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75\",\"width\":35.89,\"perimeter\":134.83,\"height\":19.02,\"area\":314.58,\"image\":\"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\",\"boxArea\":\"682.63\"},{\"id\":\"a9b74029-8072-4a3e-95ca-c2c8fb7e2174\",\"width\":16.34,\"perimeter\":68.7,\"height\":19.02,\"area\":116.3,\"image\":\"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\",\"boxArea\":\"310.79\"},{\"id\":\"d56d2bd5-acff-40b7-8def-a0e3f9d26166\",\"width\":17.41,\"perimeter\":116.35,\"height\":19.02,\"area\":210.61,\"image\":\"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\",\"boxArea\":\"331.14\"},{\"id\":\"3efd0d3a-d39b-430d-ac24-f739174f76ee\",\"width\":19.29,\"perimeter\":102.66,\"height\":20.09,\"area\":183.57,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAAEgAAABLCAYAAADTecHpAAAaWElEQVR4Ad3BCfzuZVnn8c913ff9PM85h+2wHDgcVJBFluMCg0JuKSImipRjQlnuOrlVpk7ZzGRappZpiqVOWaSOmHvigjvqhBIBKm7oYOyyy2E7/+f3u6/rO8/D6ziv8+LlggbK8H6bJH6WhmHO5ZdeqJuuv4grLruYG793DZuuvYrrb7qBPt/MyspAxIBh1DZlOilMptux3XZrmK3Zkd027Mp2k13Z/q53Y6ed70KpzbgdmSRuT8Mw57sXfl3nffPfuPSCc7nwggsYhoHMpNZKKYWIQBLujrkxjiNuhpmTEki4O8MwMJlMSAmTmM5m3OWue3Lgxnuz7q6HsNtd9qWUYtyGTBK3tYjORed/SV8/83N862tfYtP114OEUiRJ8YKZYQYpUCbujjIRUEqh946ZkZF4ccwMSUQErVZSiZvjpRDRyRTr1u3CvQ85nH02HsFud9mbBeM/yCRxW7npphv01bM+xVmnncyVl19DRJBKWqn0SKTE3YkIptMZqUAJZtysj53JZEKSkCIlaqmEksxg0iaM44i7ExGYGwjcnXEcqbUChhnsd497sPHwx3DgPQ/H3Vkwfgomif+olZUbdeZpH+ELn/pnVuYrZAaRARggDEMCd6P3Tm0NJNydzMTMkIQy8VKICGqt9LFTWiV6IIlaHAGS6L2DQasNN2PsnaVSCpmJu4MZd91rX4549OO42173Y8H4CZkkflqS+NbXTtWnPngSV111JZJwL2BCEhliHEdqrZhBrZVhPsfcKaUgCUmYGZmiuBMRCNFaIyKotTKOI70HtRbMjCUzI6LjpWAYZjCOndYaUmLmuDtLKXHw/R7IA496EmvX7sSCcSuZJH4a1113tT578hs4+6wvE73j7rg55iwYmUlmUmslM8lMljITN8eLE5m4OVICRipBopYCZpgZmUmPYNIawzjQaiMiyQzcnFRSSqG1Ro8geuDumEFGYm5IAomddtmZox//W+xzj8NYMG4Fk8RP6vzz/k3//PYTuPrqayilsNR7pxQnU5gZbkapBUlEJJKQoBTH3ZGEu5OZYKAUkUkthd47pVbcjMwklZRSMAwpkcDdkYQkzA0wlImZIYlMISVLrTUQpAIvjYc+8rE84Ihfw8xYMH4Ek8RP4ux//YBOec876H2kR2AY5sY4jHhxSilEBEutNlKBEnDDWBBMZlNWVjZDQqkFJKwU+jhSa2MY5pRaMBmpxMxwdzITM8fdyAgwp7XCOAZmEBFIIiKptZIRtEljKTNxcyKT2gqHPfChPOyYZ1NKYcH4IUwSt9Zpn36rPvq+f6LWCmZkitoK4zBSSiEzyUxarUQmxQs9OrVUksTN6eOImeOlkEpA1NoYhjmtNoQwDDMYhhH3AojIYNIayKi1MIwdcwMJpYhMai2AkUpqKYzjyJKZYWaYOb2PuBfcjUN+4UE86nHPx91ZMH4Ak8Stcfpn/k6nnPxhDCFBStRSiEjMIDNZcnckIYkld0cCKZFEZlJrRRKtVjJFj467U0phGAZaa0hJZFJKxTAiOu5ORNBaI3pgbmQG7oWl3gMzw924mYS5Y2akhJlRiqOEiJHilYf80qN50FFPZcH4AUwSP84Zp71NH33v+1Ek5kZmkkrcncyklALiZkqBgbvTewcDk2HOgtF7sHr1KsZxRBJmgMDcSIEyMTOW3AsgJKEUYgsTS7UUxnGk1sZSZmJmGEYqkYS7k5m01hjHkdYqYCxlJjgc8/hncfD9jmLBuAWTxI9y7jmf1klveR1iQaLWyjiOtNYYhoE2aSiFu7PUeydTlOIULyAIJb2PuDvujruTmZgZkpBEZlJKwczovWPmtFbJTJZqrfQ+Yub0CAyITIo7kpjNZvTeiR54cZYigslkQu8dBKVVMgIzw83o0ZlMJpRaeMrzXsG69XdnwdiKSeKHueLy7+gfXveHbL7pJnoPllqtpIS74+6MY8cclAJERNJaQxJLpTgSRATujjJJidYm7LjTjuy57z6s22UDZfUGdt65YeNavBQyAp99jyuvvJGVay/n0ksu4KILzuPa720iojNpE4RYkkRm4hhCSFBqofeOuwPCvWAG4zhSSqHWiiQMMIy77r0nv/bMV1FKZcHYwiTxg8znK/pfb/p9Ljr/fCISCcy4mbshDCSWzAwzYz6fs2rVjEwxjiPFCxiYG5IgjX323Zv9Nt6ffTYexo4774GZcWtlJld89zt8+5zT+No5p3P5pZfS+0gphSUTuDs9OrU1zIw+dm7mhklgEBGUUjAzTDBplT52jj7+yRx82C+zYGxhkvhBTj3lbfrMR96FgMyk1kpmohSlFjISIUopGEYoMcDNkZLeO14KpRS8OL/wi4dx0MHHsn6P/bkF4ycjFjKTC847mzM//SG+8e0vs7J5hVobZmBmuBuZQhK1Vfo4YmZIopYKCDMjeqfVhpmxas1qnv7C17Fmm7UsGAsmiVu64rJ/15tf/UIyAjB675TiSAnmGMLMMYzIoJTC2EcmbUKPTvZgMp0yjiP7HbCRI499Crvtvh9bMW4bYuHi87/MJ09+O+efdy5Lq1at5sYbb2QyaUQEtVaGcaCWSnUHwXw+p00atRYyAzPDzHjEMUdznwc+jQVjwSRxS+9968v1ja+cRe8dSZgZbkZkYmZkJOaGm5NKIoJSCrVWeu+4O7PZjAc/+jjud/hjKKWwhXH7UETnG19+Lx9+9/sZx4HMBONmSoHAi2MJEZ1aK7VUhDAXZoYQa9duy28+7w2sWr2NsWCS2Npll5ytv3/dK4jomBnzYcDNcHeid2prZIpSC9EDM0OZtNbo0ckUa3fYnmN+4/fZe9+D2Ipx+xILl1z0VT7w9r/imquuJiKYzWYMw4C702pFISJGWmt4cSICEO6OJGotHHP8k9l34yNZMJPE1t5/4p/oS2efgZdCZmKAJEopRARmhhBLxQuSiAhKKWQmu+66Hcc982XstPPd2cL42dJVV17CB9/+Si677LtkT5wFAzPHLHF3JOFuSNzMzChuKJN9D7gHj3niy1kwk8T3Xf7d7+hNr/o9Uokk3AupAIGZYQYpMMDNiQzcncyklMJ0OuWJz/0Tdt9jP7Ywfj50zTWX8843/xFXXXk5q9qUniOSwKDWSvaODNyM2WxKHzu1FCI6WOFJv/tadtpld0wS3/e5D79Fn/nkySz13imlgEASPTqrV69mGEfcjOiBF8fMaK0x9pFfe/oL2O/AB7GF8fOlq674Dm97w/9gWJljBj06tTVqKfTecTeKG2DUWsgIMhN346jHPYED7n0sJomliM4bX/FMXXvtJjISDMydcZgzm83IFGPvlOKYOdE7mUktBQEPOOIIjjzmt9nCuGPQOWefysfe/Td4cTICM4dMpKSUgpnT+8hs1ZSITqmF1atWceiD/zP3OuxRmCSW/v3cr+jEv/nvtFKZD3NSYrZqhlK4O6UUNm/eTK0NEKUWhmGguLP9DtvyjBe8gdVrtmfBuGPRye96Fed+6Uxaa2QEQhQzJpPGfD5QW8Hd2XC3u7Lxvg9lw173ZzZbw5JJYukzH3qTPv2xD1FrQYJSCwgMiEgw/p+xj7RSEeDFOerYZ3L4gx/JFsYdi66+6mLe8dcvZmXzZqaTSu+BGXgx1qzehr03HsZB/+khrFt/D7ZiLJgklk583fN14QXnE5nUUpBERGBmuDtSkincnczE3RnHkd12W8czXvhGprMZC8Ydkz598t9y9mkfYzJpSGL9HhvYeOgR7Ln/Q1i1eg1bMbZikrjh+mv1l3/0JCTITFprzOdzvDhuRq2NzCQiMDMwo9VC78EvHftYDnvIE9nCuIO64rIL9IG//2P23Xgo+x/ycNbvsR9bMX4Ik8QF3zldb3/jX9B7J5W4Oa01IoLMwMyopTIfBkopgMgQk+mUpz//z1m3fk8WjDs2raxsZjZbxVaMH8Mkcebn36OPfuAkIoNaK+M44u64GbijFAb06GQmpThmzm7rN/CMF56AmbFg3AmZJD74jj/XGV/4HKUU3B13ZxxHlEmplVoq82HOkpmxZGY84BcfwcN/5dksGHdSJol3/u2Lde7Xv0FmIoG74cUZ5yOlFsyMzMTMMDMk4e485vHP4T6HH8mCcSdlkvjrP3uGrrj8ckqpjH2g1YYywVgwEAhRayUiaa0wHwae/V9fw66778OCcSdlmckr/+A49d7pvdMmjRiDUgqpxN0ZhoFVq1YxzAdSQa0VM+f3XvoPrF6zHQvGnZRtvukGvfLFvw4YpTgCMoPiBTPIFJmJmWMGmYm7s/0O2/O8//4W3AsLxp2UXXP1VXr9nz6djMAwSnXA8OKMw0gpzjAf8eJ4KaAkU+yy6+489w/fxIJxJ2aXXnqx3vyqZ7M0m83YvHkzrVWQIUREsBQRzGYz5sOcVhvrdtuD//Ki17Ng3InZJRdfpL9/zW8TGdTaiAjcnfl8TqYoteBmmDmlOPP5QGuVdev34LdedAILxp2YXX3VlTrh5U9HKcwNwxjHTq2FVKIU7s50MkHAMAxkJut228Bz//BNLBh3YnbD9Zv02j9+KhGdzKS1RmYCAhw3IzIwM5bcnMhgu+235Xdf8lZsgTsxi+h65YuPZ2XznFIcM8PMmA9zZtMZEUFEsFRKwd2JCCbTKS946VuZzmYsGHdSJonXvOSJum7TJswMDFptrKzMAQHGdDphHAeUQohJm4LBs/7g9ey08wYWjDspk8Tfvfa5uviCiwFhbkRPWitED7wUSnWiB713JFFrw915wrNexN33+QUWjDspk8QH3v5nOvP00yilYGZEBJIopdBaI6KTmbgXMG6WkRx7/K9z8OHHsWDcSZkkPnvKP+pfPnUyY++4G5lJpshMSilkJm0yQZmYGZmBEAduvA+Pf9rLWDD+PyCJzE4pjVvLJPGtcz6jfzrxBMZxREDxgjk3ix5UczAjlEwmjXEcaZNGtcpvv+TvWLV6WxaMO7hrrr6QL3zo9dzloEdr/3sdzmQyY8H4EUwSV195id7w8ufQo+OlULyQEbRJIzNwc4ZhQIjWGkpRzHB3Hv/U57D3gUewYNzBfecrH9Jpn3gPZsbatTtw4KH3Z9e9j2bV6jUsGD+ASUILJ/zpU7nu2k1EBu4FM5CEBO7GUmaiFKUUpMSA/Q/YyOOe8acsGHdgWvjEO/+IKy+7BEVi7mBGKY2Nhz+UvQ86klVrdmLB2IpJYukj//TnOuOL/0JEgIw2aZhxM0nUUunjiLtjZmQGBrQ64WkvfCk7rTuABeMO6uILvqHPvufVRHbcK8rEzBh6x9yYTifsedCDOeCQI1m743oWjAWTxNJXz/qM3v2Pr6WWgrkREbg7ZoZjuDsRgVK4GW0yIbNTauGgg+/FI3/1v7Fg3EF97v1/qQvP+xppwnDmKysIqK2iTDIFAq+Fe933EPY9+Di2X7ubmSSWNt+0Sa9/2TNZma9QSyWVjOPIZDqhlcrmzZtxd9yMUgqk8OpISSmVxz/jhdzt7vdjwbiDueyis/SJd72BcRzxUogIzJxMISUGRCSYgcTQO48+7nnsdeCDzCTxff/8jy/X2Wefjrvj7qQSS/DimBnFDC+GJNwdMyMymLYJ2+2wM8c/6xWsWrWGBeMOYhgGffykl3Dl5ZfSe8fMMHeQEE70kVobPTqlVCKSlWHgCc9+JTvvuhcmie/79jf/RSf9z7/A3TFAEpPayEwwUVsl+sh0MmU+zJlOZ4zjyGTSQOKA+9yXh//K8zEzFow7gLM+806d9cUPUUsjeqe2xjiOlFIYepBKzAylwIxhPjCdreZpL3ozbTLFJPF9fRx14ut/hyu+ezm1FpQCM6IPrNlmDfNhQJm0VjEckSiTjGA2m9IzOPKRj+We9z+eBePn7JJvfUEfe/8bUQoJzAwzYxgG0iBCeCkohVL03plMpuy5z7486gkvYcFMElvRN/7tJD74rveBGW6GuYhMkCilkBKtOG7OOA601lgSotWCGRx+1G9wyOFHs4Xxc/Dd876uj7//NfQ+ED2QRCLGntRakcRkMmFl80BmEhGYGZHJgx/+q9zviONYMJPE1m668Qad+NrnsbKymYhAEj06rTZabSSBIiheMDNKKUR2kGiTRmZSqnPfBzyagx/0eEopLBg/Q+d/+0x99oNvYj6f0yNYKu5EBOM4IpacDFGq416YDyNuhoDffO5LWbd+fxbMJHEL+uqZ7+TD734PjiETxY3oyXQ2YT4fmE0mQGLmZCaSmM4amaJWh0hKKdzl7gfxgEc+lW22X8eCcfvTl7/4KU7/5IlEBpiREoYhjIwgMnBzVlbmTGYzIoKUQCCJ3XffwK8/97W4Owtmkril+XxFbz3hd7jiu5dRW8MRk0nDzOi9U0slM6itIkQtBSxRJNM2wd3pPQAxnc64/yMey14HPoJSCgvG7eD666/WqR86iUvOO53eR9wrkhAiQ0QmXhwDMoWA7MnQR9wdN2M+dI5+7FM45IHHsmAsmCR+AF143hd474mvIyPw4rTaMGAcO1JiZtTmZCaTyQRI3JxJLYCxFBlIonhh7S7rOeB+j2Gf/Q+l1MaCcRuYz1f0tbNP5atfeB/XXnsdZoYklODFyUzGsbMkoNZKRpISYER0ljLEttttw1N+7wS22XYHFowFk8QPoY+977V86ytn0HvHi1PMqa0yjgNSYmZMZxOGlYFaCrUUpMSs4A6ZYjqbMI4jSxHBDmt3Yr/73J/d9zqYndbtg3sxfgpXXXmpLvrW5/nSFz/F9ddtYtImDEOn906plcxkHEdCotXGkiS+r/cOGLU2MjvIeMjRv8RhD3k6WxgLJokf5sYbN+ldb/x9Nl17DZmi1oI5uDtLvXdacwpO753WKpgT0XFzppMJMui9A8LNKbUwaRNW5nO2X7uWnTfsy64b9mDNdnuwerudWbNmR0qd4W4YZplJxFw3XHcVV15xEVdfdgFXXvxlrrj0clZW5pTSiAgkISUpo8cIOJIoteIGPRIkMoW7g4zMwEtlmM/ZcccdeOLz/4ptttmBBWMLk8SPoIsv/BqnnPRqVjZvZuwdzFg1m2IGfezUWiBFZlJqYexBdcfMaJNG9KC4Y+YYomcymTbGcSRTmEEplehBZmIGXiZMZo1xDKKPRA/mvdNqA4QE8/lArRXM6eNIZiIEOL13Wm0Mw0CphaWIAHPGsdPaBBCZAkTP5FHHPZtDDzuKLYwtTBI/hr56xsc59SP/QGZiZnhxanEsRakFpcgIvBQyk1IKkliSwAxSiZnRe6fWQi2VCJHZkYxxHJitWkX2jtyITMYxqLUiiXEcqaUy9mDVbBXzYSAykIyllDAgMzEzBCiSMTrVK+5OJkQEILqS4oXI4N6H3ptffsLLMDMWjK2YJG4FnXHq2/jXz38Ux3FE7yOrZjPG3imlkJmkRHXHzBGij51aC5LAjMwkM5itWk32TkqsjCOtVsydHsk4DEynU3rvSMIoZCZSgjmRgWQsFS+M0SluSGIcOwgwQxIZorVGZpCABHVSyUgiAwQ7rF3Lk3/n1Wy77Y5sYWzFJHFraOHzn3gHXz/jFLJ33MDMcHfMjFYrPYKIQJmYO25OKokIzAwBQrTaGHtHAnMnQiAQwjB6HzE3ammkkpTIhMxkSRJLkYkycXfcjAgoxYlMQkIpMMhM3B1JmATmyMR0MuU3nvNydt+wN1sYt2CSuJW0wFmnvo1//d8fpxUjIhHCMMy4We+dyaQRmZgZxQvK5KaVFVptyABBGkQPSq0MKyOSmE6nSMk4djDIFJJwd6xUIgIkIpNiTmaSCSJptZEpVlZWKLVixRnmA23SiAiWSnHGsVNKYfXqNfzKk17A3vsewhbGD2CS+AmIha+f/UFOO+XdKEVmIBlmMF+ZgxuT6YSxB9ULkQkIMMwgU6wMnVYrxZ3MBIyIwNyYTqeszOdEiugdNyclUkKZ1FqJSGppSEJKJMhMhCi1Mo4dL44kljISL87SOIxss912HP+MF3PXPe/JFsYPYZL4KejCfz+DT7z7TcxXbkISZs44jmyz7RpWVlaYDyPFCqUUZIAgIwGRafQ+YmaUUjA3JOgRCBE9yUy8FJSJmRE9iExqLSDHMJIkU5gZmYHMcHd6dCZtAoKhD5RSUQozY8PdNnDM8S9k1932YgvjRzBJ/JR03aYr+fwpb+Gi877OyubNtNaITMjEzOghJq2SEoYhwTiOlFoZ5nPMHUmYGePYMTMww93pY8fMkcDMcHeWVoYBMxaM3jutNYo7wzhQaiUymU4mzOdzSq1ED2qt9D7y4CN/kfs/7LeYrVrDFsaPYZL4D9AC3zznc3zx429jZWXOfGVOppjNVrF5842UUlnqPZBEmzS8OsN8JCViDGqr9N6RhJlj5mQGtTT6OGLm4MJLZRhHxnEEg2IFc8PdQZApBLRWGcYBxM1232M9R/3yk9lzn8PZinErmCT+g8TCTTfdwLfPeg+f/9QnGYcRd0MSkUkqyUjMndlsyubNA2YgwIBhGHE3zJxaG+PYAWHmZA+sOOaOF6f3Tu8ddweBAJchCZnAHDPRe7B27Y487Jij2f+ex9ImU7YwfgImiduIWNh07fc475yTOeuLn+e6TZsYhk4phdYa4zgiYBgGijm1VtwLEYmZsRSZLI3RMTMkUWul905EUEohI6mt4l7ICHp0WmvM5wNeCuvXb+CBDzuKvQ86kul0NVsxfkImiduYWJivbObb3zyd/3POqXzn3HNZmW9mOpmSmcxXVnBvGGBeMIPMRBIZiRcnEBFBrZVxHIkM3Bwzw71wM4nIxMzYfoe13PNeD+CgQw9jt7vcE3dnK8ZPySRxOxFb3HD9VVx43te46FtnccmF3+ba713LMJ8jQBKJSImIwDDMDXOjeGGpjx0vhVIr4zDHrbDd9tuwbv2e7LX/Rva8+0Z2Wb8fpVS2YtwGTBI/A2ILSVx37VVcedlF3LTpIq644mJuunFOjpu49nvXk4KMEbfCdNWM1WtmtMn2bLN2F9btspbZmp3YYae7ssOOu+JeuAXjNmaS+DkQtw3jdvZ/AXEFZUbrf2AhAAAAAElFTkSuQmCC\",\"boxArea\":\"387.54\"},{\"id\":\"667d00b5-eda9-4102-8bd9-69bb5edec87c\",\"width\":8.57,\"perimeter\":52.67,\"height\":8.84,\"area\":54.03,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAACAAAAAhCAYAAAC4JqlRAAAGa0lEQVRYCb3B78vddR3H8efr/fme60opMPJHuuaiH0SQYGxTXGKJlPkj3UT3q6S5TUkxmhZBoOQmxkrdlEiIgrpRUN4MuuGtCPoH+kPO5s6VeZ3z/bzfr87ZFsaK7th6PPTO397mr2/9yJvvzFHAZH0dV4JhvhgxRhIK0VpQZXo30aBsykXTQNlkFUFgFxh6dhZZNAVZiQFnse0zt7LzrqMsSRuzM/zlzeedZXoWrQUrfeysX/EBFosRbAz0noSCclE2ZkUsFp21yRrjOIIgKxHCiD6OSEFVkZWgxmdvuoU7Hvg2S9LGbMqff/e8FY3MZKWyEwrSkC6qzGQyYcxOjp2ICYvFgggRBEmxGDtVRgi7mM8XtDZgTC8jhMuMvfjc9tv48kPHWJI2ZlP/6ffPkb3ILBTChmiNzGIcRyIaGMqFC9JFRDCfzxFBRJCVVBoQiQFRvShDzw4WWYkxN++4nbv2fIclaWN2xm/95gcEghCZSWYhBa4iWmNcdKoKhbChsthczJkMaywWC1BQNhCAmC/mRDRsY5vWBjbnm0QERtz0+du4++FjLEkbs6n/+OvvA0KI7IkNMQy8++67IDFpE6oKC+abc4bJhL9vbtJaowpsU2UqCwkKKBunidbo40hrjbEnWNx86+189eFjLEkbs6n/8MvvkVnYgCCzMAaLzI40UFWUjQGnKcA2vSdlY1ZEVQIiFJSNEJmFbRSiu9h+y+3c88izLEkbs6nffOMYkpBg7MmkDSzGkauuvp4v3HsUO7lAGIMFmPPKWIBBIVygAKdRE14AAQTQDYO48oMf4uprbmRJ2phN/ebPnsE2tulVVBUu+PC1Wzn41E+4DMRFms2m/u3rT2NEZZFlxjFZW5vwketu5OCTJ7lIXAaazab+1ctPUWXKJlqjZyLDtTds49GnX2ZJXCaazab+xclvgUTvSURQZezihq2f4tGnf8xF4jLQ7NzUPz/5LWxji8oEhG0++rFt7HviBLZ5H7S+vs4wrPGfaHZu6jdeeoLqplwoArsoGySGYUJVcZ44TwoqkwtMGwZy7JRNtAY2K9EakvjKgwfZftuDLIlLaHZu6tdeOEJrgQ09O601yoUkQGDOq0qQsMFlhiHILMqmtaCyaK2xUlVEBLa595FD7Ny1myVxCc3OTP36S0cQQbmoMisCDChEZSEJCWxQBJWJJFaEyEoigqwCm/MkQuK+vYfYuWsPS+ISmp2d+rUXjzAuRhSBEBa0CKoSCCJE7yOtDdhGEq4CCYVwGUmAsfk39+09xM5de1gSl9Ds7NSnjx/BmBWXISAUVBbGtNYQUDYrVUVEQ4LMBIEUYINAiIiGnbRo3P3QN9ixaw9L4hKanZv65ee+CRIhYSAkQNywZQt7jzyDVIB5jwADAswF4j0GxD9N1q7hiiuvYklcQrOzU7/ywiFCgSRchSSqzJZtn+DxZ0/zPon/QrO3p37txFGyJ9GClZ6dtcka111/I49/9zQXictAszNTnzrxGDbnSaL3zjAZ2LL1kxx95lWWxGWi2dmpX/3hIRRBZjIMA2B6Jlu3fZrHnz3FReIy0Ozc1KePH0EEWYlsEEtiy9aPs/+JF7HN/5jW19dZW1tHszNTv3L8McQFkrBNSBRmaBMykwghCTAYspJQUFVMJhPGntjF2mRC7x0QEigC29gmInAZArbfsZ97H9iLZmenPnX8MLYBAaZFI7OjFkiCAmSyTEjYxjYtgnQhhBDlQhJSAKa1RlVigyTswggBO+48wH0P7EOzM1O/+sJjtKFhm8xEITDYJiJYsc2KqxgmA+Oi04ZGVWFAgCTOsykXUhASZbOiCFwJiJ13HuT+3fvR7OzUp44fpvckArJMIKIF5wlkqCpiaIyLkYhgRRISRASZhSRcBRIGBEQEvScSRDTsQoIdXzrA/bsPoNnZqU+dOExlgYSAYRhYLBZIorVGVoELEAohRFWhCOzCNi0aQhhTVQxtwJjeO21oOI1dKIKIYPsX93Pfg/vQ7MzUp04cRhIrmYltVqI1BNhGEnZhG0UDG0lIYmUcR9owECEqDZiqorWBqkQRCAGm986td32d+3cfQBtvn+GnJ5/0fHOTiGBoAz07QxtYjAskCDXsorVGlrHN0BpVBYZoQgRZSUQARhH0sWNMROAykgCjCLbfsY97vvYIss18Pjf/Z8Mw0FpDtrmEubzEv/gH3jkH8843nO4AAAAASUVORK5CYII=\",\"boxArea\":\"75.76\"},{\"id\":\"f2422696-a77d-4cac-98b3-c7355ee4a776\",\"width\":8.3,\"perimeter\":44.79,\"height\":8.84,\"area\":41.72,\"image\":\"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\",\"boxArea\":\"73.37\"},{\"id\":\"e3dae87b-f162-47b2-a3e0-8378209fffbd\",\"width\":8.84,\"perimeter\":33.34,\"height\":8.84,\"area\":31.5,\"image\":\"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\",\"boxArea\":\"78.15\"}]","mockupCreationType":"multi","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34"}},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Premium Face Lit Channel Letters - Metallic Trim","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Looking up SignType {"data":{"sign_type":"Premium Face Lit Channel Letters - Metallic Trim"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":3,"formulas_count":39},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Retrieved Variables List {"data":{"sign_type_id":3,"variables_count":12},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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,"material500198":1.5893,"weight_material500198":0.588,"material501913":1.45,"weight_material501913":0.553,"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,"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}},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable6":1.1,"variable7":1.2,"variable9":0,"variable28":0,"variable29":0,"variable30":0,"variable31":0,"variable32":0.75,"variable33":0,"variable34":0,"variable35":0,"variable36":0}},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Merged material items {"data":{"formulas_count":39,"items_count_after_merge":39},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":51},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Sorted items collection {"data":{"items_count":51,"first_item":{"type":"material","id":81,"expression":"if(avg_char_height == avg_char_height_greater_than_24_inches , material501803 * nested_area * variable7, 0)","dense_weight_expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, occupied_area * weight_material501803 , 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Back.","sequence_no":1},"last_item":{"type":"variable","id":9,"expression":"totalCost * variable6","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable9","price":null,"description":null,"sequence_no":51}},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Initializing MathExecutor {"data":{"variables_count":194},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: MathExecutor variables set {"data":{"variables_count":194},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, occupied_area * weight_material501803 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_greater_than_24_inches , material501803 * nested_area * variable7, 0)","result":"0"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"4.39119"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable7, 0)","result":"48.5707836"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material501060 * (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign )","itemDenseWeight":5.238135},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"material501060 * variable7 * ((

if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3) / 12

) * perimeter_of_sign)","result":36.8814591},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material500730 * perimeter_of_sign * 0.35 / 12","itemDenseWeight":2.3943450416666665},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"nested_area * material500730 * variable7","result":55.983232799999996},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 22g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material500198 * perimeter_of_sign * 1 / 12 * 2","itemDenseWeight":5.4321399999999995},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 22g Brushed Silver 4 ft x 8 ft Pakistan","expression":"0.75 / 12 * perimeter_of_sign * material500198 * variable7","result":6.607117424999999},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":4.8276900000000005},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","expression":"nested_area * material501913 * variable7","result":29.214599999999997},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"0.6984"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"64.15459"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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 + material502204, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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 + weight_material502203 , 0 )","itemDenseWeight":"1.298"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.08"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, material502206 * 2.5 * no_of_letters )","result":"5.572"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":0.007484823489},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":7.484823489},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":0.00059446911875},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":0.59446911875},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":0.005670320825},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":5.670320825},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"0.0116538851"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"11.6538851"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"0.00565600035"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"5.65600035"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"0.007573137"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"7.573137"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"0.0006042608"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"0.6042608"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula104 + formula105 + formula106 + formula107 + formula108 + formula109 + formula110 + formula111 + formula112 + formula113 + formula114 )","result":7.84737933655},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Dense weight computed {"data":{"name":"Vinyl 3630-26 3M Pakistan","dense_weight_expression":"weight_material502428 * occupied_area","itemDenseWeight":0.18333000000000002},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Formula executed successfully {"data":{"name":"Vinyl 3630-26 3M Pakistan","expression":"nested_area * material502428","result":29.683041},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable32 * nested_area","result":12.5925},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"12.7604"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"6.8292670828493"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"8.4915"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable7 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"114.8778"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable7 * ( 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable7 * (  (  (  (  ( 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":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Total Cost formula detected {"data":{"item_id":9},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Formula calculations completed {"data":{"total_items":51,"successful_calculations":50,"errors_count":0},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":491.83069994429997,"totalDenseWeight_before_formula":53.66363402119872},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable6","computed_totalCost":541.01376993873},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Premium Face Lit Channel Letters - Metallic Trim","objects_count":8,"totalDenseWeight":0},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"3","raceway_depth":"2"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Box added for line 1 in standard raceway 6x2 {"data":{"line":1,"width":120.0,"height":31.34,"length":7,"denseWeight":0},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":7,"width":122.0,"height":33.34},"quantity":1,"denseWeight":1}],"cheapestShippingCost":1014.84,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1219.5049999999999,"tariffAndDS":1219.5049999999999,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":2015.4857175,"totalShipmentCostFormula":"((tariffAndDS (1219.505) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2015.49","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":708.025,"tariffAndDS":708.025,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1251.5903375,"totalShipmentCostFormula":"((tariffAndDS (708.025) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1251.59","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":931.84,"tariffAndDS":931.84,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1432.23808,"totalShipmentCostFormula":"(( tariffAndDS (931.84) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1432.23808","careerDDPValue":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":"879.84","tariffAndDS":879.84,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":1014.84,"totalShipmentCostFormula":"(((tariffAndDS (879.84) + overlengthSurcharge (30) + overweightSurcharge (105)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1014.84","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1385,"tariffAndDS":1385,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1385,"totalShipmentCostFormula":"((tariffAndDS (1385) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1385","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Yes Factor Founded {"data":{"sign_type":"Premium Face Lit Channel Letters - Metallic Trim","productCostFactor":"1.66"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Product cost factor determined {"data":{"sign_type":"Premium Face Lit Channel Letters - Metallic Trim","productCostFactor":"1.66"},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"31.34","sign_depth":"3","sign_type":"Premium Face Lit Channel Letters - Metallic Trim","processed_sign_type":"Premium Face Lit Channel Letters - Metallic Trim","sideViewImage":"https://api.signize.ai/mockups/raceway/front-lit-with-raceway.png","mounting_type":"Standard Raceway","combined_production_cost_usd":550.0,"total_production_cost":900.0,"totalDenseWeight":0,"totalVolumetricWeight":93.5,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1219.5049999999999,"tariffAndDS":1219.5049999999999,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":2015.4857175,"totalShipmentCostFormula":"((tariffAndDS (1219.505) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2015.49","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":708.025,"tariffAndDS":708.025,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1251.5903375,"totalShipmentCostFormula":"((tariffAndDS (708.025) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1251.59","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":931.84,"tariffAndDS":931.84,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1432.23808,"totalShipmentCostFormula":"(( tariffAndDS (931.84) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1432.23808","careerDDPValue":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":"879.84","tariffAndDS":879.84,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":1014.84,"totalShipmentCostFormula":"(((tariffAndDS (879.84) + overlengthSurcharge (30) + overweightSurcharge (105)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1014.84","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1385,"tariffAndDS":1385,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1385,"totalShipmentCostFormula":"((tariffAndDS (1385) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1385","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"}}},"cheapest_shipping_cost_usd":1020.0,"totalCost":1920.0,"productionResults":[{"material_id":81,"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":82,"dense_weight_expression":4.39119,"result":"48.5707836","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":"Aluminium 12 G / 0.08 inch - Corrosion-resistant, and Durable for Sign Back.","sequence_no":2},{"material_id":83,"dense_weight_expression":5.238135,"result":36.8814591,"sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"Aluminium 14 G / 0.074 inch - Corrosion-resistant, and Durable for Sign Returns.","sequence_no":3},{"material_id":84,"dense_weight_expression":2.3943450416666665,"result":55.983232799999996,"sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":"Stainless Steel 14 G / 0.075 inch - Trim Cap","sequence_no":4},{"material_id":85,"dense_weight_expression":5.4321399999999995,"result":6.607117424999999,"sign_material":"SS Sheet 22g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":86,"dense_weight_expression":4.8276900000000005,"result":29.214599999999997,"sign_material":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","description":"White Acrylic 5mm / 0.196 inch - Ideal Light Diffusion for Sign Face.","sequence_no":6},{"material_id":87,"dense_weight_expression":0.6984,"result":"64.15459","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC, IP65, 0.72–1.2W per module","sequence_no":7},{"material_id":88,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":89,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":90,"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":28,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":93,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":94,"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":30,"dense_weight_expression":1.298,"result":"40.6093","sign_material":"Power Supply 15A-10+5","description":"Power Supply 15A–(10A+5A) UL Certified – 12V DC output (10A + 5A split), 180W total, UL certified.","sequence_no":15},{"variable_id":31,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":16},{"material_id":97,"dense_weight_expression":1.08,"result":"5.572","sign_material":"Wire 18g UL UL Certified Red & White China","description":"Wire 18 Gauge (Red & White) UL Certified – 18 AWG stranded copper, 300V, PVC insulated, UL-approved.","sequence_no":17},{"material_id":98,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":99,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":100,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":101,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":102,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":103,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":104,"dense_weight_expression":0.007484823489,"result":7.484823489,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":105,"dense_weight_expression":0.00059446911875,"result":0.59446911875,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":106,"dense_weight_expression":0.005670320825,"result":5.670320825,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":107,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":108,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":109,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":110,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":111,"dense_weight_expression":0.0116538851,"result":"11.6538851","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":112,"dense_weight_expression":0.00565600035,"result":"5.65600035","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":32},{"material_id":113,"dense_weight_expression":0.007573137,"result":"7.573137","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":114,"dense_weight_expression":0.0006042608,"result":"0.6042608","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":115,"dense_weight_expression":0,"result":7.84737933655,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"material_id":121,"dense_weight_expression":0.18333000000000002,"result":29.683041,"sign_material":"Vinyl 3630-26 3M Pakistan","description":null,"sequence_no":36},{"variable_id":32,"dense_weight_expression":0,"result":12.5925,"sign_material":"Packaging/Box Making","description":"Custom Packaging with 3–5 ply corrugated boxes with inner foam/styro and stretch wrap.","sequence_no":37},{"material_id":568,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":38},{"material_id":569,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":39},{"material_id":570,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":40},{"material_id":571,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":41},{"material_id":572,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":42},{"material_id":573,"dense_weight_expression":12.7604,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":43},{"material_id":574,"dense_weight_expression":6.8292670828493,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":44},{"variable_id":6,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":45},{"variable_id":7,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":46},{"variable_id":33,"dense_weight_expression":0,"result":"0","sign_material":"Flush/Stud Mount","description":null,"sequence_no":47},{"variable_id":34,"dense_weight_expression":8.4915,"result":"114.8778","sign_material":"Standard Raceway (6x2)","description":"Sign to be mounted onto 6\"x2\" Serviceable Raceway","sequence_no":48},{"variable_id":35,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":49},{"variable_id":36,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":50},{"variable_id":9,"dense_weight_expression":59.02999742331859,"result":541.01376993873,"sign_material":"Total Cost","description":null,"sequence_no":51}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Premium Face Lit Channel Letters - Metallic Trim","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":59.02999742331859},"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:37] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 09:15:37"} 
[2026-02-26 09:15:38] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"0.25","sign_type":"Flat Cut Aluminum Letters","mounting_type":"Standard Raceway","quotationId":"890","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"c777db55-4a2b-4884-9a02-e31590d9986e\",\"width\":23.84,\"perimeter\":111.77,\"height\":20.09,\"area\":305,\"image\":\"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\",\"boxArea\":\"478.95\"},{\"id\":\"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75\",\"width\":35.89,\"perimeter\":134.83,\"height\":19.02,\"area\":314.58,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAAIYAAABHCAYAAADCzT+AAAAgAElEQVR4AezBCbylV1Xg7f9aa+/3PaeqYoAGgorAvXARFJFBRZupDS2DAzYfYANJCGGKhBCIaMtnQ6sgCAmjUhWgkSEhSSUQJpEMJAabQZBKBUSqgoIoCgItYUjVvefdw1p9DkNr82tbhgSphOeRv953Hv/j4neGmBEeiAi9N1bMEqZC98DMcHdW7n3/x3PETW8ufNf/4XNXfpY/OueU6L2TLFF7RRG+RITeO5YMPBAR3J3eO4iQzPiq//Bzj+Zma7dhSfg3Ivv27OS8sy+J1hoiikdnZRxGeu9074gIOWcIqLXy8Cecytr6hvBd/4f/ceGr408uehO9dxAwNVSVUgqqiohiptRaIaD1xmw2o7UGEdTeMVV+8IfvyFHHP50l4d+I7LtsZ5x35iW4O6JCRODujMNIbRVEUBFWpmli5ZEnv4C19Q2WhO/6kq2DV8Vpzz6eg5sLai2IKCklenfMBPdAVRFRvHfUlFoLKSVyHpimiYhgHGeUOnH8k07lJjfbYEn4NyD79+6K3a++ABXBCQhQVUSEICCglEpKRnggKhx70nNZW99gSfiuL3nXpefFxW8+g5SMMhUsZSIcVcNMab1BQOsdM4UAVWUlIvDuWE7gjkdw+zvdnQcc82SWhH8Dsu99O2P3ay6AAFUFBBForaGq5JRpvePRSZpQEx72uGeztr7BkvBd1DrFzmc9his/+zlUFFFBROi9Q4CoIALugbujpiRLtNbIeaD3hogQ4bg7loycBk749edz+A1uypLwbSb7L9sV5519MbVWzBIRQffOiqkhIpgZpVZarQzjwDGPP4W19Q2WhO9i73vfHm8++wWICMkSrTW6O6pC7x1RgYCcMxEgAhFBaw1VJaVE706E4x6kbCQ1fuwnfoZ7P/h4loRvM9m3Z2ec+5qLUFW6d0QU7w0RRVWJCGazEfdgc3MTEeG4Jz2ftfUNloTrOHePl516Ip/8xN8DQQDeOmnI4EH3jiUjWSbCiQgiAoQlISJIaogK3TsEWEpEOCllTnrqLrbv+HcsCd9G8qH3vTjOPeNCUk4sFhPJDESJcEQEEaG3jpoiKkjAMU84lbX1DZaE67gr9r4ndp/+LEQUQejeERFSMrw7tTdUFA9HRRAEUWUlImitkSwTBGZKbZVxGGmtIxLc9+cexF3+4zEsCd9Gsv/y02L3K8/HkjFNBQgQSJYAQUTovSEiuDtmyrEnPY+19Q2WhOu403c+Jf7qig8Bgari7uQh492JCATBktF7x8yotZJTJgTCnZQyEUHrjXAn54FWK46jqhx++PV43FNOYzbbxpLwbSJXXH5anHfWJfTeaa0hIozjSCkFRIBARSmloCq4B4980gtYu+UGS8J12Cc+vjde8XvPpNZCskREYGrUWhBRRITuHTMDBPeOiDAMmcU0YWqYGf8kEBFKqVgy3B1FeMhxD+fWt///WBK+TeRD73txnHPGhYgI4Y6lhIjSWiWCpSDnTC2FPGTC4ZgnnMLa+gZLwnXY7j/47fjrD/8FvXcinFoqeRzx3kFARKilMp/P8e50b4CwknOm9457BxGGlOm907yRLKGmREDvjSOO+F4e/eQXk1JiSfg2kH17dsbu0y/AvWOWCIfA6b2Tc6a1RkqZCMd7R0w57onPZ219gyXhOuozn/pwvPS5v0GZCjkl3B0R6O4IgiUFhNYaEUEeMrUWZuOcWguqxkopE8MwEATZMq03hjzQWkVViQhWHvKo47nlbe/DkvBtIPv27Izdp19ABKgKRNAjUBFSSvTeUVNMjYhg5agTns3a+gZLwnXUW844JS7b+24iguhOSglVZWoFAnLORAQpJWqr9NoRIA2Z3hqIkJJRWwUHFFQUVaX1RhJlHGfUUogIbnXrNX7p+OehqiwJ1zC5Yu9pcdar3kpE4O6kZPTupJTpvRMRRHRSSqSUaK1z7EnPZW19gyXhOuiz//jJeMkpT6ROE6VWLCXMDCIQESKCiGA2G5mmwpcFwzDQWqP3jqpCsBSYJdw7lhPhQUQQrZOHDB6oGe6dhx3/G9x848dYEq5hsv+ynbH79AtRVVYWiwWmRkqGqOAehAdiAhFEwCOe+DzW1jdYEq6D3nnhi+Pi8y9CVXF3RAT3ICIYhoFhGLjqqqswM1JO9FrRZJgZtVTcHRFhPszw6OAQBNM0YWYMw4AoS0HvHUuJ3hq3/9Ef4uePeRZLwjVM9u3ZGee+5iJKKcznc3rvRASiQnhAgJoCQUqZgwc3efSTX8ja+gZLwnXMF75wZbzslBOZpgUBeHdSSvTeASElo7XKiogQEXTvHHHEERx2/e+lN2elLb7Apz7590hAdyciMDPGcaTWipkhGrg7qoq7Yynx0OOfyU1vvsGScA2S/Xt3xTmnX0htFRVjNhtxd1prpJTovTObjUxTQVgS5ejHP5u19Q2WhOuYy9/1injrG99K7x0PZ8gDvXU8OqKCoIiAqNBqIzwYxoGjHv1Ebn7ru/NVV/7Pv+aVL3wqZVoQARHOMAxYMnprdA9EQAA1wT0QEe58lztz5H96CkvCNUj2vW9nnH36BagKvTVQIVnCPVAVVgShe0dVMEscdcKzWVvfYEm4Dtna2oz/furj+NznvwAR1FrJKYNA784wZGqtpJQwM1QVd+d7v+/7eMQTX4SI8M/90bmn8P73vovZfMbW1hbjMNJaZdu27WxtbaGquDspJSBQESKChz/xhdzoiO9nSbiGyP49u+Ks09+KWcJbZ8XDGceRMhVElYhAVfDuqBnHnnQqa+sbLAnXIZf/2RvjjWe+gpUIR0RYGYYBdycicHdSSogKpkYphQce9QR++M734mt94m8+wKtf/JuklIlwIgIRofXGkDM5JTyc6M4wDtRS6b1zl7vel3vc/7EsCdcQ2b93V7z2NW+j985sNqPWSu8dENw7KSUinAhwdyKcR578QtbWN1gSriNaq/Hy5z6WK688gHun946ZsVgsGGcjK96dbEYeRkqZMDWud/3r8+hf/X1SHvlaEcEbXvlf+dhHPoolY7HYYhgGWq2M40BrjZQSgqAKvXc8ICXj2JN/j+85/EYsCdcA2XfZzjjn9AsRBDMDgjwMlFIwNbp3RITaGiaKiHD0ic9hbX2DJeE64gOXvT3OO/15mCo5ZUopzOYzWm/gYMkopbBjPmeaCkigohx5v2P5iSPvz7/kwx98B3+4+8VIBL1VhiGjqvTuRAQezmw24t6JCIZhoPfGj93tF/nJez2UJeEaIPv27IyzX30+Zoa7s2KqtN7JKbNSa8E96N6Yb9vGMY8/hbX1DZaE64BY2v2SX+NvP/5xylSYzWZM00Tvnfl8jrtTayGlDD1QE0xB1DjhqS9j27bD+Ze0VnntS5/MJ/7uE+ScMVOGYeDAgYPknFATVlSVFTPDVJjNZzzwMacwm38PS8LVTPbvPS3OftVbCQI8EFMEofXGyjAMhAfuTs4JQXnYCb/L2voGS8J1wEc+fFm89hXPJqeMh1OmCY9AREgpoQHhjprh3rFkiMDd7vXT/OS9Hse/Zs8738I7zj8DCLo3tm2b01vDUqK3RkoJFUEl6B6EOzt27OB2d30wd/zJ+7AkXM1k356d8bqzLibC6e6YGiklPIIyLVBL5JRotSKmeHeOPem5rK1vsCRcB7z2lb8VV/z55SRLmBkRQamVIWdaa4zjiLvTu4M4Q06AcNzJz+MGN7op/5rF4ipe88IncODgQRTBVJltm7O1WGBm5GRE70QEIsKKirLj8MN5wGNOZRhmLAlXI9n3vp2x+4wLEBXGYWRzawsREARVpfVGThkISqkEwaN/5UWsrW+wJFzLfeoT++LMXb9D751WCzkPREDQEaCHY6KoKb13WmvM53N+5A534mce9F/4eu15x1nsfdeFeKsoQgi03hlSQgQI0GQoAgHuHXfnbj/3SG5zh3uxJFyNZN9lO+PsV5+PqTEMAyJCa42VUgoiwkrOGVOltsYxJ57C2voGS8K13JvPfF5c8YH3EAhCoGYgQZkmLBnjONK9IwitVSIEVeFhJzyd7/+B2/L1OvDFT3Purqfg0ahTxZIxm80o0wQKKSVUFFFBEXrvjLOR7d9zQ+539G9hllgSriayb8/OeN1ZFyMiTKUw5Iyo4N1REVDBe6f3TkoJEeGoE57D2voGS8K12JX/+DfxklN+hWyGIFgyVkqpDDlT6gQIKSU8HBEggpvd4nb80mN/i2/U+y46jY/u/wAHDh4EAjNjGAcEIcIhQBSSJRaLBdvmczzgHr9wFDe5xd1YEq4msm/Pzjjn9AtBgt6drzIzVJXwwMzwcLx3AnjESc9j7ZYbLAnXYpe85SWx5x0X495ZiQhyTtTaGIaMiCAC7o6qQQS1Nf7zY07mFre6O9+oz3zqY7z19KcjIrh3UkpEOMMwEOGoCtNiYjab0XvQW8Fy5gY3vhX3fsh/QURYEq4Gsm/Pzjjr1W8lWyLlTO+d3jsqSqkFs0Trlfk4JwhKKTzy5Bewtr7BknAt9cUvfDr+4NSTiXBab6wEkMyAIJnRWsU9EIFhGGitcsMbHcFRT3gRZolvxrvfciofev/7GcYMEYzjSG2VpIYlxT1QTSwWW4jCkDOqxpEPeiz/7iZ3Ykm4Gsj+vbti96vPR9RIatRWiXBUDFVlmibykPkSAXfnESc9j7X1DZaEa6l3XvAH8advPx9VxcOJAFFBAgInp4R3ZxxHai2IKjkbR/7CUdzmDj/LN+vvPvJBLn3D87EkqCgBiICKMI4Di8VEKZWcB3IyQhxB+IFb3pa73PdJLAlXA9m3Z2ecd/YlRDi9O2qGilBrxcxQVVpvCIKqQsDRJz6HtfUNloRroc2DX4yXP/fxtFIptZCSomK4O0GQzVAV/kkgKhx++GE8+JdfyHy+nW9WRHDhmU/l85/9DN07pgqqtFpQVWazkVo74zCwmBaYKckS7s69HvyrXO9Gt2JJ+BbJ/st2xe7TL6D1hoqioqgpqkq4A0L3Dghmiohy1Am/y9r6BkvCtdAH33N2XPCm15NzIiJoraIqiBgi0Gtnx445Hk7OiVobK3e+689ylyOP4lv10Sv+hPdddAZmirsTEYgIBIgJJgkzpbeGdyfnjJqy9oO34UfueSJLwrdI9u/ZFWeffj5mhntgppRSWEk5YWa02hjHkd47EcHRj38Oa+sbLAnXMtM0xatf9Ct87rOfxExJmlgRFVQFESHnTG+V1hsB5JQ5bMd2fvGRz+B7Dj+Cb1WtExef/TQWmwfwcGqtEDAOA603VIVt27azeXATM0NEEAV3uOcD/xvXv+ERLAnfAtl/2c543VmXUGtFVXHvqBjDONB6o7eOqpJSIiIotfKIk57L2voGS8K1zEc/9Oa44PWvpUwTgpCy0VplxcwQIIBsRjJla3OL+bY5t7zdXfnp+/8yV5e/fP+b+eC734qH4+6oKitqinjQeyPnAfcgIvBwBOF2P34XbnOXR7EkfAtk396dcd5rLib4J713hmGg984/N5WCAI88+QWsrW+wJFyL9NbizN8/mc9//rPUUpjPR1pvrLg7qspKMmUcBlqtfNUDH/ub3PCIH+TqcvDA57norKfSSsHDiQh678xmM7x1RCCC/83dWZnPZxz50Gex47DDWRK+SbJ/7644+1XnIyJAAIKqsuIRmCrTNJGSISKIKMeceApr6xssCdciH/mLd8YbX/MC1IRhHFhREUopzOZzeiuIB6LCkAciAkvKLW69zk//p9/k6rbvPa9g/2Xvxd2xZLTaSDmjIiwWC8yMnDMRwWKxIKVESok7/NR9WbvDL7IkfJNk356dce5rLiI8UFNAgKDWSkpGShlBKHVCRDEzjjrh2aytb7AkXEvE0vln/lc+9td/SykTOWdMlfAAASJIyeitISqoKJaM2Thyt/v/Mje/5Z25un3uM//Apa/7bdwdVUVEKKUQBDkPuDsiUGph23wblhJXHbiKw3Ycxn2OfjbDuI0l4Zsg+y/bFeedfQmlTFjKuDvhjoigqgggqrg7pUzkPPDwJ5zK2voGS8K1xN9+9INx/tnPQYQvEQT3jogwG0e8OyFB751hGBBAVbj+DW7I/R7+u6gq14QPXPpiPvaX+xGBxTSRzCi1knPGzHAPRAIVIwhKmRjGkfU7Pogf/fEjWRK+CbLvfTvjnNdcSEqJ1hoiintHRBARRCBZJiSYtiYQOO5Jz2dtfYMl4Vri0tc/I/5q34cRAVWltcY4DPRwVJRaKykZKWdUFTwQ4Kfu8zDWb3ck15QrP7OfPz7vhbTSUFMiIMIREVSViGAYBjY3txCBcRxZbC24wY1uyM885FlYyiwJ3yDZt2dn7D79AoYhs7m5RUoJRBC+TFVozVEVVJWVY048hbX1DZaEa4FP/v3H4s2vehrhHe+N+bbteO+oKuM4Mk0TgWNmuDsmighf8qN3ugPDDiGCpWAlp0yE4+4EgajgrWMp4RGYKhEsBRDg4BGsRAQpJdw7akav8KHLP0gpFVUhQhmGzDQtGHJma7HAkjEMI5sHD5JzRtWYz+b80N0ezK1ue3eWhG+Q7N97Wpxz+vmA0Hon3FFVVAQ1JRxab6gZ3jsiwnFPej5r6xssCdcCf3rh78W+yy8johMRDDmjZmxtbTGOI7VWhiGTUmKaJpIlkgorKWemacK9k3Om984wjnh33B2nk1PCzCBgURaMw0hE0N3ZNp9Ta6XWCgHjfMbBgwdJouScaa1hOeHumBmlVJJlFosFaoogmBkRQYSDKK1WxnHk8BvciHs/7BmoKkvCN0D2X74rXn/WH9O702pFVRjHGVOdIEBVMDUObh0kpwF357gnPZ+19Q2WhEPclZ/9h3jzy3+DwFERBEFNERG2trYwNcbZSCmFcRypdQICEWU+n1NrxaOTckKA2XzGVV+8ClXFVPFwRJQVdwcRhpyptaJqIEAEqkp4oKZM08Q4jJRSWEk5UWuDEESFaVEYcsYjiHCGYWCxmBiGgdoarTbGcWSxmLj3Q5/ED6zdmSXhGyD79rw4znrV+agqgiAqiAi1NVQEdyfnTOuNZImVY048hbX1DZaEQ9y7Lzwj9l9+ESLCkAbMlN47lowyFSIcVcFSppaKEOScmWph23xOEKgorXe8d8ZZRkXo7iAQPUhDxnunuxMeILBtPmMxTbTaEFVMFRGht04aMtEDEaHWhopSW2UlD5lpURhnA4utgqqCgITg7pgZCExlwnLi+2/+w/zMg3+NJeEbIPv27Izdp19I90ZOmYiAgNYbOSfcAzNjpfeOiHLsSaeytr7BknAI2zx4Zbzh5U+hThOK0ryS0kCphXEYiO4ggaowm88QEUqZyMNAr40VD8fUaL2Tc6bWgqqRc2ZaLFgRVcZx4KovXsVhhx3GYrFAU8JEOXhwk2EYCIKcMu6OmVJKJedMKYWIABRVpbeGmjKfz1gsChGBmrK5uUX3zmw2Y6XWBgTjMOPeDz2JI77v9iwJXyfZt2dnnHPGhbgHK2ZKhGNmgNC9IwhmhghEwFEnPJu19Q2WhEPY+97xlviLd7+W1iopZySg1IKKklJiGBIiwoqoIEAeBspUqK2SU8bMKKWgpuSUOXjgAJqU2XyEAEvGYmuL1joqhlmmtYKg5DFTpoKq0lsn5UREAEJtlZwHeutEBGpGbZUv8cCjY5ZJyRA1Dhw4gIiQzCAgBGqp5JxZv+0dOfIBv8KS8HWS/Xt3xdmvOh8Rwd0REdw7OWda70gIvXfykDFVguDox5/C2voGS8IhqpSD8fqX/RoHr/oiZomIQAREhN4d3JnNR9ydlBIRQUqJiCAiKKUQEcxmM7o7AkQE3jvdnZSN+XwbW1tbEEHvndk4o/ZGqw0VQc2otTLkkalM5JzprWPJWEwTljK9N3LOlFKIAPdOSolWGmpGzplSCt07yTIeTusNIggRTBKqyoOPfzo3uNEaS8LXQfbt2RmvPfNtqCqtNSKcCFARRAURgQAxITwQFY4+4RTW1jdYEg5R+/eeH3928TmoKqpKaw1RYSXCqaWwffs2Smlsm8+orWFmpJRZLLZIyejdab0zG0dWaqsQICIIIGZEBL05ZkqtlZSMWhoI5HGg1Yqo4b1TSiE8MEtoMiwZW5sHSWmg1oaZUqfCfPs2am301jAzPCAI3ANEiHBUjd4dd4eAO931P3D3+z6OJeHrIPv27IxzzriQlYgAgggYhoxH4L1jZqgqQdBq49iTnsva+q1ZEg5BrZX4o1c/jc/946fIOaOibG5tYqYMOVF6QxFmsxmCUGrB3fEepJyYponZOMejIyJEgKri3lksJmbjiIeTc6a1Rncnp4yI4OH03imlMJvPaa1Ra2U2G2nVUVUW04KcEiu9ddwDS0ZE0HvHUmZRFhCCpUQtjSCYzWa0VqmlYinh3dncWrBjxw7MlKNPegHXu/6NWRL+FbJv787Y/arzGYYBM6O3TmsNFHrvqCgezmycERH03jnmxFNZW99gSTgE/c2HL453/OFZhAfjfGSxtYAAS0LOme4OASIgKoQHgjKVwmw2Eh5oMspUaK2RUmKl904QzIYZpRTUlHHMTGVCUHoPkKDUirtDBHkYaa2RkuHdsZw5uLnFkIzuzjiMlGkiVBiHgalUIoTFYgs1w8SIgIhAVSmloiaYGt2DWgqWMxHBPe79M/z4PR/NkvCvkP17d8W5Z1xIRDAMA7133B0VRVSotWJmCIKI0L1zzImnsra+wZJwiHH3eOtrfpsrP/1xVJWcMotpQc6ZlBR356u6d3pzAkElcA9SMlQVUHrviAitNUwVNUNVCQ+2FlsMwwAq9N4RhGmaSDkDgvcOEuQ8UEtFRIgIRJWtaUJFEDUinAhQVdwD743FopJzRkQRCUAQUVYObh5ERBiGgdYdAjycZImUBx75qzvZseMwloT/B9m3d2ecd+bFeDjhQTJDVGm1kXNCVem1oaqICKrKgx/7O9xifYMl4RDz6Y//abztdX8ABGaGd8fDISBno/cOEQQgKkylYpYYUqaUgnfHsuHujMNAax2PjqhQW+f6h1+fL171BcKh9c6O7duprbF58CA5DwgQEYDg4Qx5YHOxharQuiNq1FpJKREeiCrhTmtORDAMAxEgAq013B1Vo3dHRCi1YMmotUMEwziACNPWAk3Gzz/wwdzuJx7CkvD/IFdcflqcc/oFRAQigkSQLKGqRICKEAREICqIKA9+7O9wi/UNloRDzKWvf3p84mN/i7szjiMHDhxgNs7QpBBQW6W3xpBHAscssZgWeDhmGVGopbJjxw6mxYSZMpVCskQQ4FBbQ1URAXdHRBERWmtEBBHBSoiyWCwYZzMQCHfMEikltjYXuAfuDgQRgVmi1oZaIghEhNYbpoapMpVCAK1VhjzwZYKIQcA0TdzwRjfkuCf/PuM4Y0n4F8j+y3bFa8+8CBFBRFCEVipqipmhJnRvzIYZHs7KAx/1O9xifYMl4RDyP/9hX1xy7guptdF7J+VE9KB7ZxxHWmv03kkpsZgW5JxJmphtm/Hj93k43YUIEBXCg4hARFhRFdyDrxIB74GIEAIEUAIZhXAQhZiCiIAGkgQUcCALtIAkIEFMQAcUcEDAtgd//KZX8LkrP0+EsxIh9N6AwNQQMRaLidlshnsjRAjg5x74GG7/E/dmSfgXyP69u+L1Z19Cbx01BXdMjXEcabXh3tCkmBm1d7w1Hvq4U7jF+gZLwiHkz85/flzxFx9EELp3LBnhwWw2Y2tri4jACWazGYutBarCym1//Eju8tPH8p1m77vfwNvecCZBoKq07hAdRBFARKm1kZKBCLU1PJzv/74b88gnvxQzY0n4v5Ar9p4Wbzj7EkRYEojAu5OGjBBEBB4dM6XUhgAPfdwp3GJ9gyXhEPGZT308Lt79TBZbm4yzGa03SinklBARamv07oAw5MQ0TeScQZQHPvZZXO8G389XCN8ZYvPg59j5jMcxTQvcO6qGJONLAlpvrIgKguDuiAjhwQOOfQq3v+NPsST8X8iHLz8tXnv6hYgIEKgKloyIINzJQ2aaCqrKMCREjQc+8rf5gZtvsCQcGuLyS1/EZX+6BzNFVUAgAjyccEdQSqmIKq1V5rM5rTVu86O35x6/8Ot8hfCdJd71Ry/n0ovfggiIKk6gZkQPWm8kS6gpK6UUVA3vnZuv35JHnPR8vkL4GvLhy0+LN+2+lO6dnDMQRDi1VnJOpJwZcmbz4CZBMAyZO/zkXbjB4duhARroTOmf7uiNFVFBHNwdTIgIRAQREBH6VR3drogAFXQQujs5J1rrCEJKRmudlA0CWm9EgJnSu6MqiAgigojSWwMRVIXwAAERwbsTBLUk9rz9T+jeMFFQQQQigvDAw3EPcs707tRaMVMC4eeP/v+56S1ux5LwHejKz/5dvPiZT2AYBkSEgwcPknOm9caQB1LKRDibm1sMw4C703uHgGNPfDrrt74DS8LXkA9fvive8ro/oZYKKgjg7pgZZkYQ5GQIwoGDBxhSxlKit4aZERFAAIKZoQZEIKYQASLUUklJEcDM8NZZsWREgJqAQ2sNVSOnhCUjJePAgQOknOm9kXPG3VmZjSOBkMy46sBVzOdzSpkYxxmlFAjBTKmtU0vhsB2Hsbm1RWuFcTbDu5NSotQCCLU2ZuMIAhFBbY0b3uRm/NJjn8NXCN+Z4sI3nsJl7/4zWmsIgqXENC1QMwRorTEMI2ZGb43unZQSP/hDd+BBxz2NJeFryBV7d8Ybzr6YYRiotaCagGBFRFARILCktNog+N/GccDMKHUipcQ0TagqIsI4GyEcEWGxWLBt2za8NQiIcCJgGEc2tzYxM0wUEcHdGcYBAsIDERAR1IzWGtmMqRTG2YiasFhM5DzQe6eWwjiO1FaZz7cxLSZaa+Scqa1illhMC2azOaVMIEKrjWSGqtHd6e4Mw0Brjfsf/Shudsv/yFcI36E++Xf74r8/7zdorTGMA61VUsq01oAg50yrDVUDgQ9rd3YAAAhrSURBVIjALBERPPqkZ/K9N78NS8I/I3/5/pfE68+6iHEc2draYsVUsZSAQEUgnBVVYyUiSCmRB8PdmaaJnDO9d1QERBARVMHMwB1BMDM8AiLovSNAypneGyCYGR6B946ZUltnyBl3R0SotaGm9N5QVVSFlZwHWm2ICrVWBMEjqLUyG2fknJmmBYigpngE0zRBCMM44u64O601iCDlzI7DvodjTtpJypkl4TtbnPeqX+fyyz7EkBOmhiVjc3OLnBIeDgF4sBKAmLJy+x+7Jw846mSWhH9GPvLnL4s3nXMx7h1BCHdUlSAwTUQ4vXdSTvTWiQjykBhyQlQppbBiZogIiCARSIBKMNXK9m1zIqCUgpmRLFFb5csEMwFRhC8rU8GSsSIirHTvjMPItJhovTKbzTBLRAQRjge4O1Ot5JRQU0SU1joRQS0FS4mcM6UUzIxaGzkNtNaICFbcHTPjnvf9z9zhrg9gSTgE/NX+98RZL38OEkFrDbNEaw0VBREgCILwIA8DRNC9MxtmPO4pz+V6N7gZS8JXyF++/6Xxltf9MSpQSyXnzDiOTNNE752UMjknNjc3mW+b0XvH3YFgRQRSSqga7s5KSok2FURAVYgAMyUIVAwBUk5AME2FlYjA3TFLQKCq9N5RVUotCEJKidobqgbu5Jzp4dTWCQ/GcaS0Rq+dlDNEEAGtVYZhYHNzkzxmvHeGPMO9gwi1VUyNQIiAcRx4xMkvZNv267MkHAK893jli57Ax//271ixlCnTRM4ZERBRSimICBFBzhkPx7vzU/f4We73oMexJHyF/OX7T4s3nH0RiqCqqCoiQq2VnAdaa+Sc6N1RBTVhGAZqrWiAmuC94wi1NYZhIOWMtwbhzGczSqm01kgpoSq01lBVECHcqa0yG0ciINxBhfBATUmWaK2xWCyICIZhJHAiBA8nDyPTtEAQPIKcM5sHF5gZvXdyzuQ8ENFZLCZEFRXo7oQHAYgqBIgKqsaP3e1I7n6fx/AVwqEh3v/ei3jT7l0I0N0xS4hCr53unRVVBRFqLYzDgKiiajzpv53GjsNuxJKwJH/1/pfEm8+9mN46KWXcnYgAnHE2EhHklFjx3jEzcs6UUgjvhHcsJWprIIoIqBm4496Zz2b0HkQ4QRAemBkRUKaJHoElBYRxHJkWCyxlViKC3huqRkrGNBXMDHdH1VhMBREhpQQRmBm9OxGBiNB7p3tnHGeoKSrCgc1NCEFVqK0ypJFSK0LQ3RnGkeOe9FxueOObsSQcQmrZihc/83i+8IXP0z2QADUBhN6dYRwId0SEWhtmQgT03rjfzz+If3+f41gSluSv3v+S+MNzL6F3JyIYhgF3J2djpfeOiABCSooAtVZSToQ7rTdyypQykXNCROjuWEpEBK01CDAzck7U2knJ6L0jCFMtXO9612Ox2MI9KKUQAWYJS4nWKkPO9N5RMVprtN4Y8kBrzso0LTAzRJScE2rKYjGRh0ytDUQIdwShtkp4gCrJDAGmWjFVRJQfuv0d+cVjnsZXCIeWeO8lu3nz60/Hw8kp091JaiAgIkAQCCpKKRMqSsqJ7TsO4/G/8RLm8+0siXz0z18Wb9r9NlJKtNbpvSEC4zijlIKqUmthGGakrEDg7qgI3Z3WOkPOiApEEATujqpiZrg7glBqZRgGhpzZWixorZFyRkVwd9wdVUVEqLUiKGaK5Yy3hqjQapCzsVhMiAiWjForvTspZUqZyCnjBCu1VoY8ME2FlBO9d8ZxZGtrIpkSAREsBSBYSjzk+Kdx8/UfYUk4BB246sr4vWccTymFrxIRIlgKujsC5GGgt0ZtjSElguBBD3s4t/uJB7Ek8tEPvDTe8rpLKaUwm82pdQIBESMlo/dGSokIYRwSVx24ivl8Tu8dESEceg9yVjycFRGh904yo7ZGzgPuTm8NEVAzWm0M4wgIi8UCU6P1xo7t29naWtB7IwLm8zmlFLo74UGEM5vNaL2Th0zvnVIaIsLKYjExjgOiSi2FlIxSKjkPTNOC7dt3UEohwhnyyGKxIKWMu3Pr296SBz7qFESEJeHQFG9/4y7e/e5LWSwmVAQEeuugQU4DrVUIIeVEKRUzRUQ44ibfy6N+5fcYhkHkIx94afzhuRdTSmUcR2azge6diCA8CIJt821MpWCmLBYLtm/fzoGrDoCwpCRLRDitN1LKCDCViZwyKSd6C1Sh96C1SkQwDAPDMLK5eRAPRxBEBFVFROm94kBEEBF4d1SVCGe+bTulVLo7AvTeIWA2m7G12KR3BwRVxb0z5BFBQIRSKwKIKiu9NcwSHsH9j3oyP3Knf8+ScAj77D9+PH7/mU8gWyKAUioiIAilFoac6e5YSpgotRYQwcw4+tHHc8sf/l/twTGKFAEQheH/VbW9Lh5AGFFRjMz0CkZeQvACewZvYCJ4BAPTzT3BwoqZoiyIIhiL0z1d9ZweEGNDF7/vMfpw/tKnr99gG0lIIiKoKsZxZJomjo5GlmXBhnEcWZYdVY0kpECCqkISmUFVIwUSDMPAPE9UmcxAEraJEDZsp4nMIDLJDDAsVSDYzQsGUsnx8VW204Qk5mliGEe2P7dkJgIyBzKTVVVhiyGDtpFEdRMS87KjqlGIyMBlFGKz2fDk5DmZA3vi3+bTV884P3tHd1PdXMlkqWIYBrob2+yWHUMMKER3425u3b3J05MX6PuXM198/MzKgASSsI0QEtigEAeG7iZCtA0GSayMEWJlmwMJ8UfbrAQYkMCIkLCNzZ6xjRCIA9usIgJs2sY2BjKStgnAgCRssxKi3IBJBW1jVubAgMT1G7e5c+8Be+IS+Pb1ky/ev0USZs9GEWAwxv0DxTWwQWJlLwhz/+EjyTZ75r/fxOVi/p5+AXg3aITmpQ+XAAAAAElFTkSuQmCC\",\"boxArea\":\"682.63\"},{\"id\":\"a9b74029-8072-4a3e-95ca-c2c8fb7e2174\",\"width\":16.34,\"perimeter\":68.7,\"height\":19.02,\"area\":116.3,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAAD0AAABHCAYAAAC0209OAAAOSElEQVR4AeXBTa/d53Xe4d+91vPflB100FkL9AUJWtRBLJuyKYpWLFMW386hLJoqYFeskKBAIVMKIFJKXChxLEoKiiJwSEp2U6BtgKoaBB7lM/QLdNrxObMO672dpNXZz1p395bqD7HR69Jf//J/8lefPPQOQlQ3EUIEtpHYEWB+5UtffpaLz/9zdsQB0mZ9yuP37ttupEAS1UUo6G5CgVJgsM3eM88fc/Tdu+yIA6TN+tQP330TCSICEcyaSGJPEpKwwRjZPH35iJsvv8GOOEDarE/96ME9JCEJScw5EUISxkhg8xlJXLx8xPHt19kRB0ib9akfvvsmEYEUSOBuDNgGCWz2upsxBk9/64jj23fZEQdIm/WpH777JpLobiQxlsHcTkCMkYBpG2xs8czzxxzfvsuOOEDarE/96ME9bGMbIWIEXUaCMQZzTjKT7qaquPTCi9y8/To74gBpsz7x4/feBpt2Iwm3yZFUFRIYCAKFMObp525w8+U32BEHSJv1qR+/9xbQ2OwYG0LBrElmEJFUFZKQxMXLxxzfvsuOOED65ebUf/bjN5FAErawm19ZxsKsiSSqm4zg4uVjjm/fZUccIG3Wp3744B4ZwV7NSeTAbrBRBMZ0N6HANpe+/SLHt++yIw6QNusTf/j+21Q13YUkIgIELoNACtrFudWK7Xby9OUbvPjy77EjDpA261M/fPdNIoKakxhJVxMhbOgqFMEYg7apOXn2ync4vv06O+IAabM+9U/++PcYy0JX8xkbRbDX3exJwpiu5tkr3+Hmy2+wIw6QNutTP35wH2P2zI6bHIOaRURQXciiXYyx8PS3bnDz5TfYEQdIm/WpHz24R3UzIkGATbXJDCSYs7BNRmLMpedvcvzy6+yIA6TN+sQfvv82BmSwjUJUFZnJdrtlWS30bMYymDV55vJNjm/fZUccIG3Wp3784D4G7CbHYM4tEYkEczsZy2DkoObEgqefu8HNl99gRxwgbdanfvjum0jCNhGBbewmIukqIgMbqouM5NILL3J06wfsiAOkzfrUD999kzEGYNpGFrMnSw4UwdnZGWMkXY0iuHj5mOPbd9kRB0ib9YkfvXsPRTDGoKrY62oiA9vYDYiIwG0uPn/E8e3X2REHSJv1qT/64G1s0zYCFKJmkxlUFZlJVbEsC3TztW9d5+btN9gRB0ib9akfv3cfSVQVmYHbKALbuE27WS0Ls4rM4MJzNzi+/To74gBpsz71w3ffJCKICGZNMgfdRSj4jI1CzNlEiGcuH3N0+y474gBpsz7xRx/8PjY7TbeRAIu91bkVc05sY2DJ5Knfvsrx7dfZEQdIm/WJP/rg97ENmIhkziJCIBDBnFsyBxFCwNefu87Rd++yIw6QNutTP37vPhLMWShEZuI2mcl2bhmZVJtlGbiKC9864ui7d9kRB0ib9YkfPbiPu1EIFNBNRGKMBDZEiHYTEheeO+L49uvsiAOkzS9O/PiDt8CAjSVwEwqMiQxkMWsiiVBw8fIxN777A3bEAdJmfeoPP3gLbNygABsiAncTmXQXkrDNKpOvPXfE9VuvsSMOkDbrUz96cA/bRAZCtJtAIAFGElXFGIOwuHD5Btdv/YAdcYC0WZ/60YP72E1EYBsQEcI2drNarehuxhj0nFy4fMT1l37AjjhA2qxP/fi9+2BAxg3KIABjIgJJ7IUhMzj/zatcf+kuO+IAabM+8eP37lNtRgSKoLpIBdVFjmTRQDIKdsTXvnmdq995jR1xgLRZn/jhg3uEhCIIBVUTEBFCiJTIDJAIwVefvcq1l37AjjhA2qxP/OjBfSSRmQiYNZGEJIQYGUhGQI7kq89e4+qLr7EjDpA26xM/enAPKYgQocA2CDCMDCQjCWNWy8JXLl3hyouvsSMOkDbrEz98cI8gaJqQWJaFmpOhZJxLxI4gBBjO//YNXrj5r9kRB0ib9akfv/8WuLGNQiwxCHYkllXS3YyRyAbMV569xgs3X2NHHCBtfnHij/7kbWwwJiVkM8ag3WQGChGCZQwyxG8+/W1euPkaO+IAabM+9YfvvwUYIUJCQAzhNudWCwoQQmpWqxVPXrjKN4/+FTviAGmzPvXj9+4REWQEakBC0USI1bKAIUJEmozg/MVjvnHjd9gRB0ib9Yl/+sHbpBIwe7kkwgizjEQS7eYLT6zAzZMXj3j2+u+yIw6QNusT//mf/AF7VZMcwRiDCBF8brVKEHzxiSeoOTn/9ZtcuHGHHXGAtFmf+KP332LJxG7GMugulmUgg22WJfniF87RXbjN1575Dheu3WFHHCBt1qf+6fv3WY1B0+QY4GI1FiKhu1kyWHKATEj81oUbXLr+O+yIA6TN+tT/8d/9G5ApNyOSDIgIFDAySSCHGDkQ8JWnbvLUte+zIw6QNusT/4d/+weAGWOQIYQZSxKCZQywiRR7I5OvnL/JU9e+z444QNr84sT/+SfvIIkAJJAgUiwhVqsVe9UFmHOrczz51SPOX/0eO+IAabM+9X/60x+SGQSQOVCYkUEKlmXFnFuW1YIMkvjyV484f/V77IgDpM36xH/xk3foOXniiRVIpEQEjAwUQiGEWI2FquLJ88ecv/o9dsQB0mZ96r/40x8SEYwlwDAEOQbI7H3xC19gzsmyDGpb/JPzz/ONa7/LjjhA2qxP/F/+7B0iAgVkBksEkpBEZhAR2I0MkcmXnrzK16+9wo44QNqsT/zxw3cwsCyDEcJtMgMwuQyWMXA3GGzzz85f5Zlrr7IjDpA26xN//OgPGRlEiGUMartFmYwlcTeSGJl0NZHBbz55hQvXX2VHHCBt1if++NEfMkayWgZDYnYRIfYMBCJCzFlkJl9+6hoXrr3K/yMOjDbrE3/y4TtkBkmQmUQGdmObMQbdDYi53RKZ/L1/+Bv8+pf+AbaRRP91o18T/b9M2/iXJv5O4E+Nt4YUTGBreoABrQR/Y7qNJOxmT2JHmM/Frwn/jfkVIcyeAQHGNlJgN1JgN58TYCRAwd/98jP8xpNPSZv1iT95/A4ZQhKyOHfuHGfzjJHJsiy0iy7oNnNuiQhsKBcQzGm6zexizmKMpNq4DRZt027aRiHcpqvJkRhwQ3cBBgQGpahqljHoLrqNFIyRdDXtJiQM2CYi6S4ksRch2iCgq2k3z157laOXXkGb9Yn/8mc/Qoa2iRAjBxGBu8mRzJpIwZxFu6lZEIEimWeFQpxtt1QZEMZ0N12gCGZtsUEExnQ3GQECIQwogrndsieEQrSbUGAbIYzZywzaJkLMbSEJDGMZVBcYBHQbJMDY5tKVOxzfuoM26xP//M9/TChwFZFBVZMZzFnkErhgbreMsTDdzDY1JxEDG7ZzYkN3s1eziUhmFeUGAwIpMGYvEF0NAkVQNQGhCLCxjW3GGGy3WyKCPdtIgSTAIKANglCAgu32jAgREcxZjGWhq7l05RWOb91Bm/Wpf/6zH2GzY8ZI5iwUQVexOrfi07MtSnF2VmQENU130QYkqhu3qW5cTcRguslMtnOLGyLEnEVEYJu2kSEyyEi2c4skEGQk3U1VkZnYBgl3kxl0G9tEBN1NhLDBNhFBdyMFYKqKCDHGwoXL3+P41h20WZ/6L3/6R4xMIoLt2RZF0F0YiAhmm25wm3YjBTZs5wSbqiJiYMS2JhiMEVBuQLiNbX5F7ETgbvZCQWTQXUQktolIuouqYmTSbmw+I4mIoLuJCAy4G7dRiO4mQoCQhG2eeeEVjl56BW3WJ/75v/8x2NhGEhJ0m+rGiLLZflqsVgvbOelqiMA2bdOzyLHwf/73p2gExmBwN5kLxnQ3YEDYRhI1C4UAkzEwBoG7gUACt1GIdoP5TI5BV+FucgwwVBeSiAxqFgLaZuSgbezm0pU7HN+6gzbrE//8Zz+mu5lzohQocTfYnM0mM3E3OQafnm2pKrrNXijpNm1jDBJVRURydnbGGIkQ1SaCHVHVIJORYCgXGYltbJOZbOdEBmMigraRIBRkBG2z19XESHDTbSRhm88IhKguBHzj6qsc37qDNutTf/zwhyzLQlURmWy3RYToMlWNbSKTWcV2O1GIno0NUtBuug0hIoM5J6HABgMCbGNMKKgqsMkctI0k7CYz2bNNVREZdBURCQIMNiDjNggykr12AwKbPSmIABu6jQSXrtzh+NYdtFmf+r8+foccg7ndIokukyOp2VQXVcY23QaJriZzcDa3dBuFcDc5FrobMLMmGQPb7NkGQ2ZiTLsRe8I2EUFXkSPpNt0mM8BGCqqLvYzkbHtGZhCR2CYz2W63RAR73U1m0t1EBN1NRHDx2/+C41t30GZ94k8+/CO6GylwQ9UEBd1NZHL26RYEXYUUQGCbFpydnZGZSEISVc3enEWE6CpiDGRAgECIvapCEgIik7OzLcsyACMFXYVCRAyqJpJwG8SOCEFVExnYjS1CYMAYAZmDOScjB08//32Obr2CNusTf/L4j9luJ2Mk2+2WiGA7JzmSWYZutnMyxoqaDTKSaKCqEAKDA1wNiAixnZPMATbGSKK7CQUKMedEEkJEBgbcTUjYUG7cTWaSmbSbriYzqSrcJjMwn+supCAiQNDVRCRdEwSXrvxLjm/dQZv1CR8/+pHdpl0ogqoCgu5me7ZltTqHzY45mxMDxrhMZCCJqsY2ktjrbqQgQsyaBCJH0m2qm5CQgu5izzaZSVURIaqasSzUnGBjQ46BxGfcjTE2RAQg2o0QkgGx1zZLDmZNnnnhDse3XkF/+7dr/sd//29mx4Ak2gaDBN2NFOwZg8E25lP2pCfAE7tQrJCE2yCBJxDgAgUosM8QyZ40MBMY4AkkaAIDDEjYE7GXIAETG6TBnr1F7AUowQYJbJAQYD739//RP+Uf//pvIdvsmP9/6P8C526O3te3WYUAAAAASUVORK5CYII=\",\"boxArea\":\"310.79\"},{\"id\":\"d56d2bd5-acff-40b7-8def-a0e3f9d26166\",\"width\":17.41,\"perimeter\":116.35,\"height\":19.02,\"area\":210.61,\"image\":\"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\",\"boxArea\":\"331.14\"},{\"id\":\"3efd0d3a-d39b-430d-ac24-f739174f76ee\",\"width\":19.29,\"perimeter\":102.66,\"height\":20.09,\"area\":183.57,\"image\":\"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\",\"boxArea\":\"387.54\"},{\"id\":\"667d00b5-eda9-4102-8bd9-69bb5edec87c\",\"width\":8.57,\"perimeter\":52.67,\"height\":8.84,\"area\":54.03,\"image\":\"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\",\"boxArea\":\"75.76\"},{\"id\":\"f2422696-a77d-4cac-98b3-c7355ee4a776\",\"width\":8.3,\"perimeter\":44.79,\"height\":8.84,\"area\":41.72,\"image\":\"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\",\"boxArea\":\"73.37\"},{\"id\":\"e3dae87b-f162-47b2-a3e0-8378209fffbd\",\"width\":8.84,\"perimeter\":33.34,\"height\":8.84,\"area\":31.5,\"image\":\"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\",\"boxArea\":\"78.15\"}]","mockupCreationType":"multi","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34"}},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"0.25","sign_type":"Flat Cut Aluminum Letters","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Looking up SignType {"data":{"sign_type":"Flat Cut Aluminum Letters"},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":11,"formulas_count":22},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Retrieved Variables List {"data":{"sign_type_id":11,"variables_count":10},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Price Map Constructed {"data":{"price_map":{"material502530":3.6821,"weight_material502530":0.679,"material501649":8.3,"weight_material501649":1.26,"material502120":21.0143,"weight_material502120":3.02,"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":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable64":0,"variable65":0,"variable66":0.75,"variable67":1.1,"variable68":1.2,"variable69":0,"variable70":0,"variable71":0,"variable72":0,"variable73":0}},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Merged material items {"data":{"formulas_count":22,"items_count_after_merge":22},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Merged variable items {"data":{"variables_count":10,"items_count_after_merge":32},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Sorted items collection {"data":{"items_count":32,"first_item":{"type":"variable","id":64,"expression":"NEAREST_INCH(sign_depth_or_thickness, sign_type)","dense_weight_expression":null,"name":"Sign Depth/Thickness","var_name":"variable64","price":null,"description":null,"sequence_no":1},"last_item":{"type":"variable","id":73,"expression":"totalCost * variable67","dense_weight_expression":"totalDenseWeight * 1","name":"Total Cost","var_name":"variable73","price":null,"description":null,"sequence_no":32}},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Initializing MathExecutor {"data":{"variables_count":162},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: MathExecutor variables set {"data":{"variables_count":162},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: NEAREST_INCH called {"data":{"input_value":"0.25","sign_type":"Flat Cut Aluminum Letters"},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: NEAREST_INCH result {"data":{"input_value":"0.25","closest_inch":0.197},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Formula executed successfully {"data":{"name":"Sign Depth/Thickness","expression":"NEAREST_INCH(sign_depth_or_thickness, sign_type)","result":0.197},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.7mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(

var_formula64 == 0.106, 

weight_material502530 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.7mm 4 ft x 8 ft Pakistan","expression":"if(var_formula64 == 0.106, material502530 * nested_area * variable68 , 0 )","result":"0"},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 5mm Pakistan","dense_weight_expression":"if(var_formula64 == 0.197, weight_material501649 * occupied_area, 0 )","itemDenseWeight":"10.9998"},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 5mm Pakistan","expression":"if(var_formula64 == 0.197, material501649 * nested_area * variable68 , 0 )","result":"167.2284"},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 12mm 6061 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(var_formula64 == 0.472, weight_material502120 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 12mm 6061 Grade 4 ft x 8 ft Pakistan","expression":"if(var_formula64 == 0.472, material502120 * nested_area * variable68 , 0 )","result":"0"},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0028928614968000005},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * material500611","result":2.8928614968000006},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00022976050500000004},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * material500214","result":0.22976050500000003},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0021915617400000004},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * material501055","result":2.19156174},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"0.00450419112"},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"4.50419112"},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"0.00218602692"},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"2.18602692"},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"0.0029269944"},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"2.9269944"},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"0.00023354496"},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"0.23354496"},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous cost","expression":"( formula256 + formula257 + formula258 + formula259 + formula260 + formula261 + formula262 + formula263 + formula264 + formula265 + formula266

 ) * 0.2","result":3.0329882283600003},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable66 * nested_area","result":12.5925},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"12.7604"},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"0.22764223609498"},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"9.435"},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable68 * (  ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ) + ( 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  )  ), 0 )","result":"114.8778"},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable68 * (  ( 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":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] 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":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable68 * (  (  (  ( 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":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Total Cost formula detected {"data":{"item_id":73},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Formula calculations completed {"data":{"total_items":32,"successful_calculations":31,"errors_count":0},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":313.09362937016,"totalDenseWeight_before_formula":33.438007177236784},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable67","computed_totalCost":344.402992307176},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Flat Cut Aluminum Letters","objects_count":8,"totalDenseWeight":0},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"0.25","raceway_depth":"2"},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:38] local.INFO: Box added for line 1 in standard raceway 6x2 {"data":{"line":1,"width":120.0,"height":31.34,"length":4.25,"denseWeight":0},"timestamp":"2026-02-26 09:15:38"} 
[2026-02-26 09:15:39] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":4.25,"width":122.0,"height":33.34},"quantity":1,"denseWeight":1}],"cheapestShippingCost":587.98,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":4.25,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":57,"higherWeight":57,"quantity":1}],"totalHigherWeight":57,"DS":0,"rate":738.0699999999999,"tariffAndDS":738.0699999999999,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1172.502045,"totalShipmentCostFormula":"((tariffAndDS (738.07) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1172.5","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":4.25,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":57,"higherWeight":57,"quantity":1}],"totalHigherWeight":57,"DS":0,"rate":417.35,"tariffAndDS":417.35,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":693.506725,"totalShipmentCostFormula":"((tariffAndDS (417.35) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 693.51","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":4.25,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":57,"higherWeight":57,"quantity":1}],"totalHigherWeight":57,"DS":0,"rate":560.27,"tariffAndDS":560.27,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":861.1349899999998,"totalShipmentCostFormula":"(( tariffAndDS (560.27) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 861.13499","careerDDPValue":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":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":4.25,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":57,"higherWeight":57,"quantity":1}],"totalHigherWeight":57,"DS":0,"rate":"535.98","tariffAndDS":535.98,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":587.98,"totalShipmentCostFormula":"(((tariffAndDS (535.98) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 587.98","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":4.25,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":57,"higherWeight":57,"quantity":1}],"totalHigherWeight":57,"DS":0,"rate":522.22,"tariffAndDS":522.22,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":793.5075325,"totalShipmentCostFormula":"(((tariffAndDS (522.22) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 793.5075325","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":4.25,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":57,"higherWeight":57,"quantity":1}],"totalHigherWeight":57,"DS":0,"rate":1020,"tariffAndDS":1020,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1020,"totalShipmentCostFormula":"((tariffAndDS (1020) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1020","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":4.25,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":57,"higherWeight":57,"quantity":1}],"totalHigherWeight":57,"DS":0,"rate":576.0699999999999,"tariffAndDS":576.0699999999999,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":874.1681012499997,"totalShipmentCostFormula":"(((tariffAndDS (576.07) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 874.16810125","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":4.25,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":57,"higherWeight":57,"quantity":1}],"totalHigherWeight":57,"DS":0,"rate":638.3399999999999,"tariffAndDS":638.3399999999999,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":967.4407774999997,"totalShipmentCostFormula":"(((tariffAndDS (638.34) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 967.4407775","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":4.25,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":57,"higherWeight":57,"quantity":1}],"totalHigherWeight":57,"DS":0,"rate":522.22,"tariffAndDS":522.22,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":793.5075325,"totalShipmentCostFormula":"(((tariffAndDS (522.22) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 793.5075325","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-02-26 09:15:39"} 
[2026-02-26 09:15:39] local.INFO: Yes Factor Founded {"data":{"sign_type":"Flat Cut Aluminum Letters","productCostFactor":"1.25"},"timestamp":"2026-02-26 09:15:39"} 
[2026-02-26 09:15:39] local.INFO: Product cost factor determined {"data":{"sign_type":"Flat Cut Aluminum Letters","productCostFactor":"1.25"},"timestamp":"2026-02-26 09:15:39"} 
[2026-02-26 09:15:39] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"31.34","sign_depth":"0.25","sign_type":"Flat Cut Aluminum Letters","processed_sign_type":"Flat Cut Aluminum Letters","sideViewImage":"https://api.signize.ai/mockups/raceway/flat-cut-aluminum-with-raceway.png","mounting_type":"Standard Raceway","combined_production_cost_usd":350.0,"total_production_cost":440.0,"totalDenseWeight":0,"totalVolumetricWeight":57,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":4.25,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":57,"higherWeight":57,"quantity":1}],"totalHigherWeight":57,"DS":0,"rate":738.0699999999999,"tariffAndDS":738.0699999999999,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1172.502045,"totalShipmentCostFormula":"((tariffAndDS (738.07) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1172.5","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":4.25,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":57,"higherWeight":57,"quantity":1}],"totalHigherWeight":57,"DS":0,"rate":417.35,"tariffAndDS":417.35,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":693.506725,"totalShipmentCostFormula":"((tariffAndDS (417.35) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 693.51","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":4.25,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":57,"higherWeight":57,"quantity":1}],"totalHigherWeight":57,"DS":0,"rate":560.27,"tariffAndDS":560.27,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":861.1349899999998,"totalShipmentCostFormula":"(( tariffAndDS (560.27) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 861.13499","careerDDPValue":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":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":4.25,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":57,"higherWeight":57,"quantity":1}],"totalHigherWeight":57,"DS":0,"rate":"535.98","tariffAndDS":535.98,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":587.98,"totalShipmentCostFormula":"(((tariffAndDS (535.98) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 587.98","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":4.25,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":57,"higherWeight":57,"quantity":1}],"totalHigherWeight":57,"DS":0,"rate":522.22,"tariffAndDS":522.22,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":793.5075325,"totalShipmentCostFormula":"(((tariffAndDS (522.22) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 793.5075325","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":4.25,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":57,"higherWeight":57,"quantity":1}],"totalHigherWeight":57,"DS":0,"rate":1020,"tariffAndDS":1020,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1020,"totalShipmentCostFormula":"((tariffAndDS (1020) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1020","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":4.25,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":57,"higherWeight":57,"quantity":1}],"totalHigherWeight":57,"DS":0,"rate":576.0699999999999,"tariffAndDS":576.0699999999999,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":874.1681012499997,"totalShipmentCostFormula":"(((tariffAndDS (576.07) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 874.16810125","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":4.25,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":57,"higherWeight":57,"quantity":1}],"totalHigherWeight":57,"DS":0,"rate":638.3399999999999,"tariffAndDS":638.3399999999999,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":967.4407774999997,"totalShipmentCostFormula":"(((tariffAndDS (638.34) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 967.4407775","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":4.25,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":57,"higherWeight":57,"quantity":1}],"totalHigherWeight":57,"DS":0,"rate":522.22,"tariffAndDS":522.22,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":793.5075325,"totalShipmentCostFormula":"(((tariffAndDS (522.22) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 793.5075325","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]}}},"cheapest_shipping_cost_usd":590.0,"totalCost":1030.0,"productionResults":[{"variable_id":64,"dense_weight_expression":0,"result":0.197,"sign_material":"Sign Depth/Thickness","description":null,"sequence_no":1},{"material_id":253,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2.7mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":2},{"material_id":254,"dense_weight_expression":10.9998,"result":"167.2284","sign_material":"Aluminium Sheet 5mm Pakistan","description":"Aluminium sheet ³⁄₁₆\" (5mm) – Suitable for both indoor and outdoor flat-cut letters, strong and stable for medium to large signage.","sequence_no":3},{"material_id":255,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 12mm 6061 Grade 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":267,"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":5},{"material_id":256,"dense_weight_expression":0.0028928614968000005,"result":2.8928614968000006,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":6},{"material_id":257,"dense_weight_expression":0.00022976050500000004,"result":0.22976050500000003,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":7},{"material_id":258,"dense_weight_expression":0.0021915617400000004,"result":2.19156174,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":8},{"material_id":259,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":9},{"material_id":260,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":10},{"material_id":261,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":11},{"material_id":262,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":12},{"material_id":263,"dense_weight_expression":0.00450419112,"result":"4.50419112","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":13},{"material_id":264,"dense_weight_expression":0.00218602692,"result":"2.18602692","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":14},{"material_id":265,"dense_weight_expression":0.0029269944,"result":"2.9269944","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":15},{"material_id":266,"dense_weight_expression":0.00023354496,"result":"0.23354496","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":16},{"variable_id":65,"dense_weight_expression":0,"result":3.0329882283600003,"sign_material":"Paint Miscellaneous cost","description":null,"sequence_no":17},{"variable_id":66,"dense_weight_expression":0,"result":12.5925,"sign_material":"Packaging/Box Making","description":"Custom Packaging with 3–5 ply corrugated boxes with inner foam/styro and stretch wrap.","sequence_no":18},{"material_id":490,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":19},{"material_id":491,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":20},{"material_id":492,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":21},{"material_id":493,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":22},{"material_id":494,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":23},{"material_id":495,"dense_weight_expression":12.7604,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":24},{"material_id":496,"dense_weight_expression":0.22764223609498,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":25},{"variable_id":67,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":26},{"variable_id":68,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":27},{"variable_id":69,"dense_weight_expression":0,"result":"0","sign_material":"Flush/Stud Mount","description":null,"sequence_no":28},{"variable_id":70,"dense_weight_expression":9.435,"result":"114.8778","sign_material":"Standard Raceway (6x2)","description":"Sign to be mounted onto 6\"x2\" Serviceable Raceway","sequence_no":29},{"variable_id":71,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":30},{"variable_id":72,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":31},{"variable_id":73,"dense_weight_expression":33.438007177236784,"result":344.402992307176,"sign_material":"Total Cost","description":null,"sequence_no":32}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"0.25","sign_type":"Flat Cut Aluminum Letters","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"neon_color":null,"uv_printing_needed":null},"TATDays":14,"testDenseWeight":33.438007177236784},"timestamp":"2026-02-26 09:15:39"} 
[2026-02-26 09:15:39] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 09:15:39"} 
[2026-02-26 09:15:40] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"3","sign_type":"Marquee Channel Letters","mounting_type":"Standard Raceway","quotationId":"890","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"c777db55-4a2b-4884-9a02-e31590d9986e\",\"width\":23.84,\"perimeter\":111.77,\"height\":20.09,\"area\":305,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAAFkAAABLCAYAAAAbFSs/AAAgAElEQVR4AeXBCfzm93jo/c91fZffff9nJonYI5FYkzFIyEIImhKhrTW2cChiORIH7eGp4lh6qvSxVKkWVUt77A5KHaqWU416UG3NTOY/k1hSWkuJSjLzv+/f7/u9ruvcf9Ln5dWnreWZLK9z3m/5u4u/yGc/+oaY2kRNhZwThNPMGEplMS6Yl4GpT5RSISDCcHdUlVIyvXdEFSFQUXoEYU6tBULJuYKyIkzjiKCEOOEDSCHCmcYRVSWXYD4PhMDi28xIoAVnDtGx3pjPBxZtYNvWgeGQbWyZHcm2612H+SFHs+3QG6CqwjWI7N2zkz9+0wsil0yEoyoQ4BGoCAREGDkX3I06FDwCAcZxybatWxnHJSpKyZkAsiYgQITeG6rKMBswM8yMoVTcnVIK43Ikl4Sq0FqjlMLWrVswd5aLBbVm3BxRYZMEDLOBAxsHWJvN6L2TSkZCaL2zdethHHWL49h2wx1c/0bHU8ogXM1k756d8b43PZ9aC701aq2oCOO4JOeCuxEEEc4wDGzKKWFuJBW8G7VWNCXcjE3uzmw2ME4TKpBzppSCiLD/wAGudehhRDhTm3ALas20acLDqbXiHmzduoU2TYgACt6dTSKCu5FzJqeEimBmeDhmhogwzGYMOZOHyo23n8gNbn43tmy9ASvC1UD27tkZ733Dc0kq5JxQTfTeUVVySVg36lCYWmNWK92MlAQVJcLBg2EY6NYglE11qIgEgtBbQ5OSVHF3em/UWkk549YREbZs2cJiucGmtfka43LJpsCREDQpEU5OiW6GSkJVURVKSiwWC7Zu3YaHs9jYoNaKuZOTEgG1Dhxz/Mkceex9mK9tZUW4Csne9V3xgTc9D1UlpUREAEFKCVEQEQQQIKcMGqSU6FNDVZnPZ7TeEAG3YBgq3TrenGFWGceR2TBjsoaiRBgRwVArvXdyKaiCKIgo1jo5K21qrG1Zo3djHJeklFARSq2UlHE3NhYLcsmUnJkNM9wNEWGaJgQFEVQF74YmZb5tG7c4+SyOuMmJrAhXEdm7vis+/JZfR1URAQsjqSIiuDuzobDcWLJl6xbaODHMKiC4OyVnpjahqszmA611wp3woNSMu1FSodZCN2OaJtbmczwCM6P1kflshgDuRskZD6i1MI4jtVbcjAA8goQw1ErKSmuNTb13RARVRURwd2qpLKYJQcADAUotEIAKx+y4M7c48YFoSqwIVzLZu2dX/MkfPo+UE6Vk3J3ZrGLdCDNUBVBEAhElZWVT0kSthTY1em/knMm1sNhYUHKh1kzOmWlaMhsGNBWmtqTkjEWgCOGOqtB7R1XIOePuqCqtdXLOKEHNhWadaZwYZjOsd0SE2XyOm5FSYpomVIWIoNaB3g0IzJycE6VU9u+/nGGY0btx9PYTOO6OjyKXwopwJZJ967viI+94IZuyJtyclIVNApgZqgoSDHUAgaRKNyOJ4u4EAQHz+Qxzo5bCNE2ICuD01qjDjAhHVVEED2eohZQSvRtmnVorIoKKMLVGSgk8KCUT5ngE1o352pxpaph35mtrbGwsmA0D5oaZUUphWo50M+azAXdobaLUwlAHpjYSAUcfdzt2nHYOqsqKcCWRfeu74kNvfT5rszmbzJxundkw4GZoEqY2ccghhzIul+SUESCXTJsmIEiqgODurG2bY60z9QYO8/lAuOMRiCrz+ZxpuUAEzIyUEoKSkmLmlFqYpomcM9Y7KkLOGVXFzRHAIxARNCkpKRsbC2azAY9AAmqtjMuJ7p2kCTPD3amlknKi9YmUEq13jr3tGRx76lmsCFcS2be+K/78Pb9JTglRxawx9cbafAtunSQJUSHc0aSEO/P5nDY1RMHMQIRhGGhtopbCcrlAVck5k1MiwgmCTSKCAEEAQi2FCGitMQyVlBOtNRYbC0ourM1nuBsiQpsakpSSKx5O643ZbMZyY4PZbMY4jpRSSCmxWCypteLutN6ppWC9o5oQhZwzbWq4BHe4x5O57jG3YkW4Esi+9V3xF+/9v4lwhtmMaRoZasXMKDkTHqytzTmwcQARRRU0Jdo0kXNCBLo5OSdAKCWzXC4Y6oAQqCo5Z3prEIAqpSR679Q6sFxskFJhHJccsu0QNhYHUM3UWhiXE2vzgdYbdaj0qVNrZTktmQ0z9h84QKkFa50tW7ZwYOMA7sEwDIQ5OSdyziyWSzapJrob1jqqymw+Y5omth16OKfe/zmUMrAiHGRy4fqu+MsPvBx3o9ZCBEQ41ju1VqZpIiUhpUy4o0npZiRV6lCwbuSU0KREBOM0sqmkRE6JqTVqrYQbSROlDjTrqCpCMBsqfTKW45KSChYGCCkllssFEMxmMwhIOeHupJQYx5GcMqjQpkbJGSeICOowYL3TpolSCq01zIxhNmccJ3JSrBu1VjQpvRu3vtMvcMyt782KcJDJheu74i/f/1JEhAin1srGxgFqrZh1VBOqSkqJcVySSyI8yDkjKiRNdDOIoJaMe0clEQJEUGultYaKoEkhoJRCa51hVjlw4ACCkEthuVgwm81Ym89pvWOtk4oiCDllluOSiKDkwjiOlFIQURBhsVigqqSk5JTpvWHuzIYZU5tIqgRByYVpmujNyCXj7gzDwNrWrdzprOeTc2VFOIhk3/qu+PT7X0rJGVEhwhnHkWEYsN5JuRA4KQnDMNCnxnVvdASH3mA7REeTkHMmPKEqiAYRgWhGUDQBEWzxObJ1QcoLkgKS+Mdvb+OyAwdYLiGlRO1w1I2vz2VN8HCKBmUQtHVkyCBgG9/iO9/6ey75h68SvRHhbIxLIKh1wFqjlspiHElJUU24G/PZnMVywWwYmMYJUUFFQQQ3o/XGHe/7OI648R1ZEQ4iuXDvrvjU+15CzkoQJE2klPAIwh3VxDSNrK3NSVmRgJPudiJHbj+Hq5O78e2vr/MPF/w5X/vKLtbW5ozjRM6JqTVEFDMjwsm5QATNOgS4OXWo9G6ICKKKiHD0cbflhLs+kRXhIJJ967visx98GfP5nHG5RAS2btvCxmJJSoqZ03snwskp0Vvn9F+4Gzc67hyuCSKCL+/+ODs/9W56myi5EASbSsn0bgxDxcyZpoYquAXmhnuQUsa6MZvPqMMWznzUi1FV4SCSfeu74nMffBl1GCAMj0BFmKaJOlQEodSMu+PmtDZy6hl34ugdT+Sa5O/WP8wF53+Q1idUE5oTGxsL5vMZvXfMndkwsFgsSSVh5rSpUYeKdccjmA9r3O3Bz+aww6/PinCQyIV7d8fnP/wKWhuZz2aUUhinid6NtbUZbRqZz+e4OwgowvGnncBR2x/PNc1ffuBlfP3idcydUguqSjej907SDAIiQq2VxWID90BEyLlg1lESd7rP47jRMSezIhwkctG+C+JvP/IKeu+IgkrCwlmbr9HahBDUUphaI6WEm3PS6Sdx1PbHc03z1Ys+yV/92VtprVGGgghMU6OUipsxtcYwVKw7EUEdZiwXC6bWmQ8zzDp3/LmHc5Nj786KcJDIRXt3x86PvZLZbKC1xtQa89mccRxRFYZhYLFYklMiqVJLZcept+ZGx53DNc3G5f/Eh//omfTeSaUQEYzjSE6Z+XyNAwc2GJdLSq2szddYLJdEgJujSem9ccfTz+LYk+/LinCQyEX7dsfuT/wOtVR6bwTB1rWtfO/S77Ft2zY2XX755czqQCkFieA2dz6eG9zyMVzTRAR//Lon03tnsRiptSIIosI0TQRBTpVxGpnP5mwsFuSc6N2otVJK4cjj7sGpd38AK8JBIhfu3R1f+LOXU0plmiaSKjklmhlJE5oUc6fmQrNGEuGknzmZG97ysVzTRATvf/0vsXFgP+5O652hFESF3o21tTWW40gEtG5Y76ScWC6WlFIJ4M73OIvtJ9+PFeEgkYv2XRC7P/bbeARuzpatW9i/fz/z+RoC9N4IYDbMWC4XDEPl+NNO4IhbnsM1zXKxnz9+3S8xtkbOGSIgYLFYUGczJIRundl8xsZigQiYOTln3KD3iTMf9DiOPu5nWREOErlo3+646FOvo/eOmRERrM3XKCmxXC5JmoAAERCht4nb3e1Ejjj2HK5pvv61v+Gjb38lqSQQQRAWGwuCIKWMmTHUyjRNaEpYNyL4PlUlgHs+8Knc+NjbsyIcJHLRvt1x8WffwDQ1kghtmtBSGMeRUgopJSKCaWqUnAjghNNO4MjjHsc1zd984pXs+vzf4OY0a6gmci701nF3kiYinO5Oypk2NVrvzOdzzAwQzn7ySzn0sOuzIhwkctG+3bHzo79NTkogRAQSUEvBzDBzAienTAT0MO5w+h044rjHck3ynW+u86fv+C3aOOERTNNEN2NtbY1Nl1+2n1IrKgoqeAS9NQRhGGa4B9sOOZSzn/wKVJUV4SCRi/btjgs+8TuUnJlaB4Jxmlibz5mmCVVFEObzGa01VIUTTrs9Rxz7WK4pLr3km3z47S9iceAyRJXlODK2id4as/kaKso0TQx1wMxAoJuhknAz3B13uNUJJ3OvhzyDFeEgkov27Y7dn3gVOSVUFPNgsdxg29ZtRASiwrQcOexa1+Lyyy9HEE64ywnc6NhzuCa4+KLdfOYjr+fySy9hmiZqrZgHIXxfBJg5boEI32dmmDslV6beyUnp3bjP2U/h2NvehRXhIJKL9u6OPX/xuyRRIhzrRuud+XxOeGBuIMJysWA+n2MW3OHup3DELR/D1WUaN/j63/8tX975Sfbu2oX1Th0G2jQREZRSWY4TKSXcHREwc8wN60apldYbSRMhgoQwrBWe8IzXMcy2sCIcRHLh3t1xwcdfSTdjvjZnsbFBIMxncxaLBcNsoLfOP3MPbnDjI7n+0deByZFBEFUE8AhUtmKLDnUDUSUWgfZrwZbCtOsb6BECWeEyR45S4h8CbhDEfkiHJvwSx7/hyA0F+6dAtwnTCIs1Z1o0Dlx6Kd/6xtfZ2FjgHuScaa2hSSEgEHozPAwzo5ZKAO6ORUAE7k5KinUnpUzKiVNPO5M7nvloVoSDTC7cuzt2fvS3IQLNCRXBzFFNuDsRTvADSRPLcaLWyjQ1IhwRRUQRFfDACfDA3ImAYRhYLBYggrvTemdtPmdjsUGtFRFhmhrT1Ni6ZQu9d8ZxJNdK74Ym5QeE3jtDHWitYWaYBSJC7x0QzI2cMkFgZmhS3APVhJkhIpgZApg7wzAAwmxW+MWnvoJth16HFeFHcDM0JX5ccuHeXfGFj7wSx5GUsN5xd0op9N5xcw459FD2799Pb42UCiln3DrugYgAgrkTHogqi8WCYaj0bgy1gsBiMaKquDt1GGjTSC6F/ZfvZ5jNmFpjU86ZaZoQTYzLJbP5nGlqzGZzlssFgpBzpfdGRJBLpk0NSUprHdVETpnuRhKl9Ya7k1KCgO4dQhAg58w0NU6/33/k1LueyRWEf4eZ8c43/Bq3vv1J3ObE+wQ/IPw75KJ9u+OCP/89FosFpRRSKoQby3HJ2toal116gNlsYJomUkqICNM0Ye7klMi50LshCIZjboQ71p1SC9acnDOi0KaOuxMERBDAMMxoZozjRETgEcyGGVPrLBcLcs6IKCICBOaOpoyZEe4gQgC1VMZxgZujOTHUGW1qmBu9G7UUzA0zRxDcnFILx97mOO77iBegqqwIP8IX/ur98b63vIGI4JS73IMz7/8kUsqsCP8GuXDvrvjch15GHQbcjE1uwdQ6qgoRTK1ThkpvnVorEUGEs7GxYD6fsxyXCEKtA+M4QgTDMNCa0dpEBOSh0FvHzMi58APCOI2oKgS0ZogItVZQobWGBLgbIoqHEAQqwmK5pNaKmaFJEQSPgAhKKSwOjOSSIMAj0KT0ZtSSab2z6drXP4JHnPvrbN16GFcQ/h2XX3ZJvPG3n8b3/mk/EUF4cMe7nMLd7/t0Sh1YEf4VcuHeXfHp97+E2WzGuFxShwEPWCwX5FxorbGpTZ1aC906OWfcnVoq+/fvp9YBEcHMMHNIQimVxWLJDwg5J1SV/fv3s7ZlK0TQpoaZg4J1I8JJKSMokgTrBqKklBjHkfAAhTAHEXLOCDC1jpsDggiklNBcmNoEEaSUiAgQVgQ353pH3JiHPu5ZHHro9biC8CP8yTtfG5/71AfZFBGUXOjWuONd7sQZ9386ORdWhH9BLlzfFX/x3hcTCDlnUkpsLDYoubCpW6eUgnUDAbdARUCU3hsRQUoJM8cDgiDljJkholg3zAIRcA8ggABRujkiwmwYmNoEAbkU2tRovSEiBKCAuxOAu5NTQUQwd0opTONIypmsiY3lEhXBWRG+T0TY5Oagwm1ufyfOfMCTWFvbyhWEH+HLX/xCvPmVzwZVFEFTovdOKQVz56Q7352fP+vJrAj/gly4d3ec/97fBBFSTrg7vXVAiXAQIdxJKSEiGIGI0FqDAE2JTa11IoJcCn3qdDNKzpg5KSmtddwDVcE80KSMy4lhNmDdyDlh5jTrJBVa6wzDgFswTROIoKqoKiCEwDSOgJByIqdMuINA7wYKKoqZ4e6klDj82tfmrmc+gtuceDo/RPgRWpviD1/9y1z8pYtRVdydnDOtN2azOW5GBDzo0U9gx/H3ZkX4IbJvfVd86v0vIWmi9Y6bsUlE6b1Th8rGxpI6FHo3Sq2YORFB0sRynAgPai1064zjiIiSU8GsI6rklDF33I2UMhaOmzONI8Mww8Mwc1QV1YSKsBxHSqm4OeGOhSOqiAqCYm6ICG1qaFI2RQQRQa2VqU2ICIRwo6OO5rTT78FNtt+DOsy4gvBj+tyn3hEfes87EDYJvTdEhKQJVaF1A4KhDjzhGS/h2tc9mhXhCrJvfVd8/J2/TgApJcKDOgyM44S7ExEgQiD8QBARgFDrwHI50qYJBEqpTK2hqghCypnFYkEpFU1CuKMp0aaGqOJmgBDuBCCiuDk5Z5bLJSVnLAJNifBg6hMqirmRcyalhKoSEbg7EUFvnWsdfji32H47jr7JMdzg6OM5/LpHIyL8EOHH9N3vfCN+/6W/xDiNuDtJE+ZGyolxOVJqRQjCgwi41fHH8+DHvABZ4Qqyb31XfOydL0QA1URrHUmKR2DuhDsRgaCoZtAg3AkPujkiQrdORFBKxbpRSqH1ziZ3p3cn54S7k1QxDwRBBBBFCNyDTSIKBGYGIvQwkibcHFGhtcZsNqO1RkSQc6a1Rq0VEMyM613vhjzxV16NiPBDhJ/Cf3/zC2LnX3+eHwiSZqY2MQwD0zShSUmaICCAcOMXz3sGN7nlXVgRVmTf+q744FtewNp8TkSwXE4QRi6F3jsiyoH9G2zbdgitTTiwbdshHLLtMMwMj0BFEYTeO7VWzIxunU2qyvcFOMFQKxuLiZwSrXdySjR3SkrgToiAO53gku98k3GayDljZmxydyICVUU1ER603qil4BGICiqJc5/5Ug6/zjGsCD+lfXs+E29//YsY6sCBAweYzeZY75gbCNRSaa0hgEeQUsLM2L7j5jz08S9DVliRveu74mPvfDEICEprDTcnl4y7IwLmYO4IgoVxvwedyS1v/ziubBd84dP88VteRkQQEZgZKRUinKSJ5bik1kJrnZwzrTVUBdXEve7/WE65631YEX4K47iIP3zlU/jGN76DqiIihDvdDA9nNgyIJBaLDSKclAsCeARJE4972gs44sa3YUVk7/qu+PBbXkhEkFJiXC7IQ6X3jogiIuScGccJdweB+z/kHhx7+yfxQ4SDLzYOXM4r/+s5TFNDRAggqTKOE8NQmaYJVcHcKKVgPYAgp8T222znrEe/kBXhp3D+R98cH/vge+m9U2ultcYwDIzjSEqJTRGBiACCqhAR9NYwd37mjHtxxv2fworI3vVd8advexHmjgDTNJFLIdxBBDfDI0iaaL0jAvd78N3ZfvJ5rAhXrnjDbz2Nr331YkSETRGBiADBJndHRNmUUsLdEVVKzjz1ua9nvraNFeEn9IG3vCg+8+nzyTmzycMpuTCOIzllunVSSiD8QATuQUqJiOCwww7jqc99I5qSyN71XfHht/4GIoK5EwFuhoUjQM6Z8MA9aK0RwP0fdg92nHweK8KV7BMfek188s8+jIrSW8dxVBIQ5JTwAFXBzBARIACh987Z5/wqtzrhzqwIPyEzi4+867f47GfOx8wQEUSElJTWOr13cs6oKuFOShlzY5OIIKo84Zd/gxseuR3Zu74r3vfG5+HhEIGIEgEpJQgwczyCnBKqytQaD3z4Pdh+4rmsCFeyfXs/HW9/7W+yKafE1BpEYOHkXFBRxnFJTolcKm4dEcEjuP3Jd+a+j/i/WBF+cmHWefcfPo89f7sLEUUEIgLrRh0KvRsRgaqyKaWMm+FhqCYe8LBzuO0d7oPs3bMz3vMHz+MHBBFAFAg8gk29d2qthDvdnQeefQY7TjqXFeFKtv/yy+KVv/ZYltPEbBiIcCJgHEeSJjQpZsYwVKapkXKi9w4BhxxyCE957h9QyiD8dOKS73yD17/0aYzjCCKIgHVDVMi54O703hEEj6CUTO9GTonTTr8Xp9/nCcjePbvivW98AeGOiGBmaMlscnfcHXODAEEwN85+1M+x/aRzWRGufPGmVz6Fr3zpYlSVIMiaQAW3AIJ/1nsDhJQUEFQTv3ju07nxzU5lRfjpxCf+5FX8xcc/DgG5ZMZxJOeEe+DmpJwQwCMQEXrv1Fo59rhb8+DHvQBZ37Mz3vvGF4BDN0MVPAJUEBEEYdM4jpRSCOCss89gx0nnsiJcBc7/szfGx/7H+xEBEcHMcHc0JQjHPai1YmYQkHKitYaocsqpd+HnHvKfWRF+Sl/ee3780Wtfhqrg7qgqvXdKKfTeERFEFQW6dUAQUW5685vwyPNejqzv2Rlve82zgWA2mzFNE5uGOrBYLsg507uRkgKKe+ehj7w32098EivCVeDL+74Q/+21z6f3TikVEWhtQjQhQETg4WTNaFLa1PBwIoKt27bxtOe+ntl8q/BTuvgre+PNr3omBPTeGWYD0zgioogIqoq7k1IiPNCkhDvXvu7hnPurf4Cs79kZ73r9c4kINokq1jspJUDo1lFRkiY8HHfjIY+4F7c6+VxWhKvANC3jt5//WDYWG+RccDciAndHk2LdEQnMHBElJcXDEQR35yGP+U/c+nb3ZEX4KfzdVy6IN7/qOZgZZsYwVFrrDHXA3DAzRIXeOrVUPBx358gb3ZAn/MrrkPU9O+Mdr3sO7qCqiEAQbBKE3htb1rayWC5BIKnwoLPPYPtJ57IiXEXe9+bnx19//vOICLVWxuUIAiVnzJ2UEtM0oarknBERNCnTOHGzm9+SRz75JawIP4UL93wi3vr7r8DNKaWgIrTeEVFSUtyd1hoiggjUOjBNIze7+TE86j+9Ctm7Z1e86w+eR0QQEdQ60HvDzMg501ojpYR1AxE0KWc97O7sOPk8VoSryN6//pN411vegJmhqpg7EYEKK0IphdYaZkbOhZwTvXcgcA8e97RXcNRNbsqK8BP65Ad+Pz7x8Q/i7uSSadOEasK6McwG3IwA3J2IYDab09rIjtvejgc95vnI+p6d8dbXPJucMhGOqgBCmxqalCDorVNyARFyTjzwYXfnViedy4pwFbn0n74Rv/VrT0Ii8IDeG7VWeu/knIkICFBVVIXWO0kTHo6ocNIpp/LzD/sVVoSfwDQu4lUvfAKXXXopKSU2RQRmhqoiIqgqBIgKZoaI0HvnZ848k5/9+Scj63t2xlt+91cptWBmlFwIgmmcKKVgZogKbZwYZjPGceThj/55dpx8HivCVSf+6NW/whcvXMfdUU3krCDCuBxJKbHJzciloKq4O6qCe5BS4vG//Jtc/4ibsyL8mD79P98VH3z3m9k0DJWpTQiCiJBSwt3JOdNbQ1NCRLBuBMEDH34Ox9/hfsj6np3x3179TCKCXDIiQps6pRQQcOvklHFAABHhrIefwY6TzmVFuAp94a/eH+9842uYz2eYBd06tRbCHRFFVZnahHugIogIEUFKiYjg2B3beeg5v4GIsCL8CF++cE+8/fXPxczZtFgsyLkgCkkTrTdKLoQ7rXdSSpgZs/mc3jtPfPqLuOGNtiPre3bG21/7HEQEVcXcEATzjkpGVbBu5JKIAFXlrLPvwfYTn8SKcBXaOPC9+J0XPolxHIGgtY67k3Ki5IKZoZoIHAIQoU2NiKCWjANn3vehnHr62VxB+Ddc/OXPx7vf8HI2NjYIDxBwd0QEs04pld4687UZrXWCgIDeO6UU1ras8UvPfzMpZWR9z85422ueTUoJM8M9qDVj7oRDSkLvRkqJbsZQBx7w0J9lx8nnsiJcxf70vS+P/+eTfw6iqAhmHU0JMwcCAoZhYJomVJXwwHFqrfTWEVHuff97s+Oks1lb28qK8EMuv+y78emPfpDPnP9exmkk50xEoCmhImxyc4JAREgpYd0IAg+n5ELvjdPuenfOOOtprIis79kZb/29ZxER5JQJglIKrTU2uTsiwiYRAYIHP+JMdpx8HivCVezrX70oXvuyp5OSIiKklOjWUVEigtYapRQE6L0jqhCAQOudLfMtLJYbbDvkMI692Q6uc8Nj2HL4YWxccilf+9o+LrroC/Ru9N5JKQHCJhFwN1LKWO+UWlksFpRc0KxYNzQpBEzTyOOf8l855tiTWBFZ37Mz3vqaZ6GqCIKbgwSqid47CBCQUmKTJuXBD78n2098EivCVS8+8Jb/wuc+8wVEIefCNE7UWtjkbqSUGccRM6fWgpvT3Sg5kXMhIiACM8Mj8HByypRSEIFpbJgbORfCHQQiAk1KEqX1TskZc2eTiLJJgKlNXP+GR3DuM3+PlDIrIut7dsZbf/dZzOYzIBinCevGMAy4OaLCYrHBfL6GuxMRPOxR92b7iU9iRbgafO1Le+KNr342EYG74+7knDEzSslEgFkHBBHB3RERRJWkShAQMI4jOWfcnYggAmotRAQRgaiiIkN2HawAAAVoSURBVMxmAxsHNqjDwDRNuDualFoGxnGJihABqoJHcJ+zzuPEu9yTFWFF1vfsjHf+/nOJcHLOmDlBsElFUVWSKlNrRAQRwcMedW+Ou/1/ZEW4esSfvucVnP+Jj1JrpbVGrZWpTRBBzoXeO5oSpRTaNLEpwgEhIiilEuGYOZqUcCenhLsjqogI3QzcSTkjAuFB7x1EGIaBCGeaGhFBKYWI4JBDr8WTnvlqhmHOirAi63t2xjtf/1zCHE2JcTmSa4EI/pmqEgHmnaSJBz38DHacfB4rwtXke9/9x/iDlz+V/QeWmHdUFNVEuJNLZpom3IOcExFOa53ZMMPcCHcCEBFSSrgZmhJEsMkJwgMRwcwopdBaZ742Y7lYknLCzEmqRAQI3ycI93/EEzn+pHtzBWFF1vfsjLe/9jmoKiLCpjZOoIKI4GYggori7iDw0Efei1uf8mRWhKtPXPD5/8G73/L7uBnuzqZcMirKNE5sqrMB6x13R1Mi3BBR3J2UFPdAVYkIuhnCiggC9N6pdSDCiQhUFXNHAHNHRVAVRJQIZ8ettvOgx78YVWVFuIKs79kZb3vNsyFAkpA1s1gsyCVjvSOaEIGcMuaGu/PQ/3Avbn2HJ7MiXI1i5UPveTGf/eSnGaeJWivdjKSKiODupJQIdzQleu+UUkCEaRqptbLJzTAPBFBV3B1BQPi+cEdTQkRQVcZpgnBEE4oQBIcdeiiPftqLOPzaR3EF4QqyvmdnvON1zwEE94AILJyhVqapkZISARHObDaj985ZZ5/BjpPPZUW4mi02DsSbXvWf+cdvfhNBcJxwR0QxM1JKmBmlFCICCKbWGOoMs46qoJro3TAzSk4EoEkJD3o3ckm4OSJCRODu1Fqw7ng4KSkPf8IzuMX207iC8ENkfc/OeOvvPouUE5vCgzpUeu9EQBBYa5RaMTfCg4c+8l7sOPk8VoSrX3z3km/x39/wHP7+779FzonWO+FBzpmIIKWEdcPD+T4RclLMnJQSm3LOTOOEu6NJiYBaC+5GBKgq0zQhCCklRCACzJ17n/UI7njXh3AF4V+Q9Qt2xjte919IOWFmuBs5ZVrvpJwgBHcjIggCM+MRv/gL7DjlPFaEa4a45Ntf5W2vez7f+fZ3gWBTRCCq5JSICNwcd0eSEu54OCUXeu/UUtGkjONI7x1VRVVRVXrvaFJqqSyXS+pQmcaRYZhzt597OHf52QdyBeFfIesX7Iy3ve7ZCAICEkLgmDkiwqZaK5t676gqD3jo3bnNHZ7MinDNEd+95Ju8/62/wVe+eDEpJcyMlJRuhiDUWmlTY5gPbGxsgIMmIeeCmSEipJQIgk3WjQjHPcg5s8k9EAlyLvz8Q57I7U65J1cQ/g1yySXfiot2/yVuDdGCiBDeiOhomhERgPD/igU3veXNuN4Rp7AiXLPEcrnBh9/zWnZ//nwQMDPcDETYVGultw4CKsImcyflBA7NGjllckp0MyLArANC741hNnDTW9yC03/hPI486hiuIPw7JCJYCX5ywjVTsPLFfX/N+R96E1/60pcptZJTYjkuEYRNJRcQMOuYOaUUrHdQQULQrCRVWuuUUhjHkVtu38HtT7s/x+04BRHhCsKPIBHB/6bCrPPVi87nM5/8KF/+4j6mNuHmbJrP54zjiIigSSEEEaH1CRUlIhBNHH744dzmxLty3G3uzA2OvBk/RPgxSUTwv7HgCt/9zj/w1S99gW9+dRdf+dKXuPTSy1hsbCCimHWGYWC+tsbali0cedSNud4R2znqZju4/g1vSsqZHyL8hCQi+D9E8EPG5YI2bjAuRkSEYeuMkteow8C/Qvj/QSKC/4MF/1/CQfa/AHEPT5lTSc9XAAAAAElFTkSuQmCC\",\"boxArea\":\"478.95\"},{\"id\":\"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75\",\"width\":35.89,\"perimeter\":134.83,\"height\":19.02,\"area\":314.58,\"image\":\"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\",\"boxArea\":\"682.63\"},{\"id\":\"a9b74029-8072-4a3e-95ca-c2c8fb7e2174\",\"width\":16.34,\"perimeter\":68.7,\"height\":19.02,\"area\":116.3,\"image\":\"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\",\"boxArea\":\"310.79\"},{\"id\":\"d56d2bd5-acff-40b7-8def-a0e3f9d26166\",\"width\":17.41,\"perimeter\":116.35,\"height\":19.02,\"area\":210.61,\"image\":\"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\",\"boxArea\":\"331.14\"},{\"id\":\"3efd0d3a-d39b-430d-ac24-f739174f76ee\",\"width\":19.29,\"perimeter\":102.66,\"height\":20.09,\"area\":183.57,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAAEgAAABLCAYAAADTecHpAAAaWElEQVR4Ad3BCfzuZVnn8c913ff9PM85h+2wHDgcVJBFluMCg0JuKSImipRjQlnuOrlVpk7ZzGRappZpiqVOWaSOmHvigjvqhBIBKm7oYOyyy2E7/+f3u6/rO8/D6ziv8+LlggbK8H6bJH6WhmHO5ZdeqJuuv4grLruYG793DZuuvYrrb7qBPt/MyspAxIBh1DZlOilMptux3XZrmK3Zkd027Mp2k13Z/q53Y6ed70KpzbgdmSRuT8Mw57sXfl3nffPfuPSCc7nwggsYhoHMpNZKKYWIQBLujrkxjiNuhpmTEki4O8MwMJlMSAmTmM5m3OWue3Lgxnuz7q6HsNtd9qWUYtyGTBK3tYjORed/SV8/83N862tfYtP114OEUiRJ8YKZYQYpUCbujjIRUEqh946ZkZF4ccwMSUQErVZSiZvjpRDRyRTr1u3CvQ85nH02HsFud9mbBeM/yCRxW7npphv01bM+xVmnncyVl19DRJBKWqn0SKTE3YkIptMZqUAJZtysj53JZEKSkCIlaqmEksxg0iaM44i7ExGYGwjcnXEcqbUChhnsd497sPHwx3DgPQ/H3Vkwfgomif+olZUbdeZpH+ELn/pnVuYrZAaRARggDEMCd6P3Tm0NJNydzMTMkIQy8VKICGqt9LFTWiV6IIlaHAGS6L2DQasNN2PsnaVSCpmJu4MZd91rX4549OO42173Y8H4CZkkflqS+NbXTtWnPngSV111JZJwL2BCEhliHEdqrZhBrZVhPsfcKaUgCUmYGZmiuBMRCNFaIyKotTKOI70HtRbMjCUzI6LjpWAYZjCOndYaUmLmuDtLKXHw/R7IA496EmvX7sSCcSuZJH4a1113tT578hs4+6wvE73j7rg55iwYmUlmUmslM8lMljITN8eLE5m4OVICRipBopYCZpgZmUmPYNIawzjQaiMiyQzcnFRSSqG1Ro8geuDumEFGYm5IAomddtmZox//W+xzj8NYMG4Fk8RP6vzz/k3//PYTuPrqayilsNR7pxQnU5gZbkapBUlEJJKQoBTH3ZGEu5OZYKAUkUkthd47pVbcjMwklZRSMAwpkcDdkYQkzA0wlImZIYlMISVLrTUQpAIvjYc+8rE84Ihfw8xYMH4Ek8RP4ux//YBOec876H2kR2AY5sY4jHhxSilEBEutNlKBEnDDWBBMZlNWVjZDQqkFJKwU+jhSa2MY5pRaMBmpxMxwdzITM8fdyAgwp7XCOAZmEBFIIiKptZIRtEljKTNxcyKT2gqHPfChPOyYZ1NKYcH4IUwSt9Zpn36rPvq+f6LWCmZkitoK4zBSSiEzyUxarUQmxQs9OrVUksTN6eOImeOlkEpA1NoYhjmtNoQwDDMYhhH3AojIYNIayKi1MIwdcwMJpYhMai2AkUpqKYzjyJKZYWaYOb2PuBfcjUN+4UE86nHPx91ZMH4Ak8Stcfpn/k6nnPxhDCFBStRSiEjMIDNZcnckIYkld0cCKZFEZlJrRRKtVjJFj467U0phGAZaa0hJZFJKxTAiOu5ORNBaI3pgbmQG7oWl3gMzw924mYS5Y2akhJlRiqOEiJHilYf80qN50FFPZcH4AUwSP84Zp71NH33v+1Ek5kZmkkrcncyklALiZkqBgbvTewcDk2HOgtF7sHr1KsZxRBJmgMDcSIEyMTOW3AsgJKEUYgsTS7UUxnGk1sZSZmJmGEYqkYS7k5m01hjHkdYqYCxlJjgc8/hncfD9jmLBuAWTxI9y7jmf1klveR1iQaLWyjiOtNYYhoE2aSiFu7PUeydTlOIULyAIJb2PuDvujruTmZgZkpBEZlJKwczovWPmtFbJTJZqrfQ+Yub0CAyITIo7kpjNZvTeiR54cZYigslkQu8dBKVVMgIzw83o0ZlMJpRaeMrzXsG69XdnwdiKSeKHueLy7+gfXveHbL7pJnoPllqtpIS74+6MY8cclAJERNJaQxJLpTgSRATujjJJidYm7LjTjuy57z6s22UDZfUGdt65YeNavBQyAp99jyuvvJGVay/n0ksu4KILzuPa720iojNpE4RYkkRm4hhCSFBqofeOuwPCvWAG4zhSSqHWiiQMMIy77r0nv/bMV1FKZcHYwiTxg8znK/pfb/p9Ljr/fCISCcy4mbshDCSWzAwzYz6fs2rVjEwxjiPFCxiYG5IgjX323Zv9Nt6ffTYexo4774GZcWtlJld89zt8+5zT+No5p3P5pZfS+0gphSUTuDs9OrU1zIw+dm7mhklgEBGUUjAzTDBplT52jj7+yRx82C+zYGxhkvhBTj3lbfrMR96FgMyk1kpmohSlFjISIUopGEYoMcDNkZLeO14KpRS8OL/wi4dx0MHHsn6P/bkF4ycjFjKTC847mzM//SG+8e0vs7J5hVobZmBmuBuZQhK1Vfo4YmZIopYKCDMjeqfVhpmxas1qnv7C17Fmm7UsGAsmiVu64rJ/15tf/UIyAjB675TiSAnmGMLMMYzIoJTC2EcmbUKPTvZgMp0yjiP7HbCRI499Crvtvh9bMW4bYuHi87/MJ09+O+efdy5Lq1at5sYbb2QyaUQEtVaGcaCWSnUHwXw+p00atRYyAzPDzHjEMUdznwc+jQVjwSRxS+9968v1ja+cRe8dSZgZbkZkYmZkJOaGm5NKIoJSCrVWeu+4O7PZjAc/+jjud/hjKKWwhXH7UETnG19+Lx9+9/sZx4HMBONmSoHAi2MJEZ1aK7VUhDAXZoYQa9duy28+7w2sWr2NsWCS2Npll5ytv3/dK4jomBnzYcDNcHeid2prZIpSC9EDM0OZtNbo0ckUa3fYnmN+4/fZe9+D2Ipx+xILl1z0VT7w9r/imquuJiKYzWYMw4C702pFISJGWmt4cSICEO6OJGotHHP8k9l34yNZMJPE1t5/4p/oS2efgZdCZmKAJEopRARmhhBLxQuSiAhKKWQmu+66Hcc982XstPPd2cL42dJVV17CB9/+Si677LtkT5wFAzPHLHF3JOFuSNzMzChuKJN9D7gHj3niy1kwk8T3Xf7d7+hNr/o9Uokk3AupAIGZYQYpMMDNiQzcncyklMJ0OuWJz/0Tdt9jP7Ywfj50zTWX8843/xFXXXk5q9qUniOSwKDWSvaODNyM2WxKHzu1FCI6WOFJv/tadtpld0wS3/e5D79Fn/nkySz13imlgEASPTqrV69mGEfcjOiBF8fMaK0x9pFfe/oL2O/AB7GF8fOlq674Dm97w/9gWJljBj06tTVqKfTecTeKG2DUWsgIMhN346jHPYED7n0sJomliM4bX/FMXXvtJjISDMydcZgzm83IFGPvlOKYOdE7mUktBQEPOOIIjjzmt9nCuGPQOWefysfe/Td4cTICM4dMpKSUgpnT+8hs1ZSITqmF1atWceiD/zP3OuxRmCSW/v3cr+jEv/nvtFKZD3NSYrZqhlK4O6UUNm/eTK0NEKUWhmGguLP9DtvyjBe8gdVrtmfBuGPRye96Fed+6Uxaa2QEQhQzJpPGfD5QW8Hd2XC3u7Lxvg9lw173ZzZbw5JJYukzH3qTPv2xD1FrQYJSCwgMiEgw/p+xj7RSEeDFOerYZ3L4gx/JFsYdi66+6mLe8dcvZmXzZqaTSu+BGXgx1qzehr03HsZB/+khrFt/D7ZiLJgklk583fN14QXnE5nUUpBERGBmuDtSkincnczE3RnHkd12W8czXvhGprMZC8Ydkz598t9y9mkfYzJpSGL9HhvYeOgR7Ln/Q1i1eg1bMbZikrjh+mv1l3/0JCTITFprzOdzvDhuRq2NzCQiMDMwo9VC78EvHftYDnvIE9nCuIO64rIL9IG//2P23Xgo+x/ycNbvsR9bMX4Ik8QF3zldb3/jX9B7J5W4Oa01IoLMwMyopTIfBkopgMgQk+mUpz//z1m3fk8WjDs2raxsZjZbxVaMH8Mkcebn36OPfuAkIoNaK+M44u64GbijFAb06GQmpThmzm7rN/CMF56AmbFg3AmZJD74jj/XGV/4HKUU3B13ZxxHlEmplVoq82HOkpmxZGY84BcfwcN/5dksGHdSJol3/u2Lde7Xv0FmIoG74cUZ5yOlFsyMzMTMMDMk4e485vHP4T6HH8mCcSdlkvjrP3uGrrj8ckqpjH2g1YYywVgwEAhRayUiaa0wHwae/V9fw66778OCcSdlmckr/+A49d7pvdMmjRiDUgqpxN0ZhoFVq1YxzAdSQa0VM+f3XvoPrF6zHQvGnZRtvukGvfLFvw4YpTgCMoPiBTPIFJmJmWMGmYm7s/0O2/O8//4W3AsLxp2UXXP1VXr9nz6djMAwSnXA8OKMw0gpzjAf8eJ4KaAkU+yy6+489w/fxIJxJ2aXXnqx3vyqZ7M0m83YvHkzrVWQIUREsBQRzGYz5sOcVhvrdtuD//Ki17Ng3InZJRdfpL9/zW8TGdTaiAjcnfl8TqYoteBmmDmlOPP5QGuVdev34LdedAILxp2YXX3VlTrh5U9HKcwNwxjHTq2FVKIU7s50MkHAMAxkJut228Bz//BNLBh3YnbD9Zv02j9+KhGdzKS1RmYCAhw3IzIwM5bcnMhgu+235Xdf8lZsgTsxi+h65YuPZ2XznFIcM8PMmA9zZtMZEUFEsFRKwd2JCCbTKS946VuZzmYsGHdSJonXvOSJum7TJswMDFptrKzMAQHGdDphHAeUQohJm4LBs/7g9ey08wYWjDspk8Tfvfa5uviCiwFhbkRPWitED7wUSnWiB713JFFrw915wrNexN33+QUWjDspk8QH3v5nOvP00yilYGZEBJIopdBaI6KTmbgXMG6WkRx7/K9z8OHHsWDcSZkkPnvKP+pfPnUyY++4G5lJpshMSilkJm0yQZmYGZmBEAduvA+Pf9rLWDD+PyCJzE4pjVvLJPGtcz6jfzrxBMZxREDxgjk3ix5UczAjlEwmjXEcaZNGtcpvv+TvWLV6WxaMO7hrrr6QL3zo9dzloEdr/3sdzmQyY8H4EUwSV195id7w8ufQo+OlULyQEbRJIzNwc4ZhQIjWGkpRzHB3Hv/U57D3gUewYNzBfecrH9Jpn3gPZsbatTtw4KH3Z9e9j2bV6jUsGD+ASUILJ/zpU7nu2k1EBu4FM5CEBO7GUmaiFKUUpMSA/Q/YyOOe8acsGHdgWvjEO/+IKy+7BEVi7mBGKY2Nhz+UvQ86klVrdmLB2IpJYukj//TnOuOL/0JEgIw2aZhxM0nUUunjiLtjZmQGBrQ64WkvfCk7rTuABeMO6uILvqHPvufVRHbcK8rEzBh6x9yYTifsedCDOeCQI1m743oWjAWTxNJXz/qM3v2Pr6WWgrkREbg7ZoZjuDsRgVK4GW0yIbNTauGgg+/FI3/1v7Fg3EF97v1/qQvP+xppwnDmKysIqK2iTDIFAq+Fe933EPY9+Di2X7ubmSSWNt+0Sa9/2TNZma9QSyWVjOPIZDqhlcrmzZtxd9yMUgqk8OpISSmVxz/jhdzt7vdjwbiDueyis/SJd72BcRzxUogIzJxMISUGRCSYgcTQO48+7nnsdeCDzCTxff/8jy/X2Wefjrvj7qQSS/DimBnFDC+GJNwdMyMymLYJ2+2wM8c/6xWsWrWGBeMOYhgGffykl3Dl5ZfSe8fMMHeQEE70kVobPTqlVCKSlWHgCc9+JTvvuhcmie/79jf/RSf9z7/A3TFAEpPayEwwUVsl+sh0MmU+zJlOZ4zjyGTSQOKA+9yXh//K8zEzFow7gLM+806d9cUPUUsjeqe2xjiOlFIYepBKzAylwIxhPjCdreZpL3ozbTLFJPF9fRx14ut/hyu+ezm1FpQCM6IPrNlmDfNhQJm0VjEckSiTjGA2m9IzOPKRj+We9z+eBePn7JJvfUEfe/8bUQoJzAwzYxgG0iBCeCkohVL03plMpuy5z7486gkvYcFMElvRN/7tJD74rveBGW6GuYhMkCilkBKtOG7OOA601lgSotWCGRx+1G9wyOFHs4Xxc/Dd876uj7//NfQ+ED2QRCLGntRakcRkMmFl80BmEhGYGZHJgx/+q9zviONYMJPE1m668Qad+NrnsbKymYhAEj06rTZabSSBIiheMDNKKUR2kGiTRmZSqnPfBzyagx/0eEopLBg/Q+d/+0x99oNvYj6f0yNYKu5EBOM4IpacDFGq416YDyNuhoDffO5LWbd+fxbMJHEL+uqZ7+TD734PjiETxY3oyXQ2YT4fmE0mQGLmZCaSmM4amaJWh0hKKdzl7gfxgEc+lW22X8eCcfvTl7/4KU7/5IlEBpiREoYhjIwgMnBzVlbmTGYzIoKUQCCJ3XffwK8/97W4Owtmkril+XxFbz3hd7jiu5dRW8MRk0nDzOi9U0slM6itIkQtBSxRJNM2wd3pPQAxnc64/yMey14HPoJSCgvG7eD666/WqR86iUvOO53eR9wrkhAiQ0QmXhwDMoWA7MnQR9wdN2M+dI5+7FM45IHHsmAsmCR+AF143hd474mvIyPw4rTaMGAcO1JiZtTmZCaTyQRI3JxJLYCxFBlIonhh7S7rOeB+j2Gf/Q+l1MaCcRuYz1f0tbNP5atfeB/XXnsdZoYklODFyUzGsbMkoNZKRpISYER0ljLEttttw1N+7wS22XYHFowFk8QPoY+977V86ytn0HvHi1PMqa0yjgNSYmZMZxOGlYFaCrUUpMSs4A6ZYjqbMI4jSxHBDmt3Yr/73J/d9zqYndbtg3sxfgpXXXmpLvrW5/nSFz/F9ddtYtImDEOn906plcxkHEdCotXGkiS+r/cOGLU2MjvIeMjRv8RhD3k6WxgLJokf5sYbN+ldb/x9Nl17DZmi1oI5uDtLvXdacwpO753WKpgT0XFzppMJMui9A8LNKbUwaRNW5nO2X7uWnTfsy64b9mDNdnuwerudWbNmR0qd4W4YZplJxFw3XHcVV15xEVdfdgFXXvxlrrj0clZW5pTSiAgkISUpo8cIOJIoteIGPRIkMoW7g4zMwEtlmM/ZcccdeOLz/4ptttmBBWMLk8SPoIsv/BqnnPRqVjZvZuwdzFg1m2IGfezUWiBFZlJqYexBdcfMaJNG9KC4Y+YYomcymTbGcSRTmEEplehBZmIGXiZMZo1xDKKPRA/mvdNqA4QE8/lArRXM6eNIZiIEOL13Wm0Mw0CphaWIAHPGsdPaBBCZAkTP5FHHPZtDDzuKLYwtTBI/hr56xsc59SP/QGZiZnhxanEsRakFpcgIvBQyk1IKkliSwAxSiZnRe6fWQi2VCJHZkYxxHJitWkX2jtyITMYxqLUiiXEcqaUy9mDVbBXzYSAykIyllDAgMzEzBCiSMTrVK+5OJkQEILqS4oXI4N6H3ptffsLLMDMWjK2YJG4FnXHq2/jXz38Ux3FE7yOrZjPG3imlkJmkRHXHzBGij51aC5LAjMwkM5itWk32TkqsjCOtVsydHsk4DEynU3rvSMIoZCZSgjmRgWQsFS+M0SluSGIcOwgwQxIZorVGZpCABHVSyUgiAwQ7rF3Lk3/n1Wy77Y5sYWzFJHFraOHzn3gHXz/jFLJ33MDMcHfMjFYrPYKIQJmYO25OKokIzAwBQrTaGHtHAnMnQiAQwjB6HzE3ammkkpTIhMxkSRJLkYkycXfcjAgoxYlMQkIpMMhM3B1JmATmyMR0MuU3nvNydt+wN1sYt2CSuJW0wFmnvo1//d8fpxUjIhHCMMy4We+dyaQRmZgZxQvK5KaVFVptyABBGkQPSq0MKyOSmE6nSMk4djDIFJJwd6xUIgIkIpNiTmaSCSJptZEpVlZWKLVixRnmA23SiAiWSnHGsVNKYfXqNfzKk17A3vsewhbGD2CS+AmIha+f/UFOO+XdKEVmIBlmMF+ZgxuT6YSxB9ULkQkIMMwgU6wMnVYrxZ3MBIyIwNyYTqeszOdEiugdNyclUkKZ1FqJSGppSEJKJMhMhCi1Mo4dL44kljISL87SOIxss912HP+MF3PXPe/JFsYPYZL4KejCfz+DT7z7TcxXbkISZs44jmyz7RpWVlaYDyPFCqUUZIAgIwGRafQ+YmaUUjA3JOgRCBE9yUy8FJSJmRE9iExqLSDHMJIkU5gZmYHMcHd6dCZtAoKhD5RSUQozY8PdNnDM8S9k1932YgvjRzBJ/JR03aYr+fwpb+Gi877OyubNtNaITMjEzOghJq2SEoYhwTiOlFoZ5nPMHUmYGePYMTMww93pY8fMkcDMcHeWVoYBMxaM3jutNYo7wzhQaiUymU4mzOdzSq1ED2qt9D7y4CN/kfs/7LeYrVrDFsaPYZL4D9AC3zznc3zx429jZWXOfGVOppjNVrF5842UUlnqPZBEmzS8OsN8JCViDGqr9N6RhJlj5mQGtTT6OGLm4MJLZRhHxnEEg2IFc8PdQZApBLRWGcYBxM1232M9R/3yk9lzn8PZinErmCT+g8TCTTfdwLfPeg+f/9QnGYcRd0MSkUkqyUjMndlsyubNA2YgwIBhGHE3zJxaG+PYAWHmZA+sOOaOF6f3Tu8ddweBAJchCZnAHDPRe7B27Y487Jij2f+ex9ImU7YwfgImiduIWNh07fc475yTOeuLn+e6TZsYhk4phdYa4zgiYBgGijm1VtwLEYmZsRSZLI3RMTMkUWul905EUEohI6mt4l7ICHp0WmvM5wNeCuvXb+CBDzuKvQ86kul0NVsxfkImiduYWJivbObb3zyd/3POqXzn3HNZmW9mOpmSmcxXVnBvGGBeMIPMRBIZiRcnEBFBrZVxHIkM3Bwzw71wM4nIxMzYfoe13PNeD+CgQw9jt7vcE3dnK8ZPySRxOxFb3HD9VVx43te46FtnccmF3+ba713LMJ8jQBKJSImIwDDMDXOjeGGpjx0vhVIr4zDHrbDd9tuwbv2e7LX/Rva8+0Z2Wb8fpVS2YtwGTBI/A2ILSVx37VVcedlF3LTpIq644mJuunFOjpu49nvXk4KMEbfCdNWM1WtmtMn2bLN2F9btspbZmp3YYae7ssOOu+JeuAXjNmaS+DkQtw3jdvZ/AXEFZUbrf2AhAAAAAElFTkSuQmCC\",\"boxArea\":\"387.54\"},{\"id\":\"667d00b5-eda9-4102-8bd9-69bb5edec87c\",\"width\":8.57,\"perimeter\":52.67,\"height\":8.84,\"area\":54.03,\"image\":\"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\",\"boxArea\":\"75.76\"},{\"id\":\"f2422696-a77d-4cac-98b3-c7355ee4a776\",\"width\":8.3,\"perimeter\":44.79,\"height\":8.84,\"area\":41.72,\"image\":\"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\",\"boxArea\":\"73.37\"},{\"id\":\"e3dae87b-f162-47b2-a3e0-8378209fffbd\",\"width\":8.84,\"perimeter\":33.34,\"height\":8.84,\"area\":31.5,\"image\":\"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\",\"boxArea\":\"78.15\"}]","mockupCreationType":"multi","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34"}},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Marquee Channel Letters","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Looking up SignType {"data":{"sign_type":"Marquee Channel Letters"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":18,"formulas_count":37},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Retrieved Variables List {"data":{"sign_type_id":18,"variables_count":14},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"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":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable112":1.1,"variable113":1.2,"variable114":1.2,"variable115":0,"variable116":0,"variable117":0,"variable118":0,"variable119":0,"variable120":0.75,"variable121":0,"variable122":0,"variable123":0,"variable124":0,"variable125":0}},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Merged material items {"data":{"formulas_count":37,"items_count_after_merge":37},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Merged variable items {"data":{"variables_count":14,"items_count_after_merge":51},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Sorted items collection {"data":{"items_count":51,"first_item":{"type":"material","id":360,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable113, 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":null,"sequence_no":1},"last_item":{"type":"variable","id":119,"expression":"totalCost * variable112 * variable114","dense_weight_expression":null,"name":"Total Cost","var_name":"variable119","price":null,"description":null,"sequence_no":51}},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Initializing MathExecutor {"data":{"variables_count":192},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: MathExecutor variables set {"data":{"variables_count":192},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable113, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, material501880 * nested_area * variable113, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"5.238135"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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 * variable113 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","result":"36.8814591"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel, material500730 * nested_area * variable113, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel, material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * variable113, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":7.63875},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area * variable113","result":65.3379492},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.3432"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior, 0, nested_area * 10 * material502468 )","result":"64.15459"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","result":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, material502203 , 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, material502203 + material502204 , 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 *2 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_exterior && nested_area * 10 <= 70, material502204 , 0 )","result":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, material502203 , 0 )","result":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"1.118"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.08"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, material502206 * 2.5 * no_of_letters )","result":"5.572"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0 )","result":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0 )","result":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0 )","result":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0 )","result":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, material171 * 2.5 * no_of_letters, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":0.007484823489},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":7.484823489},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":0.00059446911875},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":0.59446911875},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":0.005670320825},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":5.670320825},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"0.0116538851"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"11.6538851"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"0.00565600035"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"5.65600035"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"0.007573137"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"7.573137"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"0.0006042608"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"0.6042608"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous cost","expression":"0.2 * ( formula379 + formula380 + formula381 + formula382 + formula383 + formula384 + formula385 + formula386 + formula387 + formula388 + formula389 )","result":7.84737933655},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable120 * nested_area","result":12.5925},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"12.7604"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"6.8292670828493"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: No formula, default result applied {"data":{"name":"Multipliction Factor as per face lit","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"8.4915"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable113 * (  ( material501803 / 144 * (  (  ( width_of_line_1 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_2 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_3 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_4 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  )  ) + ( 2.7 / 144 * (  (  ( width_of_line_1 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_2 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_3 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_4 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  )  )  ), 0 )","result":"114.8778"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2.5 mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable113 * (  ( 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":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] 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":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable113 * (  (  (  ( 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":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Total Cost formula detected {"data":{"item_id":119},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Formula calculations completed {"data":{"total_items":51,"successful_calculations":50,"errors_count":0},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":387.10987431929993,"totalDenseWeight_before_formula":44.538488979532055},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable112 * variable114","computed_totalCost":510.98503410147595},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Marquee Channel Letters","objects_count":8,"totalDenseWeight":0},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"3","raceway_depth":"2"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Box added for line 1 in standard raceway 6x2 {"data":{"line":1,"width":120.0,"height":31.34,"length":7,"denseWeight":0},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":7,"width":122.0,"height":33.34},"quantity":1,"denseWeight":1}],"cheapestShippingCost":1014.84,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1219.5049999999999,"tariffAndDS":1219.5049999999999,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":2015.4857175,"totalShipmentCostFormula":"((tariffAndDS (1219.505) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2015.49","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":708.025,"tariffAndDS":708.025,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1251.5903375,"totalShipmentCostFormula":"((tariffAndDS (708.025) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1251.59","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":931.84,"tariffAndDS":931.84,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1432.23808,"totalShipmentCostFormula":"(( tariffAndDS (931.84) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1432.23808","careerDDPValue":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":"879.84","tariffAndDS":879.84,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":1014.84,"totalShipmentCostFormula":"(((tariffAndDS (879.84) + overlengthSurcharge (30) + overweightSurcharge (105)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1014.84","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1385,"tariffAndDS":1385,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1385,"totalShipmentCostFormula":"((tariffAndDS (1385) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1385","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Yes Factor Founded {"data":{"sign_type":"Marquee Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Product cost factor determined {"data":{"sign_type":"Marquee Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"31.34","sign_depth":"3","sign_type":"Marquee Channel Letters","processed_sign_type":"Marquee Channel Letters","sideViewImage":"https://api.signize.ai/mockups/raceway/marquee-letters-with-raceway.png","mounting_type":"Standard Raceway","combined_production_cost_usd":520.0,"total_production_cost":850.0,"totalDenseWeight":0,"totalVolumetricWeight":93.5,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1219.5049999999999,"tariffAndDS":1219.5049999999999,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":2015.4857175,"totalShipmentCostFormula":"((tariffAndDS (1219.505) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2015.49","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":708.025,"tariffAndDS":708.025,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1251.5903375,"totalShipmentCostFormula":"((tariffAndDS (708.025) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1251.59","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":931.84,"tariffAndDS":931.84,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1432.23808,"totalShipmentCostFormula":"(( tariffAndDS (931.84) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1432.23808","careerDDPValue":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":"879.84","tariffAndDS":879.84,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":1014.84,"totalShipmentCostFormula":"(((tariffAndDS (879.84) + overlengthSurcharge (30) + overweightSurcharge (105)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1014.84","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1385,"tariffAndDS":1385,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1385,"totalShipmentCostFormula":"((tariffAndDS (1385) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1385","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"}}},"cheapest_shipping_cost_usd":1020.0,"totalCost":1870.0,"productionResults":[{"material_id":360,"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":361,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":2},{"material_id":362,"dense_weight_expression":5.238135,"result":"36.8814591","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":3},{"material_id":363,"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":364,"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":365,"dense_weight_expression":7.63875,"result":65.3379492,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":null,"sequence_no":6},{"material_id":366,"dense_weight_expression":1.3432,"result":"64.15459","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":null,"sequence_no":7},{"material_id":367,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":368,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":369,"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":123,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":121,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":370,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":371,"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":124,"dense_weight_expression":1.118,"result":"40.6093","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":15},{"variable_id":125,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":16},{"material_id":372,"dense_weight_expression":1.08,"result":"5.572","sign_material":"Wire 18g UL UL Certified Red & White China","description":null,"sequence_no":17},{"material_id":373,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":374,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":375,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":376,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":377,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":378,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":379,"dense_weight_expression":0.007484823489,"result":7.484823489,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":380,"dense_weight_expression":0.00059446911875,"result":0.59446911875,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":381,"dense_weight_expression":0.005670320825,"result":5.670320825,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":382,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":383,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":384,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":385,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":386,"dense_weight_expression":0.0116538851,"result":"11.6538851","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":387,"dense_weight_expression":0.00565600035,"result":"5.65600035","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":null,"sequence_no":32},{"material_id":388,"dense_weight_expression":0.007573137,"result":"7.573137","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":389,"dense_weight_expression":0.0006042608,"result":"0.6042608","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"variable_id":122,"dense_weight_expression":0,"result":7.84737933655,"sign_material":"Paint Miscellaneous cost","description":null,"sequence_no":35},{"variable_id":120,"dense_weight_expression":0,"result":12.5925,"sign_material":"Packaging/Box Making","description":null,"sequence_no":36},{"material_id":390,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":391,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":392,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":393,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":394,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":395,"dense_weight_expression":12.7604,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":396,"dense_weight_expression":6.8292670828493,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":112,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":113,"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":114,"dense_weight_expression":0,"result":0,"sign_material":"Multipliction Factor as per face lit","description":null,"sequence_no":46},{"variable_id":115,"dense_weight_expression":0,"result":"0","sign_material":"Flush/Stud Mount","description":null,"sequence_no":47},{"variable_id":116,"dense_weight_expression":8.4915,"result":"114.8778","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":48},{"variable_id":117,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2.5 mm)","description":null,"sequence_no":49},{"variable_id":118,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":50},{"variable_id":119,"dense_weight_expression":44.538488979532055,"result":510.98503410147595,"sign_material":"Total Cost","description":null,"sequence_no":51}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Marquee Channel Letters","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":44.538488979532055},"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:40] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 09:15:40"} 
[2026-02-26 09:15:41] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"0.25","sign_type":"Neon Sign","mounting_type":"Standard Raceway","quotationId":"890","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"c777db55-4a2b-4884-9a02-e31590d9986e\",\"width\":23.84,\"perimeter\":111.77,\"height\":20.09,\"area\":305,\"image\":\"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\",\"boxArea\":\"478.95\"},{\"id\":\"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75\",\"width\":35.89,\"perimeter\":134.83,\"height\":19.02,\"area\":314.58,\"image\":\"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\",\"boxArea\":\"682.63\"},{\"id\":\"a9b74029-8072-4a3e-95ca-c2c8fb7e2174\",\"width\":16.34,\"perimeter\":68.7,\"height\":19.02,\"area\":116.3,\"image\":\"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\",\"boxArea\":\"310.79\"},{\"id\":\"d56d2bd5-acff-40b7-8def-a0e3f9d26166\",\"width\":17.41,\"perimeter\":116.35,\"height\":19.02,\"area\":210.61,\"image\":\"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\",\"boxArea\":\"331.14\"},{\"id\":\"3efd0d3a-d39b-430d-ac24-f739174f76ee\",\"width\":19.29,\"perimeter\":102.66,\"height\":20.09,\"area\":183.57,\"image\":\"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\",\"boxArea\":\"387.54\"},{\"id\":\"667d00b5-eda9-4102-8bd9-69bb5edec87c\",\"width\":8.57,\"perimeter\":52.67,\"height\":8.84,\"area\":54.03,\"image\":\"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\",\"boxArea\":\"75.76\"},{\"id\":\"f2422696-a77d-4cac-98b3-c7355ee4a776\",\"width\":8.3,\"perimeter\":44.79,\"height\":8.84,\"area\":41.72,\"image\":\"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\",\"boxArea\":\"73.37\"},{\"id\":\"e3dae87b-f162-47b2-a3e0-8378209fffbd\",\"width\":8.84,\"perimeter\":33.34,\"height\":8.84,\"area\":31.5,\"image\":\"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\",\"boxArea\":\"78.15\"}]","mockupCreationType":"multi","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34"}},"timestamp":"2026-02-26 09:15:41"} 
[2026-02-26 09:15:41] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"0.25","sign_type":"Neon Sign","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 09:15:41"} 
[2026-02-26 09:15:41] local.INFO: Looking up SignType {"data":{"sign_type":"Neon Sign"},"timestamp":"2026-02-26 09:15:41"} 
[2026-02-26 09:15:41] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":17,"formulas_count":1},"timestamp":"2026-02-26 09:15:41"} 
[2026-02-26 09:15:41] local.INFO: Retrieved Variables List {"data":{"sign_type_id":17,"variables_count":5},"timestamp":"2026-02-26 09:15:41"} 
[2026-02-26 09:15:41] local.INFO: Price Map Constructed {"data":{"price_map":{"material502204":15.2893,"weight_material502204":0.559}},"timestamp":"2026-02-26 09:15:41"} 
[2026-02-26 09:15:41] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable107":0,"variable108":0,"variable109":0.75,"variable110":0,"variable111":0}},"timestamp":"2026-02-26 09:15:41"} 
[2026-02-26 09:15:41] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 09:15:41"} 
[2026-02-26 09:15:41] local.INFO: Merged material items {"data":{"formulas_count":1,"items_count_after_merge":1},"timestamp":"2026-02-26 09:15:41"} 
[2026-02-26 09:15:41] local.INFO: Merged variable items {"data":{"variables_count":5,"items_count_after_merge":6},"timestamp":"2026-02-26 09:15:41"} 
[2026-02-26 09:15:41] local.INFO: Sorted items collection {"data":{"items_count":6,"first_item":{"type":"variable","id":107,"expression":"if(neon_color == neon_color_rgb, 4, 0 )","dense_weight_expression":null,"name":"X","var_name":"variable107","price":null,"description":"Transparent Acrylic 1/4\" Base – Clear cast acrylic, smooth edges, suitable for UV printing and laser cutting.","sequence_no":1},"last_item":{"type":"variable","id":111,"expression":"(  ( width_of_sign + 3 ) * ( other_dimension_of_sign + 1 ) * 1.75 * 16.4 ) / 5000","dense_weight_expression":null,"name":"Shipping Weight (kg)","var_name":"variable111","price":null,"description":"Mounting Hardware - Metallic spacers (½\"–1\") or metallic aircraft cable kit for sign mounting","sequence_no":6}},"timestamp":"2026-02-26 09:15:41"} 
[2026-02-26 09:15:41] local.INFO: Initializing MathExecutor {"data":{"variables_count":121},"timestamp":"2026-02-26 09:15:41"} 
[2026-02-26 09:15:41] local.INFO: MathExecutor variables set {"data":{"variables_count":121},"timestamp":"2026-02-26 09:15:41"} 
[2026-02-26 09:15:41] local.INFO: Formula executed successfully {"data":{"name":"X","expression":"if(neon_color == neon_color_rgb, 4, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:41"} 
[2026-02-26 09:15:41] local.INFO: Formula executed successfully {"data":{"name":"Y","expression":"if(application == application_exterior, 4, 0 )","result":"4"},"timestamp":"2026-02-26 09:15:41"} 
[2026-02-26 09:15:41] local.INFO: Formula executed successfully {"data":{"name":"UV Printing (U)","expression":"if(uv_printing_needed ==  uv_printing_needed_yes, 

if( width_of_sign * other_dimension_of_sign / 144 > 10,  

width_of_sign * other_dimension_of_sign / 144 , 

10 ), 

0 )","result":"0"},"timestamp":"2026-02-26 09:15:41"} 
[2026-02-26 09:15:41] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_exterior, material502204 , 0 )","result":"15.2893"},"timestamp":"2026-02-26 09:15:41"} 
[2026-02-26 09:15:41] local.INFO: Formula executed successfully {"data":{"name":"Total Production Cost","expression":"if( ( perimeter_of_sign / 3.28 / 2 ) * ( 9 + var_formula107 + var_formula108  + formula352 ) + var_formula109 > 15, ( perimeter_of_sign / 3.28 / 2 ) * ( 9 + var_formula107 + var_formula108 + formula352 ) + var_formula109 , 15 )","result":"239.03596021341"},"timestamp":"2026-02-26 09:15:41"} 
[2026-02-26 09:15:41] local.INFO: Formula executed successfully {"data":{"name":"Shipping Weight (kg)","expression":"(  ( width_of_sign + 3 ) * ( other_dimension_of_sign + 1 ) * 1.75 * 16.4 ) / 5000","result":22.8326868},"timestamp":"2026-02-26 09:15:41"} 
[2026-02-26 09:15:41] local.INFO: Formula calculations completed {"data":{"total_items":6,"successful_calculations":6,"errors_count":0},"timestamp":"2026-02-26 09:15:41"} 
[2026-02-26 09:15:41] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":281.15794701340997,"totalDenseWeight_before_formula":0},"timestamp":"2026-02-26 09:15:41"} 
[2026-02-26 09:15:41] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Neon Sign","objects_count":8,"totalDenseWeight":0},"timestamp":"2026-02-26 09:15:41"} 
[2026-02-26 09:15:41] local.INFO: Neon sign box added {"data":{"box":{"size":{"length":1.75,"width":123,"height":32.34},"quantity":1,"denseWeight":1}},"timestamp":"2026-02-26 09:15:41"} 
[2026-02-26 09:15:42] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":1.75,"width":123,"height":32.34},"quantity":1,"denseWeight":1}],"cheapestShippingCost":289.156535,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":1.75,"width":123,"height":32.34},"denseWeight":1,"volumetricWeight":23,"higherWeight":23,"quantity":1}],"totalHigherWeight":23,"DS":0,"rate":"289.82","tariffAndDS":289.82,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":470.18367,"totalShipmentCostFormula":"((tariffAndDS (289.82) + overlengthSurcharge (25) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 470.18","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":1.75,"width":123,"height":32.34},"denseWeight":1,"volumetricWeight":23,"higherWeight":23,"quantity":1}],"totalHigherWeight":23,"DS":0,"rate":"168.61","tariffAndDS":168.61,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":289.156535,"totalShipmentCostFormula":"((tariffAndDS (168.61) + overlengthSurcharge (25) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 289.16","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":1.75,"width":123,"height":32.34},"denseWeight":1,"volumetricWeight":23,"higherWeight":23,"quantity":1}],"totalHigherWeight":23,"DS":0,"rate":216.13,"tariffAndDS":216.13,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":332.19181,"totalShipmentCostFormula":"(( tariffAndDS (216.13) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 332.19181","careerDDPValue":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":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":1.75,"width":123,"height":32.34},"denseWeight":1,"volumetricWeight":23,"higherWeight":23,"quantity":1}],"totalHigherWeight":23,"DS":0,"rate":"262.95","tariffAndDS":262.95,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":292.95,"totalShipmentCostFormula":"(((tariffAndDS (262.95) + overlengthSurcharge (30) + overweightSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 292.95","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":1.75,"width":123,"height":32.34},"denseWeight":1,"volumetricWeight":23,"higherWeight":23,"quantity":1}],"totalHigherWeight":23,"DS":0,"rate":403.8,"tariffAndDS":403.8,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":616.1291749999999,"totalShipmentCostFormula":"(((tariffAndDS (403.8) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 616.129175","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":1.75,"width":123,"height":32.34},"denseWeight":1,"volumetricWeight":23,"higherWeight":23,"quantity":1}],"totalHigherWeight":23,"DS":0,"rate":680,"tariffAndDS":680,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":680,"totalShipmentCostFormula":"((tariffAndDS (680) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 680","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":1.75,"width":123,"height":32.34},"denseWeight":1,"volumetricWeight":23,"higherWeight":23,"quantity":1}],"totalHigherWeight":23,"DS":0,"rate":427.93,"tariffAndDS":427.93,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":652.27289875,"totalShipmentCostFormula":"(((tariffAndDS (427.93) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 652.27289875","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":1.75,"width":123,"height":32.34},"denseWeight":1,"volumetricWeight":23,"higherWeight":23,"quantity":1}],"totalHigherWeight":23,"DS":0,"rate":426.65,"tariffAndDS":426.65,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":650.35561875,"totalShipmentCostFormula":"(((tariffAndDS (426.65) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 650.35561875","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":1.75,"width":123,"height":32.34},"denseWeight":1,"volumetricWeight":23,"higherWeight":23,"quantity":1}],"totalHigherWeight":23,"DS":0,"rate":403.8,"tariffAndDS":403.8,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":616.1291749999999,"totalShipmentCostFormula":"(((tariffAndDS (403.8) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 616.129175","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-02-26 09:15:42"} 
[2026-02-26 09:15:42] local.INFO: Yes Factor Founded {"data":{"sign_type":"Neon Sign","productCostFactor":"1.66"},"timestamp":"2026-02-26 09:15:42"} 
[2026-02-26 09:15:42] local.INFO: Product cost factor determined {"data":{"sign_type":"Neon Sign","productCostFactor":"1.66"},"timestamp":"2026-02-26 09:15:42"} 
[2026-02-26 09:15:42] local.INFO: Final Neon Sign Calculation Response {"data":{"sign_width":"120","sign_height":"31.34","sign_depth":"0.25","sign_type":"Neon Sign","processed_sign_type":"Neon Sign","sideViewImage":"https://api.signize.ai/mockups/raceway/neon-sign-with-raceway.png","mounting_type":"","combined_production_cost_usd":null,"total_production_cost":240.0,"totalDenseWeight":0,"totalVolumetricWeight":23,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":1.75,"width":123,"height":32.34},"denseWeight":1,"volumetricWeight":23,"higherWeight":23,"quantity":1}],"totalHigherWeight":23,"DS":0,"rate":"289.82","tariffAndDS":289.82,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":470.18367,"totalShipmentCostFormula":"((tariffAndDS (289.82) + overlengthSurcharge (25) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 470.18","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":1.75,"width":123,"height":32.34},"denseWeight":1,"volumetricWeight":23,"higherWeight":23,"quantity":1}],"totalHigherWeight":23,"DS":0,"rate":"168.61","tariffAndDS":168.61,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":289.156535,"totalShipmentCostFormula":"((tariffAndDS (168.61) + overlengthSurcharge (25) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 289.16","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":1.75,"width":123,"height":32.34},"denseWeight":1,"volumetricWeight":23,"higherWeight":23,"quantity":1}],"totalHigherWeight":23,"DS":0,"rate":216.13,"tariffAndDS":216.13,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":332.19181,"totalShipmentCostFormula":"(( tariffAndDS (216.13) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 332.19181","careerDDPValue":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":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":1.75,"width":123,"height":32.34},"denseWeight":1,"volumetricWeight":23,"higherWeight":23,"quantity":1}],"totalHigherWeight":23,"DS":0,"rate":"262.95","tariffAndDS":262.95,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":292.95,"totalShipmentCostFormula":"(((tariffAndDS (262.95) + overlengthSurcharge (30) + overweightSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 292.95","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":1.75,"width":123,"height":32.34},"denseWeight":1,"volumetricWeight":23,"higherWeight":23,"quantity":1}],"totalHigherWeight":23,"DS":0,"rate":403.8,"tariffAndDS":403.8,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":616.1291749999999,"totalShipmentCostFormula":"(((tariffAndDS (403.8) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 616.129175","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":1.75,"width":123,"height":32.34},"denseWeight":1,"volumetricWeight":23,"higherWeight":23,"quantity":1}],"totalHigherWeight":23,"DS":0,"rate":680,"tariffAndDS":680,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":680,"totalShipmentCostFormula":"((tariffAndDS (680) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 680","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":1.75,"width":123,"height":32.34},"denseWeight":1,"volumetricWeight":23,"higherWeight":23,"quantity":1}],"totalHigherWeight":23,"DS":0,"rate":427.93,"tariffAndDS":427.93,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":652.27289875,"totalShipmentCostFormula":"(((tariffAndDS (427.93) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 652.27289875","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":1.75,"width":123,"height":32.34},"denseWeight":1,"volumetricWeight":23,"higherWeight":23,"quantity":1}],"totalHigherWeight":23,"DS":0,"rate":426.65,"tariffAndDS":426.65,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":650.35561875,"totalShipmentCostFormula":"(((tariffAndDS (426.65) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 650.35561875","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":1.75,"width":123,"height":32.34},"denseWeight":1,"volumetricWeight":23,"higherWeight":23,"quantity":1}],"totalHigherWeight":23,"DS":0,"rate":403.8,"tariffAndDS":403.8,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":616.1291749999999,"totalShipmentCostFormula":"(((tariffAndDS (403.8) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 616.129175","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]}}},"cheapest_shipping_cost_usd":290.0,"totalCost":530.0,"productionResults":null,"productionError":null,"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"0.25","sign_type":"Neon Sign","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"neon_color":null,"uv_printing_needed":null},"TATDays":10,"testDenseWeight":0},"timestamp":"2026-02-26 09:15:42"} 
[2026-02-26 09:15:42] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 09:15:42"} 
[2026-02-26 09:15:43] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"3","sign_type":"Fabricated Channel Letters - Non Illuminated","mounting_type":"Standard Raceway","quotationId":"890","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"c777db55-4a2b-4884-9a02-e31590d9986e\",\"width\":23.84,\"perimeter\":111.77,\"height\":20.09,\"area\":305,\"image\":\"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\",\"boxArea\":\"478.95\"},{\"id\":\"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75\",\"width\":35.89,\"perimeter\":134.83,\"height\":19.02,\"area\":314.58,\"image\":\"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\",\"boxArea\":\"682.63\"},{\"id\":\"a9b74029-8072-4a3e-95ca-c2c8fb7e2174\",\"width\":16.34,\"perimeter\":68.7,\"height\":19.02,\"area\":116.3,\"image\":\"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\",\"boxArea\":\"310.79\"},{\"id\":\"d56d2bd5-acff-40b7-8def-a0e3f9d26166\",\"width\":17.41,\"perimeter\":116.35,\"height\":19.02,\"area\":210.61,\"image\":\"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\",\"boxArea\":\"331.14\"},{\"id\":\"3efd0d3a-d39b-430d-ac24-f739174f76ee\",\"width\":19.29,\"perimeter\":102.66,\"height\":20.09,\"area\":183.57,\"image\":\"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\",\"boxArea\":\"387.54\"},{\"id\":\"667d00b5-eda9-4102-8bd9-69bb5edec87c\",\"width\":8.57,\"perimeter\":52.67,\"height\":8.84,\"area\":54.03,\"image\":\"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\",\"boxArea\":\"75.76\"},{\"id\":\"f2422696-a77d-4cac-98b3-c7355ee4a776\",\"width\":8.3,\"perimeter\":44.79,\"height\":8.84,\"area\":41.72,\"image\":\"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\",\"boxArea\":\"73.37\"},{\"id\":\"e3dae87b-f162-47b2-a3e0-8378209fffbd\",\"width\":8.84,\"perimeter\":33.34,\"height\":8.84,\"area\":31.5,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAACEAAAAhCAYAAABX5MJvAAAE7klEQVRYCaXBX2/WdxnH8ffnun53SdQHMv6MPyNiB+tIi8s6oC3MRYQ5l3nsmUEfguKRTjeyQJxGY7IsmdtgG4O1nbgCNx0lRPdENJ60v+/18S4x6oGJ/PT10qfv/dxf/OkOkYEwNkhQzSAh8ZBtJKEQLqhWdKMEir6ZBEpByGzr+0ZmEgjC2KKqCAUGQmLvoa8yPfc9dOU3F/zgwV1aa9hmW1VDCmwTGWBQiH6zJ7skIokQrfXYkBlsbm6BRJeJJCTR9z0u042Sra2ezEQSYEDMzB1m9uR59P6bP/Ln92+hCDKCrc1NsuuQRJdJ3xrlQhYKgQFBVQOJjKSq2GYbSUii73skEZm4iszENjIgKJun5p7k2MIP0dXfXvD6+hqZSd8aEUKIchGIVkVkUq1hF12OKBcKYQM22zKTqoYU2CYi6PueSCGCba2KkIgIbDNz7DCzJ86jK7/6sR/8eZ2trS1cJruktUIBGYkNVQ2FkAQWIVFuVJnMpFrDCAVgiAgiAgxbW5tk11FVZCYRom+NkDhydJrZhR+gD373E6+PP0MRSKKqiAhsI4mqwjbbQgEB1YxdlItR12HzkCQkgU2rYlvXJa1MRiDALmyQ4MjsYWZPnkdXf33BGw/GVBVVRWZgGxCSaK2RmdgmQrTWACEBBgStNbrsQPxTRqAI+r7nIRskMgJsIoLpo08ye/L76G9//Ys3+55H9cW9P3DjyptIYIvMxC6qivn5b/HY9DyPamo04ktf/gqyzb8x/8V4bZkP3vopXSZlY5tto27EyedeYv/XT/GIxD/INkOM15b94Vs/I7vkIQMSdnHq7CvsO7TEhBhAthli/Nkn/vid17HNaJTYplrRqnH69HfZd/QUE2IA2WaI8dqyP3r7VSQRIWwjiS6T4/PfZt/cKSbEALLNEOO1ZV97+1UQYFCIkBBiYell9j69xIQYQLYZYrz2ia+/8xpVRZcdgXGZ6ILjz3+HvdNLTIgBZJshxmvLXv7960QG1TckyEyQmD/xIntnlpgQA8g2Q9xdW/bKexdpfY8CMpNtEcH8Cy/x+MFFJsQAss0Q67dWvPzua2ATEUQmVT2jLnnm9IvsObjEhBhAthni7q0Vr777CzITBJlBtWI0So4tnWP3E4tMiAFkmyHWb6947aNLUMW2zCRTtGrMLZ5j9xOLTIgBZJsh1m+v+Ob7F9mxo2ObJEIQGcwc/ya7DiwyIQaQbYbYGK/65tWLjEYd2EQECUQGR46fYef+k0yIAWSbIe6NV3372htEBKNMhLCLquLphbPs3L/AhBhAthliY7zq8fVLBGJqxxTYVBXZBV975hvs3L/AhBhAthliY7ziux9fQgIELjM1tQMFTD/7Ajv3LTAhBpBthrh/91Pfu3GZqgJBlx19a0hi5sQZHtu/wIQYQLYZYmO86nvLvyQkWmtsMyDBU8fPsOvAIhNiANlmiI3xqtevX8Iu+lZMjUbYBomZE2fYdWCRCTGAbDPExnjV4xuXaVs9Oero+56+L7quY27pLLsPLDIhBpBthvj8zopvX7sEGBfY5iGJY0tn2XNwiQkxgGwzxL07K/7j1TfITDa3NslIkNjc2uS551/m8UNLTIgBZJsh7t9Z8c0PL9NXo8sRtmmtBwXPnj7HnoMLTIgBZJshWmvu+57/pOuSzI4JMYBs838w/yL+R38HE5iZ1dZqOmwAAAAASUVORK5CYII=\",\"boxArea\":\"78.15\"}]","mockupCreationType":"multi","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34"}},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Fabricated Channel Letters - Non Illuminated","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Looking up SignType {"data":{"sign_type":"Fabricated Channel Letters - Non Illuminated"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":14,"formulas_count":24},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Retrieved Variables List {"data":{"sign_type_id":14,"variables_count":9},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"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":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] 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":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Merged material items {"data":{"formulas_count":24,"items_count_after_merge":24},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Merged variable items {"data":{"variables_count":9,"items_count_after_merge":33},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] 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":"Aluminium sheet 0.098\" – Durable, corrosion-resistant, suitable for both indoor and outdoor channel letter faces.","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":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Initializing MathExecutor {"data":{"variables_count":163},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: MathExecutor variables set {"data":{"variables_count":163},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, variable85 * nested_area * material501803, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, variable85 * nested_area * material501880, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"5.238135"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel, 0, material501060 * variable85 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","result":"36.8814591"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, occupied_area * weight_material500730 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel, variable85 * nested_area * material500730, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * weight_material500591 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel, variable85 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * material500591, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] 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":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.007484823489},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * material500611","result":7.484823489},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00059446911875},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * material500214","result":0.59446911875},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.005670320825},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * material501055","result":5.670320825},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * material502079, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * material502350, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * material501680, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0116538851"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098 )","result":"11.6538851"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00565600035"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * material502131 )","result":"5.65600035"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.007573137"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * material502350)","result":"7.573137"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.0006042608"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * material501680 )","result":"0.6042608"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] 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":7.84737933655},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable83 * nested_area","result":12.5925},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"12.7604"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074 , 0 )","itemDenseWeight":"6.8292670828493"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] 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":"8.4915"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] 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":"114.8778"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] 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":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] 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":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] 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":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] 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":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Total Cost formula detected {"data":{"item_id":90},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Formula calculations completed {"data":{"total_items":33,"successful_calculations":32,"errors_count":0},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":211.43603511930002,"totalDenseWeight_before_formula":33.35853897953205},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable84","computed_totalCost":232.57963863123004},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Fabricated Channel Letters - Non Illuminated","objects_count":8,"totalDenseWeight":0},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"3","raceway_depth":"2"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Box added for line 1 in standard raceway 6x2 {"data":{"line":1,"width":120.0,"height":31.34,"length":7,"denseWeight":0},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":7,"width":122.0,"height":33.34},"quantity":1,"denseWeight":1}],"cheapestShippingCost":1014.84,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1219.5049999999999,"tariffAndDS":1219.5049999999999,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":2015.4857175,"totalShipmentCostFormula":"((tariffAndDS (1219.505) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2015.49","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":708.025,"tariffAndDS":708.025,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1251.5903375,"totalShipmentCostFormula":"((tariffAndDS (708.025) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1251.59","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":931.84,"tariffAndDS":931.84,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1432.23808,"totalShipmentCostFormula":"(( tariffAndDS (931.84) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1432.23808","careerDDPValue":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":"879.84","tariffAndDS":879.84,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":1014.84,"totalShipmentCostFormula":"(((tariffAndDS (879.84) + overlengthSurcharge (30) + overweightSurcharge (105)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1014.84","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1385,"tariffAndDS":1385,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1385,"totalShipmentCostFormula":"((tariffAndDS (1385) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1385","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Yes Factor Founded {"data":{"sign_type":"Fabricated Channel Letters - Non Illuminated","productCostFactor":"1.66"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Product cost factor determined {"data":{"sign_type":"Fabricated Channel Letters - Non Illuminated","productCostFactor":"1.66"},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"31.34","sign_depth":"3","sign_type":"Fabricated Channel Letters - Non Illuminated","processed_sign_type":"Fabricated Channel Letters - Non Illuminated","sideViewImage":"https://api.signize.ai/mockups/raceway/fabricated-channel-letters-with-raceway.png","mounting_type":"Standard Raceway","combined_production_cost_usd":240.0,"total_production_cost":390.0,"totalDenseWeight":0,"totalVolumetricWeight":93.5,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1219.5049999999999,"tariffAndDS":1219.5049999999999,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":2015.4857175,"totalShipmentCostFormula":"((tariffAndDS (1219.505) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2015.49","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":708.025,"tariffAndDS":708.025,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1251.5903375,"totalShipmentCostFormula":"((tariffAndDS (708.025) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1251.59","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":931.84,"tariffAndDS":931.84,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1432.23808,"totalShipmentCostFormula":"(( tariffAndDS (931.84) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1432.23808","careerDDPValue":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":"879.84","tariffAndDS":879.84,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":1014.84,"totalShipmentCostFormula":"(((tariffAndDS (879.84) + overlengthSurcharge (30) + overweightSurcharge (105)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1014.84","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1385,"tariffAndDS":1385,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1385,"totalShipmentCostFormula":"((tariffAndDS (1385) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1385","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"}}},"cheapest_shipping_cost_usd":1020.0,"totalCost":1410.0,"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":0,"result":"0","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":2},{"material_id":300,"dense_weight_expression":5.238135,"result":"36.8814591","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"Aluminium sheet 0.059\" – Flexible and easy to bend, ideal for channel 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":0.007484823489,"result":7.484823489,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":7},{"material_id":305,"dense_weight_expression":0.00059446911875,"result":0.59446911875,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":8},{"material_id":306,"dense_weight_expression":0.005670320825,"result":5.670320825,"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":0.0116538851,"result":"11.6538851","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":14},{"material_id":312,"dense_weight_expression":0.00565600035,"result":"5.65600035","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":15},{"material_id":313,"dense_weight_expression":0.007573137,"result":"7.573137","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":16},{"material_id":314,"dense_weight_expression":0.0006042608,"result":"0.6042608","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":17},{"variable_id":82,"dense_weight_expression":0,"result":7.84737933655,"sign_material":"Paint Miscellaneous cost","description":null,"sequence_no":18},{"variable_id":83,"dense_weight_expression":0,"result":12.5925,"sign_material":"Packaging/Box Making","description":"Custom Packaging with 3–5 ply corrugated boxes with inner foam/styro and stretch wrap.","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":12.7604,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":25},{"material_id":532,"dense_weight_expression":6.8292670828493,"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":"0","sign_material":"Flush/Stud Mount","description":null,"sequence_no":29},{"variable_id":87,"dense_weight_expression":8.4915,"result":"114.8778","sign_material":"Standard Raceway (6x2)","description":"Sign to be mounted onto 6\"x2\" Serviceable Raceway","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":36.69439287748526,"result":232.57963863123004,"sign_material":"Total Cost","description":null,"sequence_no":33}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Fabricated Channel Letters - Non Illuminated","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":36.69439287748526},"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:43] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 09:15:43"} 
[2026-02-26 09:15:44] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"3","sign_type":"Open Face Neon Channel Letters","mounting_type":"Standard Raceway","quotationId":"890","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"c777db55-4a2b-4884-9a02-e31590d9986e\",\"width\":23.84,\"perimeter\":111.77,\"height\":20.09,\"area\":305,\"image\":\"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\",\"boxArea\":\"478.95\"},{\"id\":\"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75\",\"width\":35.89,\"perimeter\":134.83,\"height\":19.02,\"area\":314.58,\"image\":\"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\",\"boxArea\":\"682.63\"},{\"id\":\"a9b74029-8072-4a3e-95ca-c2c8fb7e2174\",\"width\":16.34,\"perimeter\":68.7,\"height\":19.02,\"area\":116.3,\"image\":\"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\",\"boxArea\":\"310.79\"},{\"id\":\"d56d2bd5-acff-40b7-8def-a0e3f9d26166\",\"width\":17.41,\"perimeter\":116.35,\"height\":19.02,\"area\":210.61,\"image\":\"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\",\"boxArea\":\"331.14\"},{\"id\":\"3efd0d3a-d39b-430d-ac24-f739174f76ee\",\"width\":19.29,\"perimeter\":102.66,\"height\":20.09,\"area\":183.57,\"image\":\"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\",\"boxArea\":\"387.54\"},{\"id\":\"667d00b5-eda9-4102-8bd9-69bb5edec87c\",\"width\":8.57,\"perimeter\":52.67,\"height\":8.84,\"area\":54.03,\"image\":\"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\",\"boxArea\":\"75.76\"},{\"id\":\"f2422696-a77d-4cac-98b3-c7355ee4a776\",\"width\":8.3,\"perimeter\":44.79,\"height\":8.84,\"area\":41.72,\"image\":\"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\",\"boxArea\":\"73.37\"},{\"id\":\"e3dae87b-f162-47b2-a3e0-8378209fffbd\",\"width\":8.84,\"perimeter\":33.34,\"height\":8.84,\"area\":31.5,\"image\":\"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\",\"boxArea\":\"78.15\"}]","mockupCreationType":"multi","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34"}},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Open Face Neon Channel Letters","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Looking up SignType {"data":{"sign_type":"Open Face Neon Channel Letters"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":19,"formulas_count":31},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Retrieved Variables List {"data":{"sign_type_id":19,"variables_count":14},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500198":1.5893,"weight_material500198":0.588,"material501913":1.45,"weight_material501913":0.553,"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}},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable126":0,"variable127":0,"variable128":0,"variable129":0,"variable130":0,"variable131":0.75,"variable132":1.1,"variable133":1.2,"variable134":1.2,"variable135":0,"variable136":0,"variable137":0,"variable138":0,"variable139":0}},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Merged material items {"data":{"formulas_count":31,"items_count_after_merge":31},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Merged variable items {"data":{"variables_count":14,"items_count_after_merge":45},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Sorted items collection {"data":{"items_count":45,"first_item":{"type":"material","id":397,"expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable133, 0 )","dense_weight_expression":null,"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":null,"sequence_no":1},"last_item":{"type":"variable","id":139,"expression":"totalCost * variable132 * variable134","dense_weight_expression":null,"name":"Total Cost","var_name":"variable139","price":null,"description":null,"sequence_no":45}},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Initializing MathExecutor {"data":{"variables_count":180},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: MathExecutor variables set {"data":{"variables_count":180},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable133, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_less_than_24_inches, material501880 * nested_area * variable133, 0 )","result":"48.5707836"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"material501060 * variable133 * (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign )","result":36.8814591},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"nested_area * material500730 * variable133","result":55.983232799999996},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 22g Brushed Silver 4 ft x 8 ft Pakistan","expression":"0.75 / 12 * perimeter_of_sign * material500198 * variable133","result":6.607117424999999},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","expression":"nested_area * material501913 * variable133","result":29.214599999999997},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior, 0, nested_area * 10 * material502468 )","result":"64.15459"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","result":"0"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, material502203 , 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, material502204 + material502203 , 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_exterior && nested_area * 10 <= 70, material502204 , 0 )","result":"0"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, material502203 , 0 )","result":"0"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, material502206 * 2.5 * no_of_letters )","result":"5.572"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0 )","result":"0"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0 )","result":"0"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0 )","result":"0"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0 )","result":"0"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, material171 * 2.5 * no_of_letters, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] 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":7.484823489},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] 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":0.59446911875},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] 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":5.670320825},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( 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":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( 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":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] 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":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( 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":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098 )","result":"11.6538851"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * material502131 )","result":"5.65600035"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] 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":"7.573137"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * material501680 )","result":"0.6042608"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous cost","expression":"0.2 * ( formula416 + formula417 + formula418 + formula419 + formula420 + formula421 + formula422 + formula423 + formula424 + formula425 + formula426 )","result":7.84737933655},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Vinyl 3630-26 3M Pakistan","expression":"nested_area * material502428","result":29.683041},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable131 * nested_area","result":12.5925},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: No formula, default result applied {"data":{"name":"Multipliction Factor as per face lit","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable133 * (  ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ) + ( 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  )  ), 0 )","result":"114.8778"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2.5 mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable133 * (  ( 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":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable133 * (  (  (  ( 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":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Total Cost formula detected {"data":{"item_id":139},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Formula calculations completed {"data":{"total_items":45,"successful_calculations":44,"errors_count":0},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":491.83069994429997,"totalDenseWeight_before_formula":0},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable132 * variable134","computed_totalCost":649.2165239264759},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Open Face Neon Channel Letters","objects_count":8,"totalDenseWeight":0},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"3","raceway_depth":"2"},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:44] local.INFO: Box added for line 1 in standard raceway 6x2 {"data":{"line":1,"width":120.0,"height":31.34,"length":7,"denseWeight":0},"timestamp":"2026-02-26 09:15:44"} 
[2026-02-26 09:15:45] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":7,"width":122.0,"height":33.34},"quantity":1,"denseWeight":1}],"cheapestShippingCost":1014.84,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1219.5049999999999,"tariffAndDS":1219.5049999999999,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":2015.4857175,"totalShipmentCostFormula":"((tariffAndDS (1219.505) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2015.49","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":708.025,"tariffAndDS":708.025,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1251.5903375,"totalShipmentCostFormula":"((tariffAndDS (708.025) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1251.59","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":931.84,"tariffAndDS":931.84,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1432.23808,"totalShipmentCostFormula":"(( tariffAndDS (931.84) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1432.23808","careerDDPValue":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":"879.84","tariffAndDS":879.84,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":1014.84,"totalShipmentCostFormula":"(((tariffAndDS (879.84) + overlengthSurcharge (30) + overweightSurcharge (105)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1014.84","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1385,"tariffAndDS":1385,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1385,"totalShipmentCostFormula":"((tariffAndDS (1385) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1385","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Yes Factor Founded {"data":{"sign_type":"Open Face Neon Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Product cost factor determined {"data":{"sign_type":"Open Face Neon Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"31.34","sign_depth":"3","sign_type":"Open Face Neon Channel Letters","processed_sign_type":"Open Face Neon Channel Letters","sideViewImage":"https://api.signize.ai/mockups/raceway/open-face-neon-wih-raceway.png","mounting_type":"Standard Raceway","combined_production_cost_usd":650.0,"total_production_cost":1080.0,"totalDenseWeight":0,"totalVolumetricWeight":93.5,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1219.5049999999999,"tariffAndDS":1219.5049999999999,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":2015.4857175,"totalShipmentCostFormula":"((tariffAndDS (1219.505) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2015.49","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":708.025,"tariffAndDS":708.025,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1251.5903375,"totalShipmentCostFormula":"((tariffAndDS (708.025) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1251.59","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":931.84,"tariffAndDS":931.84,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1432.23808,"totalShipmentCostFormula":"(( tariffAndDS (931.84) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1432.23808","careerDDPValue":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":"879.84","tariffAndDS":879.84,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":1014.84,"totalShipmentCostFormula":"(((tariffAndDS (879.84) + overlengthSurcharge (30) + overweightSurcharge (105)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1014.84","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1385,"tariffAndDS":1385,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1385,"totalShipmentCostFormula":"((tariffAndDS (1385) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1385","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"}}},"cheapest_shipping_cost_usd":1020.0,"totalCost":2100.0,"productionResults":[{"material_id":397,"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":398,"dense_weight_expression":0,"result":"48.5707836","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":2},{"material_id":399,"dense_weight_expression":0,"result":36.8814591,"sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":3},{"material_id":400,"dense_weight_expression":0,"result":55.983232799999996,"sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":401,"dense_weight_expression":0,"result":6.607117424999999,"sign_material":"SS Sheet 22g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":402,"dense_weight_expression":0,"result":29.214599999999997,"sign_material":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","description":null,"sequence_no":6},{"material_id":403,"dense_weight_expression":0,"result":"64.15459","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":null,"sequence_no":7},{"material_id":404,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":405,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":406,"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":126,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":127,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":407,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":408,"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":128,"dense_weight_expression":0,"result":"40.6093","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":15},{"variable_id":129,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":16},{"material_id":409,"dense_weight_expression":0,"result":"5.572","sign_material":"Wire 18g UL UL Certified Red & White China","description":null,"sequence_no":17},{"material_id":410,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":411,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":412,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":413,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":414,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":415,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":416,"dense_weight_expression":0,"result":7.484823489,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":417,"dense_weight_expression":0,"result":0.59446911875,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":418,"dense_weight_expression":0,"result":5.670320825,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":419,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":420,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":421,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":422,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":423,"dense_weight_expression":0,"result":"11.6538851","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":424,"dense_weight_expression":0,"result":"5.65600035","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":null,"sequence_no":32},{"material_id":425,"dense_weight_expression":0,"result":"7.573137","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":426,"dense_weight_expression":0,"result":"0.6042608","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"variable_id":130,"dense_weight_expression":0,"result":7.84737933655,"sign_material":"Paint Miscellaneous cost","description":null,"sequence_no":35},{"material_id":427,"dense_weight_expression":0,"result":29.683041,"sign_material":"Vinyl 3630-26 3M Pakistan","description":null,"sequence_no":36},{"variable_id":131,"dense_weight_expression":0,"result":12.5925,"sign_material":"Packaging/Box Making","description":null,"sequence_no":37},{"variable_id":132,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":38},{"variable_id":133,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":39},{"variable_id":134,"dense_weight_expression":0,"result":0,"sign_material":"Multipliction Factor as per face lit","description":null,"sequence_no":40},{"variable_id":135,"dense_weight_expression":0,"result":"0","sign_material":"Flush/Stud Mount","description":null,"sequence_no":41},{"variable_id":136,"dense_weight_expression":0,"result":"114.8778","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":42},{"variable_id":137,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2.5 mm)","description":null,"sequence_no":43},{"variable_id":138,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":44},{"variable_id":139,"dense_weight_expression":0,"result":649.2165239264759,"sign_material":"Total Cost","description":null,"sequence_no":45}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Open Face Neon Channel Letters","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":0},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"0.5","sign_type":"Flat Cut Acrylic Letters","mounting_type":"Standard Raceway","quotationId":"890","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"c777db55-4a2b-4884-9a02-e31590d9986e\",\"width\":23.84,\"perimeter\":111.77,\"height\":20.09,\"area\":305,\"image\":\"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\",\"boxArea\":\"478.95\"},{\"id\":\"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75\",\"width\":35.89,\"perimeter\":134.83,\"height\":19.02,\"area\":314.58,\"image\":\"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\",\"boxArea\":\"682.63\"},{\"id\":\"a9b74029-8072-4a3e-95ca-c2c8fb7e2174\",\"width\":16.34,\"perimeter\":68.7,\"height\":19.02,\"area\":116.3,\"image\":\"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\",\"boxArea\":\"310.79\"},{\"id\":\"d56d2bd5-acff-40b7-8def-a0e3f9d26166\",\"width\":17.41,\"perimeter\":116.35,\"height\":19.02,\"area\":210.61,\"image\":\"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\",\"boxArea\":\"331.14\"},{\"id\":\"3efd0d3a-d39b-430d-ac24-f739174f76ee\",\"width\":19.29,\"perimeter\":102.66,\"height\":20.09,\"area\":183.57,\"image\":\"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\",\"boxArea\":\"387.54\"},{\"id\":\"667d00b5-eda9-4102-8bd9-69bb5edec87c\",\"width\":8.57,\"perimeter\":52.67,\"height\":8.84,\"area\":54.03,\"image\":\"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\",\"boxArea\":\"75.76\"},{\"id\":\"f2422696-a77d-4cac-98b3-c7355ee4a776\",\"width\":8.3,\"perimeter\":44.79,\"height\":8.84,\"area\":41.72,\"image\":\"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\",\"boxArea\":\"73.37\"},{\"id\":\"e3dae87b-f162-47b2-a3e0-8378209fffbd\",\"width\":8.84,\"perimeter\":33.34,\"height\":8.84,\"area\":31.5,\"image\":\"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\",\"boxArea\":\"78.15\"}]","mockupCreationType":"multi","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34"}},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"0.5","sign_type":"Flat Cut Acrylic Letters","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Looking up SignType {"data":{"sign_type":"Flat Cut Acrylic Letters"},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":10,"formulas_count":27},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Retrieved Variables List {"data":{"sign_type_id":10,"variables_count":10},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Merged material items {"data":{"formulas_count":27,"items_count_after_merge":27},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Merged variable items {"data":{"variables_count":10,"items_count_after_merge":37},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Initializing MathExecutor {"data":{"variables_count":172},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: MathExecutor variables set {"data":{"variables_count":172},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: NEAREST_INCH called {"data":{"input_value":"0.5","sign_type":"Flat Cut Acrylic Letters"},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: NEAREST_INCH result {"data":{"input_value":"0.5","closest_inch":0.472},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Formula executed successfully {"data":{"name":"Sign Depth/Thickness","expression":"NEAREST_INCH(sign_depth_or_thickness, sign_type)","result":0.472},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"11.57598"},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"89.9467164"},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"0"},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"0"},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0028928614968000005},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * material500611","result":2.8928614968000006},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00022976050500000004},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * material500214","result":0.22976050500000003},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0021915617400000004},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * material501055","result":2.19156174},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"0.00450419112"},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"4.50419112"},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"0.00218602692"},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2.18602692"},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"0.0029269944"},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2.9269944"},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"0.00023354496"},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"0.23354496"},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":3.0329882283600003},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable56 * nested_area","result":12.5925},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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 )","itemDenseWeight":"12.7604"},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"0.22764223609498"},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"9.435"},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"114.8778"},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] 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":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Total Cost formula detected {"data":{"item_id":63},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Formula calculations completed {"data":{"total_items":37,"successful_calculations":36,"errors_count":0},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":236.08694577015999,"totalDenseWeight_before_formula":34.014187177236785},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable57","computed_totalCost":259.695640347176},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Flat Cut Acrylic Letters","objects_count":8,"totalDenseWeight":0},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"0.5","raceway_depth":"2"},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:45] local.INFO: Box added for line 1 in standard raceway 6x2 {"data":{"line":1,"width":120.0,"height":31.34,"length":4.5,"denseWeight":0},"timestamp":"2026-02-26 09:15:45"} 
[2026-02-26 09:15:46] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":4.5,"width":122.0,"height":33.34},"quantity":1,"denseWeight":1}],"cheapestShippingCost":616.15,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":4.5,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":60,"higherWeight":60,"quantity":1}],"totalHigherWeight":60,"DS":0,"rate":777.64,"tariffAndDS":777.64,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1231.59984,"totalShipmentCostFormula":"((tariffAndDS (777.64) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1231.6","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":4.5,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":60,"higherWeight":60,"quantity":1}],"totalHigherWeight":60,"DS":0,"rate":439.31000000000006,"tariffAndDS":439.31000000000006,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":726.3039850000001,"totalShipmentCostFormula":"((tariffAndDS (439.31) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 726.3","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":4.5,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":60,"higherWeight":60,"quantity":1}],"totalHigherWeight":60,"DS":0,"rate":590.81,"tariffAndDS":590.81,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":908.0749699999999,"totalShipmentCostFormula":"(( tariffAndDS (590.81) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 908.07497","careerDDPValue":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":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":4.5,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":60,"higherWeight":60,"quantity":1}],"totalHigherWeight":60,"DS":0,"rate":"564.15","tariffAndDS":564.15,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":616.15,"totalShipmentCostFormula":"(((tariffAndDS (564.15) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 616.15","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":4.5,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":60,"higherWeight":60,"quantity":1}],"totalHigherWeight":60,"DS":0,"rate":522.22,"tariffAndDS":522.22,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":793.5075325,"totalShipmentCostFormula":"(((tariffAndDS (522.22) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 793.5075325","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":4.5,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":60,"higherWeight":60,"quantity":1}],"totalHigherWeight":60,"DS":0,"rate":1050,"tariffAndDS":1050,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1050,"totalShipmentCostFormula":"((tariffAndDS (1050) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1050","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":4.5,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":60,"higherWeight":60,"quantity":1}],"totalHigherWeight":60,"DS":0,"rate":597.5799999999999,"tariffAndDS":597.5799999999999,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":906.3873924999998,"totalShipmentCostFormula":"(((tariffAndDS (597.58) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 906.3873925","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":4.5,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":60,"higherWeight":60,"quantity":1}],"totalHigherWeight":60,"DS":0,"rate":663.04,"tariffAndDS":663.04,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1004.4382899999998,"totalShipmentCostFormula":"(((tariffAndDS (663.04) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1004.43829","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":4.5,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":60,"higherWeight":60,"quantity":1}],"totalHigherWeight":60,"DS":0,"rate":522.22,"tariffAndDS":522.22,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":793.5075325,"totalShipmentCostFormula":"(((tariffAndDS (522.22) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 793.5075325","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-02-26 09:15:46"} 
[2026-02-26 09:15:46] local.INFO: Yes Factor Founded {"data":{"sign_type":"Flat Cut Acrylic Letters","productCostFactor":"1.25"},"timestamp":"2026-02-26 09:15:46"} 
[2026-02-26 09:15:46] local.INFO: Product cost factor determined {"data":{"sign_type":"Flat Cut Acrylic Letters","productCostFactor":"1.25"},"timestamp":"2026-02-26 09:15:46"} 
[2026-02-26 09:15:46] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"31.34","sign_depth":"0.5","sign_type":"Flat Cut Acrylic Letters","processed_sign_type":"Flat Cut Acrylic Letters","sideViewImage":"https://api.signize.ai/mockups/raceway/flat-cut-acrylic-with-raceway.png","mounting_type":"Standard Raceway","combined_production_cost_usd":260.0,"total_production_cost":330.0,"totalDenseWeight":0,"totalVolumetricWeight":60,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":4.5,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":60,"higherWeight":60,"quantity":1}],"totalHigherWeight":60,"DS":0,"rate":777.64,"tariffAndDS":777.64,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1231.59984,"totalShipmentCostFormula":"((tariffAndDS (777.64) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1231.6","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":4.5,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":60,"higherWeight":60,"quantity":1}],"totalHigherWeight":60,"DS":0,"rate":439.31000000000006,"tariffAndDS":439.31000000000006,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":726.3039850000001,"totalShipmentCostFormula":"((tariffAndDS (439.31) + overlengthSurcharge (25) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 726.3","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":4.5,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":60,"higherWeight":60,"quantity":1}],"totalHigherWeight":60,"DS":0,"rate":590.81,"tariffAndDS":590.81,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":908.0749699999999,"totalShipmentCostFormula":"(( tariffAndDS (590.81) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 908.07497","careerDDPValue":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":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":4.5,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":60,"higherWeight":60,"quantity":1}],"totalHigherWeight":60,"DS":0,"rate":"564.15","tariffAndDS":564.15,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":616.15,"totalShipmentCostFormula":"(((tariffAndDS (564.15) + overlengthSurcharge (30) + overweightSurcharge (22)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 616.15","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"ups_karachi_frontend","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":4.5,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":60,"higherWeight":60,"quantity":1}],"totalHigherWeight":60,"DS":0,"rate":522.22,"tariffAndDS":522.22,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":793.5075325,"totalShipmentCostFormula":"(((tariffAndDS (522.22) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 793.5075325","careerDDPValue":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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":4.5,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":60,"higherWeight":60,"quantity":1}],"totalHigherWeight":60,"DS":0,"rate":1050,"tariffAndDS":1050,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1050,"totalShipmentCostFormula":"((tariffAndDS (1050) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1050","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":4.5,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":60,"higherWeight":60,"quantity":1}],"totalHigherWeight":60,"DS":0,"rate":597.5799999999999,"tariffAndDS":597.5799999999999,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":906.3873924999998,"totalShipmentCostFormula":"(((tariffAndDS (597.58) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 906.3873925","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":4.5,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":60,"higherWeight":60,"quantity":1}],"totalHigherWeight":60,"DS":0,"rate":663.04,"tariffAndDS":663.04,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1004.4382899999998,"totalShipmentCostFormula":"(((tariffAndDS (663.04) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1004.43829","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":4.5,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":60,"higherWeight":60,"quantity":1}],"totalHigherWeight":60,"DS":0,"rate":522.22,"tariffAndDS":522.22,"fuelSurcharge":"0.3025","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":793.5075325,"totalShipmentCostFormula":"(((tariffAndDS (522.22) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3025)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 793.5075325","careerDDPValue":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]}}},"cheapest_shipping_cost_usd":620.0,"totalCost":950.0,"productionResults":[{"variable_id":54,"dense_weight_expression":0,"result":0.472,"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":11.57598,"result":"89.9467164","sign_material":"Acrylic Sheet 12mm Transparent 4 ft x 6 ft Pakistan","description":"0.472\" acrylic sheet – Suitable for both indoor and outdoor flat-cut letters, thick and sturdy.","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":0,"result":"0","sign_material":"Acrylic Sheet 1\" Transparent 4 ft x 6 ft Pakistan","description":null,"sequence_no":9},{"material_id":241,"dense_weight_expression":0.0028928614968000005,"result":2.8928614968000006,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":10},{"material_id":242,"dense_weight_expression":0.00022976050500000004,"result":0.22976050500000003,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":11},{"material_id":243,"dense_weight_expression":0.0021915617400000004,"result":2.19156174,"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":0.00450419112,"result":"4.50419112","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":17},{"material_id":249,"dense_weight_expression":0.00218602692,"result":"2.18602692","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":18},{"material_id":250,"dense_weight_expression":0.0029269944,"result":"2.9269944","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":19},{"material_id":251,"dense_weight_expression":0.00023354496,"result":"0.23354496","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":20},{"variable_id":55,"dense_weight_expression":0,"result":3.0329882283600003,"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":12.5925,"sign_material":"Packaging/Box Making","description":"Custom Packaging with 3–5 ply corrugated boxes with inner foam/styro and stretch wrap.","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":12.7604,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":29},{"material_id":581,"dense_weight_expression":0.22764223609498,"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":"0","sign_material":"Flush/Stud Mount","description":null,"sequence_no":33},{"variable_id":60,"dense_weight_expression":9.435,"result":"114.8778","sign_material":"Standard Raceway (6x2)","description":"Sign to be mounted onto 6\"x2\" Serviceable Raceway","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":37.415605894960464,"result":259.695640347176,"sign_material":"Total Cost","description":null,"sequence_no":37}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"0.5","sign_type":"Flat Cut Acrylic Letters","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"neon_color":null,"uv_printing_needed":null},"TATDays":14,"testDenseWeight":37.415605894960464},"timestamp":"2026-02-26 09:15:46"} 
[2026-02-26 09:15:46] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 09:15:46"} 
[2026-02-26 09:15:47] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"3","sign_type":"Fabricated Lightbox - Single Sided","mounting_type":"Standard Raceway","quotationId":"890","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"c777db55-4a2b-4884-9a02-e31590d9986e\",\"width\":23.84,\"perimeter\":111.77,\"height\":20.09,\"area\":305,\"image\":\"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\",\"boxArea\":\"478.95\"},{\"id\":\"8a2e4a0b-cd1b-4814-836e-5bf6c98f1d75\",\"width\":35.89,\"perimeter\":134.83,\"height\":19.02,\"area\":314.58,\"image\":\"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\",\"boxArea\":\"682.63\"},{\"id\":\"a9b74029-8072-4a3e-95ca-c2c8fb7e2174\",\"width\":16.34,\"perimeter\":68.7,\"height\":19.02,\"area\":116.3,\"image\":\"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\",\"boxArea\":\"310.79\"},{\"id\":\"d56d2bd5-acff-40b7-8def-a0e3f9d26166\",\"width\":17.41,\"perimeter\":116.35,\"height\":19.02,\"area\":210.61,\"image\":\"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\",\"boxArea\":\"331.14\"},{\"id\":\"3efd0d3a-d39b-430d-ac24-f739174f76ee\",\"width\":19.29,\"perimeter\":102.66,\"height\":20.09,\"area\":183.57,\"image\":\"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\",\"boxArea\":\"387.54\"},{\"id\":\"667d00b5-eda9-4102-8bd9-69bb5edec87c\",\"width\":8.57,\"perimeter\":52.67,\"height\":8.84,\"area\":54.03,\"image\":\"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\",\"boxArea\":\"75.76\"},{\"id\":\"f2422696-a77d-4cac-98b3-c7355ee4a776\",\"width\":8.3,\"perimeter\":44.79,\"height\":8.84,\"area\":41.72,\"image\":\"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\",\"boxArea\":\"73.37\"},{\"id\":\"e3dae87b-f162-47b2-a3e0-8378209fffbd\",\"width\":8.84,\"perimeter\":33.34,\"height\":8.84,\"area\":31.5,\"image\":\"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\",\"boxArea\":\"78.15\"}]","mockupCreationType":"multi","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34"}},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Fabricated Lightbox - Single Sided","mounting_type":"Standard Raceway","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"31.34","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"8","perimeter_of_sign":"55.43","nested_area":"16.79","occupied_area":"8.73","avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"31.34","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":null,"neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Looking up SignType {"data":{"sign_type":"Fabricated Lightbox - Single Sided"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":5,"formulas_count":35},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Retrieved Variables List {"data":{"sign_type_id":5,"variables_count":8},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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,"material500198":1.5893,"weight_material500198":0.588,"material501913":1.45,"weight_material501913":0.553,"material502428":1.7679,"weight_material502428":0.021,"material502468":0.3821,"weight_material502468":0.008,"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,"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,"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":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable13":1.1,"variable14":1.2,"variable15":0,"variable50":0,"variable51":0,"variable52":0.75,"variable53":0,"variable91":0}},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Merged material items {"data":{"formulas_count":35,"items_count_after_merge":35},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Merged variable items {"data":{"variables_count":8,"items_count_after_merge":43},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Sorted items collection {"data":{"items_count":43,"first_item":{"type":"material","id":155,"expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, material501803 * variable14 * ( nested_area * 0.7 ), 0 )","dense_weight_expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * perimeter_of_sign * 0.35 / 12, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Back","sequence_no":1},"last_item":{"type":"variable","id":15,"expression":"IFERROR(

  mounting_type == mounting_type_flush_stud_mounted,

  variable13 * totalCost,

  \"Selected Mounting Not Available\"

)","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable15","price":null,"description":null,"sequence_no":43}},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Initializing MathExecutor {"data":{"variables_count":184},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: MathExecutor variables set {"data":{"variables_count":184},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * perimeter_of_sign * 0.35 / 12, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, material501803 * variable14 * ( nested_area * 0.7 ), 0 )","result":"0"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(avg_char_height == avg_char_height_less_than_24_inches, weight_material501803 * perimeter_of_sign * 0.35 / 12, 0 )","itemDenseWeight":"1.0169095416667"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_less_than_24_inches , material501880 * variable14 * nested_area, 0 )","result":"48.5707836"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material501060 * (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 * perimeter_of_sign )  )","itemDenseWeight":5.238135},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"material501060 * variable14 * (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 * perimeter_of_sign )  )","result":36.8814591},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material500730 * perimeter_of_sign * 0.35 / 12","itemDenseWeight":2.3943450416666665},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_greater_than_24_inches , ( nested_area * 0.65 ) * material500730 * variable14, nested_area * material500730 * variable14 )","result":"55.9832328"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 22g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material500198 * perimeter_of_sign * 1 / 12 * 2","itemDenseWeight":5.4321399999999995},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 22g Brushed Silver 4 ft x 8 ft Pakistan","expression":"( 0.75 / 12 ) * perimeter_of_sign * material500198 * variable14","result":6.607117424999999},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":4.8276900000000005},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","expression":"nested_area * material501913 * variable14","result":29.214599999999997},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Dense weight computed {"data":{"name":"Vinyl 3630-26 3M Pakistan","dense_weight_expression":"occupied_area * weight_material502428","itemDenseWeight":0.18333000000000002},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Formula executed successfully {"data":{"name":"Vinyl 3630-26 3M Pakistan","expression":"nested_area * material502428","result":29.683041},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"occupied_area * weight_material502468 * 10","itemDenseWeight":0.6984},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(ul_mandatory == ul_mandatory_no , 0, material502468 * 10 * nested_area )","result":"64.15459"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(ul_mandatory == ul_mandatory_no, 0, if( ( nested_area * 10 ) <= 70, weight_material502204 , 0 )  )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(ul_mandatory == ul_mandatory_no , 0, if( nested_area * 10 <= 70, material502204 , 0 )  )","result":"0"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(ul_mandatory == ul_mandatory_no, 0, if(nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )  )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(ul_mandatory == ul_mandatory_no , 0, if(nested_area * 10 > 70 && nested_area * 10 <= 140, material502203, 0 )  )","result":"0"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(ul_mandatory == ul_mandatory_no, 0, if(nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 + weight_material502203 , 0 )  )","itemDenseWeight":"1.298"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(ul_mandatory == ul_mandatory_no , 0, if(nested_area * 10 > 140 && nested_area * 10 <= 210, material502204 + material502203 , 0 )  )","result":"40.6093"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(ul_mandatory == ul_mandatory_no, 0, if(nested_area * 10 > 210 && nested_area * 10 <= 2100, weight_material502203 * 2, 0 )  )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(ul_mandatory == ul_mandatory_no , 0, if(nested_area * 10 > 210 && nested_area * 10 <= 2100, material502203 * 2, 0 )  )","result":"0"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(ul_mandatory == ul_mandatory_no, 0, no_of_letters * 2.5 * weight_material502206 )","itemDenseWeight":"1.08"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(ul_mandatory == ul_mandatory_no , 0, no_of_letters * 2.5 * material502206)","result":"5.572"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(ul_mandatory == ul_mandatory_no && nested_area * 10 <= 70, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(ul_mandatory == ul_mandatory_no && nested_area * 10 <= 70, material166 , 0 )","result":"0"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(ul_mandatory == ul_mandatory_no && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(ul_mandatory == ul_mandatory_no && nested_area * 10 > 70 && nested_area * 10 <= 140, material167, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(ul_mandatory == ul_mandatory_no && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if(ul_mandatory == ul_mandatory_no && nested_area * 10 > 140 && nested_area * 10 <= 210, material168, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(ul_mandatory == ul_mandatory_no && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(ul_mandatory == ul_mandatory_no && nested_area * 10 > 210 && nested_area * 10 <= 21000, material169, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(ul_mandatory == ul_mandatory_no, weight_material502468 * 10 * nested_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(ul_mandatory == ul_mandatory_no , material502468 * 10 * nested_area, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":0.007484823489},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":7.484823489},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":0.00059446911875},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * material500214","result":0.59446911875},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":0.005670320825},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":5.670320825},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":"0.0116538851"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":"11.6538851"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":"0.00565600035"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":"5.65600035"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":"0.007573137"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":"7.573137"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":"0.0006042608"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * material501680 )","result":"0.6042608"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous cost","expression":"0.2 * ( formula174 + formula175 + formula176 + formula177 + formula178 + formula179 + formula180 + formula181 + formula182 + formula183 + formula184)","result":7.84737933655},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"12.7604"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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 , 0 )","itemDenseWeight":"6.8292670828493"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"nested_area * variable52","result":12.5925},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] 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":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Total Cost formula detected {"data":{"item_id":15},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Formula calculations completed {"data":{"total_items":43,"successful_calculations":42,"errors_count":0},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":376.9528999443,"totalDenseWeight_before_formula":41.79785356286541},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.ERROR: IFERROR triggered: condition false {"data":{"message":"Selected Mounting Not Available"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Total Cost formula executed {"data":{"formula":"IFERROR(

  mounting_type == mounting_type_flush_stud_mounted,

  variable13 * totalCost,

  \"Selected Mounting Not Available\"

)","computed_totalCost":{"__iferror":true,"message":"Selected Mounting Not Available"}},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Fabricated Lightbox - Single Sided","objects_count":8,"totalDenseWeight":0},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"3","raceway_depth":"2"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Box added for line 1 in standard raceway 6x2 {"data":{"line":1,"width":120.0,"height":31.34,"length":7,"denseWeight":0},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":7,"width":122.0,"height":33.34},"quantity":1,"denseWeight":1}],"cheapestShippingCost":1014.84,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1219.5049999999999,"tariffAndDS":1219.5049999999999,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":2015.4857175,"totalShipmentCostFormula":"((tariffAndDS (1219.505) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2015.49","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":708.025,"tariffAndDS":708.025,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1251.5903375,"totalShipmentCostFormula":"((tariffAndDS (708.025) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1251.59","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":931.84,"tariffAndDS":931.84,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1432.23808,"totalShipmentCostFormula":"(( tariffAndDS (931.84) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1432.23808","careerDDPValue":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":"879.84","tariffAndDS":879.84,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":1014.84,"totalShipmentCostFormula":"(((tariffAndDS (879.84) + overlengthSurcharge (30) + overweightSurcharge (105)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1014.84","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":7,"width":122,"height":33.34},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1385,"tariffAndDS":1385,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1385,"totalShipmentCostFormula":"((tariffAndDS (1385) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1385","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Yes Factor Founded {"data":{"sign_type":"Fabricated Lightbox - Single Sided","productCostFactor":"1.42"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:15:47] local.INFO: Product cost factor determined {"data":{"sign_type":"Fabricated Lightbox - Single Sided","productCostFactor":"1.42"},"timestamp":"2026-02-26 09:15:47"} 
[2026-02-26 09:40:42] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":120,"sign_depth":1,"sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted"}},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] 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","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":null,"raceway_depth":null,"raceway_height":null,"width_of_line_1":null,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":null,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":null,"backboard_cabinet_depth":null,"no_of_letters":null,"perimeter_of_sign":null,"nested_area":null,"occupied_area":null,"avg_char_height":null,"width_of_sign":null,"width_of_smaller_line":null,"other_dimension_of_sign":null,"material":null,"application":null,"ul_mandatory":null,"paint_finish":null,"neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Initializing MathExecutor {"data":{"variables_count":192},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: MathExecutor variables set {"data":{"variables_count":192},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":0.0},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":0.0},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":0.0},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.0},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":0.0},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":0.0},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":0.0},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.ERROR: Error computing dense weight {"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 )","error":""},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.ERROR: Error computing dense weight {"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 )","error":""},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.ERROR: Error computing dense weight {"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 )","error":""},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] 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":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] 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":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1.0,"totalDenseWeight_before_formula":0.0},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1.1},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 09:40:42] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":0,"totalDenseWeight":0.0},"timestamp":"2026-02-26 09:40:42"} 
[2026-02-26 10:32:16] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php3B82.tmp"}},"file_present":true},"timestamp":"2026-02-26 10:32:16"} 
[2026-02-26 10:32:16] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-02-26 10:32:16"} 
[2026-02-26 10:32:16] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-02-26 10:32:16"} 
[2026-02-26 10:32:16] local.INFO: Calling Image-to-Text API {"data":{"file_name":"FedEx-logo.jpg","query_param":"banner_width_ft","query_value":9.999996,"file_size":19355},"timestamp":"2026-02-26 10:32:16"} 
[2026-02-26 10:32:16] local.INFO: Trying Image-to-Text server {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=9.999996","file":"FedEx-logo.jpg"},"timestamp":"2026-02-26 10:32:16"} 
[2026-02-26 10:32:17] local.ERROR: Server FAILED {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=9.999996","error":"Server responded but data invalid"},"timestamp":"2026-02-26 10:32:17"} 
[2026-02-26 10:32:17] local.INFO: Trying Image-to-Text server {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=9.999996","file":"FedEx-logo.jpg"},"timestamp":"2026-02-26 10:32:17"} 
[2026-02-26 10:32:18] local.INFO: Server succeeded {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=9.999996"},"timestamp":"2026-02-26 10:32:18"} 
[2026-02-26 10:32:18] local.INFO: Image-to-Text API Response {"data":{"status":200,"body":"{\"objects\":[{\"index\":0,\"position\":{\"x\":0,\"y\":0,\"width\":788,\"height\":244},\"actual_filled_area\":2915.76,\"bounding_box_area\":4459,\"image_base64\":\"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\",\"scaled_width\":120.0,\"scaled_height\":37.16,\"exact_perimeter\":456.92,\"approximate_perimeter\":365.52,\"convex_hull_perimeter\":300.62,\"perimeter_pixels\":3000.44,\"approximation_points\":12,\"original_contour_points\":462,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.1567,\"compactness\":0.1755,\"aspect_ratio\":3.23}}],\"image_metadata\":{\"name\":\"FedEx-logo.jpg\",\"saved_path\":\"uploads/20260226_103218_FedEx-logo.jpg\",\"original_height\":450,\"original_width\":800,\"target_height\":244,\"target_width\":788,\"target_bounds\":{\"min_x\":5,\"min_y\":104,\"max_x\":793,\"max_y\":348},\"channels\":3,\"size_bytes\":19355,\"content_type\":\"image/jpeg\",\"scaling_factor\":0.15228420304568527,\"cropped_image_base64\":\"iVBORw0KGgoAAAANSUhEUgAAAxQAAAD0CAIAAACNTffZAAAgAElEQVR4AezB7a9db37f9ffnu6619j77jJOJ4zhpO1bkTgE5NNyIYMfJxEBLLECoIJsCaakrWZZnRJVg8YgHSDwA1YgImuYUpe3kkP8FhMDcRFHlStS1p9RtnIwTn8TOmXP22te6vh+Wf5O7w1MfS5a8Xi/96v/6/4q1WNEKBEQYSJRyWiQFgsU5m5gpcUDB6rrVMHBystuOv3fpBy6Mu99rPvkXfuwKHYjF4vNk3hOZnkIBpe0YT/nNf3Ly7d98u159T0c/TVlK1GnX950tPhorU1NQOyY51PZwn0Gqte4Udz1fjsqm491v/72vfvXkSxd+l93v4h2L86Jk5mBm3nMwU8c0MayYJkoHZrvlh/4ZLv1Zuu/lLNuSWCw+gL7+V/6rX/vVZ31cEOvIHof4rhQ2WEqxODcOZmqQvBe4g/ido9/78pe/px+60+07s20+/qlbN/7rx//Z/kUIFovPk5mlaOkMBfRtZDzlL/57P/vt3zjZG74sr1rzUKLW037obKf4aOzYodq5RnbRLuC+RbaoO70TXZffF2N8b2fqP/ypnyg/8sMnf6r/7b08lrGQsZCxkLGQsZCxkLGQsZCxkLGQsZCxkLGQsZCxkLGQsZCxkLGQsZCxkLGQsZCxkLGQsZCxkLGQsZCxkLGQsZCxkLGQsZCxkLGQsZCxkLGQsZCxkLGQsZCxkLGQsZCxkLGQsZCxkLGQsZCxkIHkD8jBF8KRIqKrtfbDejfV6EvaJ+Ou/Mkf/Ze+8T/Q/xBn2ZbEYvEB9Ffu/Jf/1//+D773wp9YxfcoVxBy8F4GmXJKLM6RAyUYkt/X4ShlbTsizW43vf3dd7/x5/78T/3C331IDx2LxefJzBJaMnUU6NvIeMJf/Av/xW/9xnbTX5L3pqn1pav1tKxkm48m1RwV7YrHLvuufm/St8jsxl15Gypd/f48zv3clukf/Lv/9vC1H9lePv37X8o3YVKESREmRZgUYVKESREmRZgUYVKESREmRZgUYVKESREmRZgUYVKESREmRZgUYVKESREmRZgUYVKESREmRZgUYVKESREmRZgUYVKESREmRZgUYVKESREmRZgUYVKESREmRZgUYVKESREmRZgUYVKESREmRZgUYVKESRHmDyQgB18IK0Wo7KZaVutdrV0/NPt03PlP/dgPPvgfWf0wZ9mWxGLxAfRz9//W3/+1f7rpL43fEV7JBQgDCYmyCYvF+QneSzC/r8PR9+vj499L7/a/VNYbvzl69WP/6o/+/C/eK98DHYvF58nMEloydRTo20g95i//h//Nt3+9bvpLwX6rWfqo00nfKzMtPpKUrUmqxadd9l39Ml5NXWvd6W44iihD+yGdeD1+x8f/97/107uvXXv3le3T72m/CQEJAQkBCQEJAQkBCQEJAQkBCQEJAQkBCQEJAQkBCQEJAQkBCQEJAQkBCQEJAQkBCQEJAQkBCQEJAQkBCQEJAQkBCQEJAQkBCQEJAQkBCQEJAQkBCQEJAQkBCQEJAQkBCQEJAQkBCQEJAQkBCQEpg8zMwkDwXiBNLUu/2rWJUhJvT3ftyo9//1/7FVZf5SzbklgsPoC+8TN/69f+j2+13d6XL/yQchUOHGJCCYZsEWZxjgRGyR9yB+GUbVStrTn5zulv3/rXbvz8L/0MK+hYLD5P5rtqMnUU6NuW+h1+5u5ff/2qbvofDK9zylJU20kZuszEwcdhZQtELZz2Ux/TRXI1ddPUH5/EbxLdXn5lVfvvy7EdP7n9rx/d/Od+54f9rXX+Ng6UOFDiQIkDJQ6UOFDiQIkDJQ6UOFDiQIkDJQ6UOFDiQIkDJQ6UOFDiQIkDJQ6UOFDiQIkDJQ6UOFDiQIkDJQ6UOFDiQIkDJQ6UOFDiQIkDJQ6UOFDiQIkDJQ6UOFDiQIkDJQ6UOFDiQIkDJQ6UOFDiQIkDJQ6UOFDiQAnJzEAwc/BeEIWpMgyeJkqfeLvdTV/58e998HdYX+Us25JYLD6AvvEf/9LTX335PZs/WU8LHsICRENT2KlsEWYmMAgMAoPAIDAIDAKDwCAwCAwCg8AgMAgMAoPAIDAIDAKDwCAwCAwCg8AgMAgMAoPAIDAIDAKDwCAwCAwCg8AgMAgMAoPAIDAIDAKDwCAwCAwCg8AgMAgMAoPAIDAIDOKPmD/S4Ygofd8p2nb3u1P7veOT3/rarX/l53/hr5bvg47F4vNkvmtKWkdA71PGE37m7l//7V9ve/1lsW516vvYTd/pe7UM3hMYBAaBQWAQGAQGgUFgEBgEBoFBYBAYBAZZNIWohdN+6svuEl5NXd0Nv1fXvz3upn73Q5tp+IGYupMnP/3nvv2TP/L20unzL7UjFudFCYmDmQOC94Lo2tS6YRin1vUlrZNx275y4/u/8U1WVznLtiQWiw+gv/oXfvH/+XuvLl+8uv0OuA8jHEzQpJ2hRrHAgRIHShwocaDEgRIHShwocaDEgRIHShwocaDEgRIHShwocaDEgRIHShwocaDEgRIHShwocaDEgRIHShwocaDEgRIHShwocaDEgRIHShwocaDEgRIHShwocaDEgRIHShwocaDEgRIHShwocaDEgRIHShwocaDEgRIHShz8cUpmDhDE9nSHsiu5WrPay+OTb1+/8aP/7X//n3ABOhaLz5NNioBk7Ajofcp4wl/6Dx7/1q/v9soPhvZa3ZWeNh13Q5kaEDhQ4kCJAyUOlDhQ4kCJAyUOlDhQ4kCJAyUOlDhQ4kCJw1JVCaZVbkvry+777dVUai3v8sLvbndjnF7eq8PFttV3/pd/56e//VN/9vhS/cf77R2L85GQzDJ4L3gvsOhimloZVrspu76kORm37SvXL37977K6ylm2JbFYfAD9p//RL/3a//lPhu5S4UvhDjU5UUNTmBRNYbE4Hw6+INJKOUzwhc1mM44jyois7fi33vyjf+Pf/Jd/4ZtfZ4COxeLzZH6fc4oIHB7ZfYe/dOfxt3+97Q3fJ4acaum7Vr/TDX2bbAUfh+mSAlk47Vspu4tJP3V1Kt/x6ndrm4b8gfW03rQdb//nf/+n/+mf+xdPvnz6j9f5jsX5SGbmPQPBe4EgujbVrl/tWpYyTHi7HdtXrn/fw7/D6ipn2ZbEYvEB9ODuf/cPn77tudx5g4MYYUINhAesDLM4R+4gg5qRkUMiZJgcNaK02kOUIY7efuvGT/2Jg8Ofo4dgsfhstVa7rsc4kZidvOHe3V94/RttPayAVrOUodY6DENm8vFYuDgmxzasvu5DN5aaUXul6xRa4z7Ux/H/9pe/9o/+/D//O18eXw75jsW5EBB8l4HkD3VlqrUMq7G10g3VjGNtV65ffPhNVlc5y7YkFosPoAd3Hz9/ely43HnDTCMxJrMgNzjQhMziXFjhgCRGZh6wMox2jtPQ0Oo+7stQjt4+u3Hr0sHhI3oIFovPUkK2bF30OGgQzE6OuHfn4PWrXK+E3HYuZV130zAMmYnMR2J1WVpM2W1R9nVj2JVm5V4W1ykiGl0t+3H85P7NF7evvblQXw75jsW5ELhYiGTmZKZkFmWaaulXY8tS+mrGbW1Xrl98eMjqKmfZlsRi8QH04O7j50+PC5c7b5hpJMZkFuQGB5qQWZwLKxyQxMjMA1aG0c5xGhpa3cd9GcrR22c3bl06OHxED8Fi8VlKyJatix4HDYLZyRH37hy8fpXrlZDbzqWs624ahiEzkflIrC5Liym7Lcq+bgy70qzcy+I6RUSjq2U/jp/cv/ni9rU3F+rLId+xOBcCFwuRzJzMlMyiTFMt/WpsWUpfzbit7cr1iw8PWV3lLNuSWCw+gB7cffz86XHhcucNM43EmMyC3OBAEzKLc2GFA5IYmXnAyjDaOU5DQ6v7uC9DOXr77MatSweHj+ghWCw+SwnZsnXR46BBMDs54t6dg9evcr0Sctu5lHXdTcMwZCYyH4nVZWkxZbdF2deNYVealXtZXKeIaHS17Mfxk/s3X9y+9uZCfTnkOxbnQuBiIZKZk5mSWZRpqqVfjS1L6asZt7VduX7x4SGrq5xlWxKLxQfQg7uPnz89LlzuvGGmkRiTWZAbHGhCZnEurHBAEiMzD1gZRjvHaWhodR/3ZShHb5/duHXp4PARPQSLxWcpIVu2LnocNAhmJ0fcu3Pw+lWuV0JuO5eyrrtpGIbMROYjsbosLabstij7ujHsSrNyL4vrFBGNrpb9OH5y/+aL29feXKgvh3zH4lwIXCxEMnMyUzKLMk219KuxZSl9NeO2tivXLz48ZHWVs2xLYrH4AHpw9/Hzp8eFy503zDQSYzILcoMDTcgszoUVDkhiZOYBK8No5zgNDa3u474M5ejtsxu3Lh0cPqKHYLH4LCVky9ZFj4MGwezkiHt3Dl6/yvVKyG3nUtZ1Nw3DkJnIfCRWl6XFlN0WZV83hl1pVu5lcZ0iotHVsh/HT+7ffHH72psL9eWQ71icC4GLhUhmTmZKZlGmqZZ+NbYspa9m3NZ25frFh4esrnKWbUksFh9AD+4+fv70uHC584aZRmJMZkFucKAJmcW5sMIBSYzMPGBlGO0cp6Gh1X3cl6EcvX1249alg8NH9BAsFp+lhGzZuuhx0CCYnRxx787B61e5Xgm57VzKuu6mYRgyE5mPxOqytJiy26Ls68awK83KvSyuU0Q0ulr24/jJ/Zsvbl97c6G+HPIdi3MhcLEQyczJTMksyjTV0q/GlqX01Yzb2q5cv/jwkNVVzrIticXiA+jB3cfPnx4XLnfeMNNIjMksyA0ONCGzOBdWOCCJkZkHrAyjneM0NLS6j/sylKO3z27cunRw+IgegsXis5SQLVsXPQ4aBLOTI+7dOXj9KtcrIbedS1nX3TQMQ2Yi85FYXZYWU3ZblH3dGHalWbmXxXWKiEZXy34cP7l/88Xta28u1JdDvmNxLgQuFiKZOZkpmUWZplr61diylL6acVvblesXHx6yuspZtiWxWHwAPbj7+PnT48LlzhtmGokxmQW5wYEmZBbnwgoHJDEy84CVYbRznIaGVvdxX4Zy9PbZjVuXDg4f0UOwWHyWErJl66LHQYNgdnLEvTsHr1/leiXktnMp67qbhmHITGQ+EqvL0mLKbouyrxvDrjQr97K4ThHR6GrZj+Mn92++uH3tzYX6csh3LM6FwMVCJDMnMyWzKNNUS78aW5bSVzNua7ty/eLDQ1ZXOcu2JBaLD6AHdx8/f3pcuNx5w0wjMSazIDc40ITM4lxY4YAkRmYesDKMdo7T0NDqPu7LUI7ePrtx69LB4SN6CBaLz1JCtmxd9DhoEMxOjrh35+D1q1yvhNx2LmVdd9MwDJmJzEdidVlaTNltUfZ1Y9iVZuVeFtcpIhpdLftx/OT+zRe3r725UF8O+Y7FuRC4WIhk5mSmZBZlmmrpV2PLUvpqxm1tV65ffHjI6ipn2ZbEYvEB9ODu4+dPjwuXO2+YaSTGZBbkBgeakFmcCysckMTIzANWhtHOcRoaWt3HfRnK0dtnN25dOjh8RA/BYvFZSsiWrYseBw2C2ckR9+4cvH6V65WQ286lrOtuGoYhM5H5SKwuS4spuy3Kvm4Mu9Ks3MviOkVEo6tlP46f3L/54va1NxfqyyHfsTgXAhcLkcyczJTMokxTLf1qbFlKX824re3K9YsPD1ld5SzbklgsPoAe3H38/Olx4XLnDTONxJjMgtzgQBMyi3NhhQOSGJl5wMow2jlOQ0Or+7gvQzl6++zGrUsHh4/oIVgsPksJ2bJ10eOgQTA7OeLenYPXr3K9EnLbuZR13U3DMGQmMh+J1WVpMWW3RdnXjWFXmpV7WVyniGh0tezH8ZP7N1/cvvbmQn055DsW50LgYiGSmZOZklmUaaqlX40tS+mrGbe1Xbl+8eEhq6ucZVsSi8UH0IO7j58/PS5c7rxhppEYk1mQGxxoQmZxLqxwQBIjMw9YGUY7x2loaHUf92UoR2+f3bh16eDwET0Ei8VnKSFbti56HDQIZidH3Ltz8PpVrldCbjuXsq67aRiGzETmI7G6LC2m7LYo+7ox7Eqzci+L6xQRja6W/Th+cv/mi9vX3lyoL4d8x+JcCFwsRDJzMlMyizJNtfSrsWUpfTXjtrYr1y8+PGR1lbNsS2Kx+AB6cPfx86fHhcudN8w0EmMyC3KDA03ILM6FFQ5IYmTmASvDaOc4DQ2t7uO+DOXo7bMbty4dHD6ih2Cx+CwlZMvWRY+DBsHs5Ih7dw5ev8r1Ssht51LWdTcNw5CZyHwkVpelxZTdFmVfN4ZdaVbuZXGdIqLR1bIfx0/u33xx+9qbC/XlkO9YnAuBi4VIZk5mSmZRpqmWfjW2LKWvZtzWduX6xYeHrK5ylm1JLBYfQA/uPn7+9LhwufOGmUZiTGZBbnCgCZnFubDCAUmMzDxgZRjtHKehodV93JehHL19duPWpYPDR/QQLBafpYRs2brocdAgmJ0cce/OwetXuV4Jue1cyrrupmEYMhOZj8TqsrSYstui7OvGsCvNyr0srlNENLpa9uP4yf2bL25fe3OhvhzyHYtzIXCxEMnMyUzJLMo01dKvxpal9NWM29quXL/48JDVVc6yLYnF4gPowd3Hz58eFy533jDTSIzJLMgNDjQhszgXVjggiZGZB6wMo53jNDS0uo/7MpSjt89u3Lp0cPiIHoLF4rOUkC1bFz0OGgSzkyPu3Tl4/SrXKyG3nUtZ1900DENmIvORWF2WFlN2W5R93Rh2pVm5l8V1iohGV8t+HD+5f/PF7WtvLtSXQ75jcS4ELhYimTmZKZlFmaZa+tXYspS+mnFb25XrFx8esrrKWbYlsVh8AD24+/j50+PC5c4bZhqJMZkFucGBJmQW58IKByQxMvOAlWG0c5yGhlb3cV+GcvT22Y1blw4OH9FDsFh8lhKyZeuix0GDYHZyxL07B69f5Xol5LZzKeu6m4ZhyExkPhKry9Jiym6Lsq8bw640K/eyuE4R0ehq2Y/jJ/dvvrh97c2F+nLIdyzOhcDFQiQzJzMlsyjTVEu/GluW0lczbmu7cv3iw0NWVznLtiQWiw+gB3cfP396XLjcecNMIzEmsyA3ONCEzOJcWOGAJEZmHrAyjHaO09DQ6j7uy1CO3j67cevSweEjeggWi89SQrZsXfQ4aBDMTo64d+fg9atcr4Tcdi5lXXfTMAyZicxHYnVZWkzZbVH2dWPYlWblXhbXKSIaXS37cfzk/s0Xt6+9uVBfDvmOxbkQuFiIZOZkpmQWZZpq6Vdjy1L6asZtbVeuX3x4yOoqZ9mWxGLxAfTg7uPnT48LlztvmGkkxmQW5AYHmpBZnAsrHJDEyMwDVobRznEaGlrdx30ZytHbZzduXTo4fEQPwWLxWUrIlq2LHgcNgtnJEffuHLx+leuVkNvOpazrbhqGITOR+UisLkuLKbstyr5uDLvSrNzL4jpFRKOrZT+On9y/+eL2tTcX6ssh37E4FwIXC5HMnMyUzKJMUy39amxZSl/NuK3tyvWLDw9ZXeUs25JYLD6AHtx9/PzpceFy5w0zjcSYzILc4EATMotzYYUDkhiZecDKMNo5TkNDq/u4L0M5evvsxq1LB4eP6CFYLD5LCdmyddHjoEEwOzni3p2D169yvRJy27mUdd1NwzBkJjIfidVlaTFlt0XZ141hV5qVe1lcp4hodLXsx/GT+zdf3L725kJ9OeQ7FudC4GIhkpmTmZJZlGmqpV+NLUvpqxm3tV25fvHhIaurnGVbEovFB9CDu4+fPz0uXO68YaaRGJNZkBscaEJmcS6scEASIzMPWBlGO8dpaGh1H/dlKEdvn924deng8BE9BIvFZykhW7Yuehw0CGYnR9y7c/D6Va5XQm47l7Kuu2kYhsxE5iOxuiwtpuy2KPu6MexKs3Ivi+sUEY2ulv04fnL/5ovb195cqC+HfMfiXAhcLEQyczJTMosyTbX0q7FlKX0147a2K9cvPjxkdZWzbEtisfgAenD38fOnx4XLnTfMNBJjMgtygwNNyCzOhRUOSGJk5gErw2jnOA0Nre7jvgzl6O2zG7cuHRw+oodgsfgsJWTL1kWPgwbB7OSIe3cOXr/K9UrIbedS1nU3DcOQmch8JFaXpcWU3RZlXzeGXWlW7mVxnSKi0dWyH8dP7t98cfvamwv15ZDvWJwLgYuFSGZOZkpmUaapln41tiylr2bc1nbl+sWHh6yucpZtSSwWH0AP7j5+/vS4cLnzhplGYkxmQW5woAmZxbmwwgFJjMw8YGUY7RynoaHVfdyXoRy9fXbj1qWDw0f0ECwWn6WEbNm66HHQIJidHHHvzsHrV7leCbntXMq67qZhGDITmY/E6rK0mLLbouzrxrArzcq9LK5TRDS6Wvbj+Mn9my9uX3tzob4c8h2LcyFwsRDJzMlMySzKNNXSr8aWpfTVjNvarly/+PCQ1VXOsi2JxeID6MHdx8+fHhcud94w00iMySzIDQ40IbM4F1Y4IImRmQesDKOd4zQ0tLqP+zKUo7fPbty6dHD4iB6CxeKzlJAtWxc9DhoEs5Mj7t05eP0q1ysht51LWdfdNAxDZiLzkVhdlhZTdluUfd0YdqVZuZfFdYqIRlfLfhw/uX/zxe1rby7Ul0O+Y3EuBC4WIpk5mSmZRZmmWvrV2LKUvppxW9uV6xcfHrK6ylm2JbFYfAA9uPv4+dPjwuXOG2YaiTGZBbnBgSZkFufCCgckMTLzgJVhtHOchoZW93FfhnL09tmNW5cODh/RQ7BYfJYSsmXrosdBg2B2csS9OwevX+V6JeS2cynrupuGYchMZD4Sq8vSYspui7KvG8OuNCv3srhOEdHoatmP4yf3b764fe3NhfpyyHcszoXAxUIkMyczJbMo01RLvxpbltJXM25ru3L94sNDVlc5y7YkFosPoAd3Hz9/ely43HnDTCMxJrMgNzjQhMziXFjhgCRGZh6wMox2jtPQ0Oo+7stQjt4+u3Hr0sHhI3oIFovPUkK2bF30OGgQzE6OuHfn4PWrXK+E3HYuZV130zAMmYnMR2J1WVpM2W1R9nVj2JVm5V4W1ykiGl0t+3H85P7NF7evvblQXw75jsW5ELhYiGTmZKZkFmWaaulXY8tS+mrGbW1Xrl98eMjqKmfZlsRi8QH04O7j50+PC5c7b5hpJMZkFuQGB5qQWZwLKxyQxMjMA1aG0c5xGhpa3cd9GcrR22c3bl06OHxED8Fi8VlKyJatix4HDYLZyRH37hy8fpXrlZDbzqWs624ahiEzkflIrC5Liym7Lcq+bgy70qzcy+I6RUSjq2U/jp/cv/ni9rU3F+rLId+xOBcCFwuRzJzMlMyiTFMt/WpsWUpfzbit7cr1iw8PWV3lLNuSWCw+gB7cffz86XHhcucNM43EmMyC3OBAEzKLc2GFA5IYmXnAyjDaOU5DQ6v7uC9DOXr77MatSweHj+ghWCw+SwnZsnXR46BBMDs54t6dg9evcr0Sctu5lHXdTcMwZCYyH4nVZWkxZbdF2deNYVealXtZXKeIaHS17Mfxk/s3X9y+9uZCfTnkOxbnQuBiIZKZk5mSWZRpqqVfjS1L6asZt7VduX7x4SGrq5xlWxKLxQfQg7uPnz89LlzuvGGmkRiTWZAbHGhCZnEurHBAEiMzD1gZRjvHaWhodR/3ZShHb5/duHXp4PARPQSLxWcpIVu2LnocNAhmJ0fcu3Pw+lWuV0JuO5eyrrtpGIbMROYjsbosLabstij7ujHsSrNyL4vrFBGNrpb9OH5y/+aL29feXKgvh3zH4lwIXCxEMnMyUzKLMk219KuxZSl9NeO2tivXLz48ZHWVs2xLYrH4AHpw9/Hzp8eFy503zDQSYzILcoMDTcgszoUVDkhiZOYBK8No5zgNDa3u474M5ejtsxu3Lh0cPqKHYLH4LCVky9ZFj4MGwezkiHt3Dl6/yvVKyG3nUtZ1Nw3DkJnIfCRWl6XFlN0WZV83hl1pVu5lcZ0iotHVsh/HT+7ffHH72psL9eWQ71icC4GLhUhmTmZKZlGmqZZ+NbYspa9m3NZ25frFh4esrnKWbUksFh9AD+4+fv70uHC584aZRmJMZkFucKAJmcW5sMIBSYzMPGBlGO0cp6Gh1X3cl6EcvX1249alg8NH9BAsFp+lhGzZuuhx0CCYnRxx787B61e5Xgm57VzKuu6mYRgyE5mPxOqytJiy26Ls68awK83KvSyuU0Q0ulr24/jJ/Zsvbl97c6G+HPIdi3MhcLEQyczJTMksyjTV0q/GlqX01Yzb2q5cv/jwkNVVzrIticXiA+jB3cfPnx4XLnfeMNNIjMksyA0ONCHz6bCskNNCxkLYIDAIDAKDwCAwCAwCg8AgMAgMAoPAIDAIDAKDwCAwCAwCg8AgMAgMAoPAIDAIDAKD+OMmCNwzU7MmVCNK2+1BV4Y4evv8xq0fPDj8WXoIFovPUkK2bF30OGgQzE6OuHfn4PWrXK+E3HYuZV130zAMmYnMR2J1WVpM2W1R9nVj2JVm5V4W1ykiGl0t+3H85P7NF7evvblQXw75jk+Hku9yIL4Q/L7EoMS850QBgQKDwCAwCAwCg8AgMAgMAoPAIDAIDAKDwCAwCAwCg8AgMAgMAoPAIDAQlgxiZhmUvJdEmWqNYVVb68owJdtdza9cv/jwm6yucpZtSSwWH0AP7j5+/vS4cLnzhplGYkxmQW5woAmZT4RlBiNhK2WsFGlZpEFgEBjksJBlIWMhYyFjIWMhYyFjIWMhYyFjIWMhYyFjIWMhYyFjIWMhYyFjIWMhYyFjIWMhgxpMzLzCBfco0WgZMqJvdQD61XT09ls3vvbDB7/8dVYQLBafpYRs2brocdAgmJ0cce/OwetXuV4Jue1cyrrupmEYMhOZj8TqsrSYstui7OvGsCvNyr0srlNENLpa9uP4yf2bL25fe3OhvhzyHZ8IJU5kEIQVOKwAZCBF4gkbEicUYmV1MhYyFjIWMuiZtcUAACAASURBVBYyFjIWMhYyFjIWMhYyFjIWMhYyFjIWMhYyFjIWMhYyFjIWMhYyJpoCCGYpg5IvSKVOtetXtU1dGSZ7O9b8yvWLX//brK5ylm1JLBYfQA/uPn7+9LhwufOGmUZiTGZBbnCgCZlPhGUGiy8kJEowJDMlf5yD94JPhyY0QpAbcgUBSYzQIEJ9mwpkv6pHb79142t/+uCXv84AHYvFZykhW7Yuehw0CGYnR9y7c/D6Va5XQm47l7Kuu2kYhsxE5iOxuiwtpuy2KPu6MexKs3Ivi+sUEY2ulv04fnL/5ovb195cqC+HfMcnQgmNmWTCBETS8YXAcoqJTDAkBNGnCp8ICwJCTkAk75lZdNNUS7/aTdn1Q0uPY52+cv37vv63WV/lLNuSWCw+gB7cffz86XHhcucNM43EmMyC3OBAEzKfDPPHKPl9yR9JzggIPhUTMeIg93EPAUmcQkKEhjYVNPWrevT2Wzd+4qu/ePjXWEGwWHyWErJl66LHQYNgdnLEvTsHr1/leiXktnMp67qbhmHITGQ+EqvL0mLKbouyrxvDrjQr97K4ThHR6GrZj+Mn92++uH3tzYX6csh3fCKUkIiZCRMQSccfCIMcTr5gZVNayadBjpKBAyfvJe8lsyjUSr+iJWWwPW7rdOXHv/SNb7L+KmfZlsRi8QH04O7j50+PC5c7b5hpJMZkFuQGB5qQ+VSkNSEzs3gv+P9LZP6QBcEnQg1tIch93ONAExpRgwj1bSrQ+tXu6O23bvzkn/nFX/45VhAsFp+lhGzZuuhx0CCYnRxx787B61e5Xgm57VzKuu6mYRgyE5mPxOqytJiy26Ls68awK83KvSyuU0Q0ulr24/jJ/Zsvbl97c6G+HPIdnw6lxRfCzAIimYn3gjNaxxY1Pg1ykMIByXvGoGSmwlTp17SJssa529Z65cb+N36F9Vc5y7YkFosPoAd3Hz9/ely43HnDTCMxJrMgNzjQhMynYiJGmCAgcAHhgOCPJEowJO91fEKMtlDIPdzjQBOxRRMQGtpUIPvV7ujtt2785J/+m4f/OQMEi8VnKSFbti56HDQIZidH3Ltz8PpVrldCbjuXsq67aRiGzETmI7G6LC2m7LYo+7ox7Eqzci+L6xQRja6W/Th+cv/mi9vX3lyoL4d8xydCWJjfJ77gsIAAEkGYMAEUT9FOycYnIkBCAYlBxkAyi8JU6de0ibJ25jjW6cqNL339V1h/lbNsS2Kx+AB6cPfx86fHhcudN8w0EmMyC3KDA03IfCom4hQ1LCi44A4KFn9IhgklmJk7Ph1KVHGQG1wg0I7YoglHRGlTgexXu6O337rxk3/mb/7yIwboWCw+SwnZsnXR46BBMDs54t6dg9evcr0Sctu5lHXdTcMwZCYyH4nVZWkxZbdF2deNYVealXtZXKeIaHS17Mfxk/s3X9y+9uZCfTnkOz4RIhUpwgmIlPljwoQVuGsCSucpphFPfCIURBB8IZk5mcmo89TUr1qburKeMsdxN1358e/9+iGrr3KWbUksFh9AD+4+fv70uHC584aZRmJMZkFucKAJmU/FFBrRhAsuuMM9FBwg3jNKmJBh4r2CxSdCDU048B7umamiU6LiCPVtKqj1q+no7bdu/MRX/8bhz7KCjsXis5SQLVsXPQ4aBLOTI+7dOXj9KtcrIbedS1nX3TQMQ2Yi85FYXZYWU3ZblH3dGHalWbmXxXWKiEZXy34cP7l/88Xta28u1JdDvuMTIaYIIJwiRWJjcPJdChAuBLhYQPIpaQq+ECQgki9IpU6161e1TV1ZTc5xW9uVH7/48JusrnKWbUksFh9AD+4+fv70uHC584aZRmJMZkFucKAJmU/FFKqQuOAOCu5xQIeDmRISNUhI3gveC0gISAhICEgISAhICEgISAhICEgISAhICEgISAhICEgISAhICEgISAhICEgImFCDINd4gESVOEUTEBraVCD71XT09ls3fuKf/Rv/09dZQcdi8VlKyJatix4HDYLZyRH37hy8fpXrlZDbzqWs624ahiEzkflIrC5Liym7Lcq+bgy70qzcy+I6RUSjq2U/jp/cv/n/sQc/P3al953f35/v85xTt26pWtVNifZUS5bs6cyYkwmi1hgeEAiSTcBkMfQgrHEWs+CCICZwGo6BLJKtkYZBZBUghA3DWWTRVpCYfwnX4SIBSDemxkPZZZOyydtVdc85z/eTe6urRfWP2CNEDC6h+3o9uXHt2f543OcLNoRIRYpwipQTTCYknzIoWAsQEanaBAQkBCQEJAQkBCQEJAQkBCQEJAQkBCQEJAQkBCQEJAQkBCQEJAQkBCQEJAQkBGsCZMDBSspYGVGX01i7nXFq0fUtWS7H/Navv/Ov/hd2fpnPsy2Jra3/D3T36N7jR4vK1eI5K1oSy2QlyDkONCGzKTICSRCffHK2N3+rxM4nn5yKUkrHWqIEQ6JkxcFaQEJAQkBCQEJAQkBCQEJAQkBCQEJAQkBCQEJAQkBCQEJAQkBCQEJAQkBCQEKgCTVcyF1cUaKBOEfDTr87DDnrv/7y5cvaj+fjn/8H33v3Dz76LXagsLX1cykhW7YSHQ4aBCunz7l96/7J05ztCLkNrnU2DlPf95mJzGtilawtpiznKLtxbhhqs3I3q8cpIhplrHuxeHjn+pMb157tj8d9vmBDiMlZSmmtlUBdZRxYjswq08SnzCsKopsiICAhICEgISAhICEgISAhICEgISAhICEgISAhICEgISAhICEgISAhICEgISAh+EwYSLGSMmsWJdKiBCpn58tSuvHdf7p/9w/pf4WtrZ813T269/jRonK1eM6KlsQyWQlyjgNNyGyM1lratRRF6evO2KZp2fb2v3Z+emYh40gZK2UsZCxkLGQsZCxkLGQsZCxkLGQsZCxkLGQsZCxkLGQsZCxkLGQsZCxkLGQsZCxkLGQsi8lU5cxUOV2W0pnVzk+XptvfvfLJ+WK+G64v/tE//ub/9Ad3+RoUtrZ+LiVky1aiw0GDYOX0Obdv3T95mrMdIbfBtc7GYer7PjOReU2skrXFlOUcZTfODUNtVu5m9ThFRKOMdS8WD+9cf3Lj2rP98bjPF2wIQRdAG4bWWkRM0+SJvi+l6yAxGGTMBaGKgo1hRUKwkjIoMZBGKsWJS40op2dLlW5899ffuvOH7HyXra2fNd09uvf40aJytXjOipbEMlkJco4DTchsjCildLWN05Tj8vzUInDtawksZEwIDAKDwCAwCAwCg8AgMAgMAoPAIDAIDAKDwCAwCAwCg8AgMAgMAoPAIDAIDAIrxWRCuWuKbMcgnTnG3f5r58ucdW+dD0t8vjj/i+//2rf/5z/6b8o+BFtbP5cSsmUr0eGgQbBy+pzbt+6fPM3ZjpDb4Fpn4zD1fZ+ZyLwmVsnaYspyjrIb54ahNit3s3qcIqJRxroXi4d3rj+5ce3Z/njc5ws2hDJzjAirZHRResoOUaw4Px+AMChLWiRQnGpgNkXQIjJSBqUMOFib0lFLNrKoxM75MBAx/MI/eedf/SH9d9na+lnT3aN7jx8tKleL56xoSSyTlSDnONCEzGYwnC1Pd+Y7Z5+8jE5npz/ae2u+0+nl6YsapDIcKSJrirBShJ0iTIowKcKkCJMiTIowKcKkCJMiTIowKcKkCJMiTIowKcKkCJMiTIowKcKkCJMiTIowKcKkMphSEW03KYEzhtBZqinjr//mfLc76GY7bVz86JM/u3Hj137/f/3vqBBsbf1cSsiWrUSHgwbByulzbt+6f/I0ZztCboNrnY3D1Pd9ZiLzmlgla4spyznKbpwbhtqs3M3qcYqIRhnrXiwe3rn+5Ma1Z/vjcZ8v2BBKaEiUnWXTYlKW+ZL+xdk433srFThQFqfsIGtOfTqcbIYUY4QFpAzKMJBAJtHVlqQVXbccJqksr/zqv/fbf0T/LltbP2u6e3Tv8aNF5WrxnBUtiWWyEuQcB5qQ2QxW1t1yPizG8ZNfv/69aXrZOMt2+sn5y715b6UcJuRqihwGkVbKWMhYyFjIWMhYyFjIWMhYyFjIWMhYyFjIWMhYyFjIWMhYyFjIWMhYyFjIWMhYFpMVarumiLSadOaYdvuvtSzhuaJmOz8dTr73/e/81m//y9gBsbX1cykhW7YSHQ4aBCunz7l96/7J05ztCLkNrnU2DlPf95mJzGtilawtpiznKLtxbhhqs3I3q8cpIhplrHuxeHjn+pMb157tj8d9vmBTTNBw0u0tmH2Su/Nf+O7snXefnWukn9RBACLDGTTIYAKzGWTCEiuWQRlOLrTW6s5sak4TXT9OaWv8+i/98r/4bylX2Nr6WdPdo3uPHy0qV4vnrGhJLJOVIOc40ITMZrCmsuu/fP5v3v32N37/D/77b/8K00jdgQLiksFgMGsCsUEEhuSSIFjJgaiQnH9C16OCi8vMEGxt/ZxKyJatRIeDBsHK6XNu37p/8jRnO0Jug2udjcPU931mIvOaWCVriynLOcpunBuG2qzczepxiohGGeteLB7euf7kxrVn++Nxny/YFBNtzIm2Oz+Lt9r+4du//p/yH/5HxB79AdqBisAJiY0SJRulsWYgwfxYa9QCIqFUCNLUfeo3iT22tn7WdPfo3uNHi8rV4jkrWhLLZCXIOQ40IbMZrKHuTz/8qz9991vv/G//+4dfv8IwQtDvZuY5Kw4oZIfBrAnEBpFBJJg1QRhyGHK209FoE6WHgDg7O3+5O3sHKltbP48SsmUr0eGgQbBy+pzbt+6fPM3ZjpDb4Fpn4zD1fZ+ZyLwmVsnaYspyjrIb54ahNit3s3qcIqJRxroXi4d3rj+5ce3Z/njc5ws2hCd2zOm07Pae597p7uHf/49/g3/6n8FbdF9Hc6IHYeOEhIAAsYmMQcmnpom6w0ozXQ9Ba5SKAoKtrZ813T269/jRonK1eM6KlsQyWQlyjgNNyGwGaxj0N6P/5hf+3v7v/9HvXv171BnEBEtorBWo0OHArIkNooQGwhWzJtAICQXXswW7cxDL5XnpzmutMIPK1tbPo4Rs2Up0OGgQrJw+5/at+ydPc7Yj5Da41tk4TH3fZyYyr4lVsraYspyj7Ma5YajNyt2sHqeIaJSx7sXi4Z3rT25ce7Y/Hvf5gk0xEc3n6dneX8dbf737S7/yn/wm/+Q/R2/TvYVmjWouFS4lhEkRJkWYFGFShEkRJkWYFGFShEkRJkWYFGFShEkRJkWYFGFShEkRJkWYFGFShEkRJkWYFIaEYE280pIIVsYkgpWEgB7E1tbPnu4e3Xv8aFG5WjxnRUtimawEOceBJmQ2gzWhZdPL/mvDD/6Pe1fehcAxQgpMiAKBuaTEgdgkyVrwSnIpMJcETKwFBFtbP48SsmUr0eGgQbBy+pzbt+6fPM3ZjpDb4Fpn4zD1fZ+ZyLwmVsnaYspyjrIb54ahNit3s3qcIqJRxroXi4d3rj+5ce3Z/njc5ws2hLiQkMvu7X/dfvEf/LP/ivd/Ax1QZygAE421AiIhDAKDwCAwCAwCg8AgMAgMAoPAIDAIDAKDwCAwCAwCg8AgMAgMAoPAIDD/TpJXCltbr4XuHt17/GhRuVo8Z0VLYpmsBDnHgSZkNkU6xsbL2d7w0YMPrxxCxTSUIKhckLkwISAg2NraevMkZMtWosNBg2Dl9Dm3b90/eZqzHSG3wbXOxmHq+z4zkXlNrJK1xZTlHGU3zg1DbVbuZvU4RUSjjHUvFg/vXH9y49qz/fG4zxdsCMWkCDLyrNWDj3343s0PeP8o4yCiQ+BETERCB2KCytbW1pfo7tG9x48WlavFc1a0JJbJSpBzHGhCZlOkY2y8nO0NHz348MohVExDCYLKBZkLEwICgq2trTdPQrZsJTocNAhWTp9z+9b9k6c52xFyG1zrbBymvu8zE5nXxCpZW0xZzlF249ww1GblblaPU0Q0ylj3YvHwzvUnN6492x+P+3zBhlBMiiAjz1o9+NiH7938gPePMg4iOgROxEQkdCAmqGxtbX2J7h7de/xoUblaPGdFS2KZrAQ5x4EmZDZFOsbGy9ne8NGDD68cQsU0lCCoXJC5MCEgINja2nrzJGTLVqLDQYNg5fQ5t2/dP3masx0ht8G1zsZh6vs+M5F5TayStcWU5RxlN84NQ21W7mb1OEVEo4x1LxYP71x/cuPas/3xuM8XbAjFpAgy8qzVg499+N7ND3j/KOMgokPgRExEQgdigsrW1taX6O7RvcePFpWrxXNWtCSWyUqQcxxoQmZTpGNsvJztDR89+PDKIVRMQwmCygWZCxMCAoKtra03T0K2bCU6HDQIVk6fc/vW/ZOnOdsRchtc62wcpr7vMxOZ18QqWVtMWc5RduPcMNRm5W5Wj1NENMpY92Lx8M71JzeuPdsfj/t8wYZQTIogI89aPfjYh+/d/ID3jzIOIjoETsREJHQgJqhsbW19ie4e3Xv8aFG5WjxnRUtimawEOceBJmQ2RTrGxsvZ3vDRgw+vHELFNJQgqFyQuTAhICDY2tp68yRky1aiw0GDYOX0Obdv3T95mrMdIbfBtc7GYer7PjOReU2skrXFlOUcZTfODUNtVu5m9ThFRKOMdS8WD+9cf3Lj2rP98bjPF2wIxaQIMvKs1YOPffjezQ94/yjjIKJD4ERMREIHYoLK1tbWl+ju0b3HjxaVq8VzVrQklslKkHMcaEJmU6RjbLyc7Q0fPfjwyiFUTEMJgsoFmQsTAgKCra2tN09CtmwlOhw0CFZOn3P71v2TpznbEXIbXOtsHKa+7zMTmdfEKllbTFnOUXbj3DDUZuVuVo9TRDTKWPdi8fDO9Sc3rj3bH4/7fMGGUEyKICPPWj342Ifv3fyA948yDiI6BE7ERCR0ICaobG1tfYnuHt17/GhRuVo8Z0VLYpmsBDnHgSZkNkU6xsbL2d7w0YMPrxxCxTSUIKhckLkwISAg2NraevMkZMtWosNBg2Dl9Dm3b90/eZqzHSG3wbXOxmHq+z4zkXlNrJK1xZTlHGU3zg1DbVbuZvU4RUSjjHUvFg/vXH9y49qz/fG4zxdsCMWkCDLyrNWDj3343s0PeP8o4yCiQ+BETERCB2KCytbW1pfo7tG9x48WlavFc1a0JJbJSpBzHGhCZlOkY2y8nO0NHz348MohVExDCYLKBZkLEwICgq2trTdPQrZsJTocNAhWTp9z+9b9k6c52xFyG1zrbBymvu8zE5nXxCpZW0xZzlF249ww1GblblaPU0Q0ylj3YvHwzvUnN6492x+P+3zBhlBMiiAjz1o9+NiH7938gPePMg4iOgROxEQkdCAmqGxtbX2J7h7de/xoUblaPGdFS2KZrAQ5x4EmZDZFOsbGy9ne8NGDD68cQsU0lCCoXJC5MCEgINja2nrzJGTLVqLDQYNg5fQ5t2/dP3masx0ht8G1zsZh6vs+M5F5TayStcWU5RxlN84NQ21W7mb1OEVEo4x1LxYP71x/cuPas/3xuM8XbAjFpAgy8qzVg499+N7ND3j/KOMgokPgRExEQgdigsrW1taX6O7RvcePFpWrxXNWtCSWyUqQcxxoQmZTpGNsvJztDR89+PDKIVRMQwmCygWZCxMCAoKtra03T0K2bCU6HDQIVk6fc/vW/ZOnOdsRchtc62wcpr7vMxOZ18QqWVtMWc5RduPcMNRm5W5Wj1NENMpY92Lx8M71JzeuPdsfj/t8wYZQTIogI89aPfjYh+/d/ID3jzIOIjoETsREJHQgJqhsbW19ie4e3Xv8aFG5WjxnRUtimawEOceBJmQ2RTrGxsvZ3vDRgw+vHELFNJQgqFyQuTAhICDY2tp68yRky1aiw0GDYOX0Obdv3T95mrMdIbfBtc7GYer7PjOReU2skrXFlOUcZTfODUNtVu5m9ThFRKOMdS8WD+9cf3Lj2rP98bjPF2wIxaQIMvKs1YOPffjezQ94/yjjIKJD4ERMREIHYoLK1tbWl+ju0b3HjxaVq8VzVrQklslKkHMcaEJmU6RjbLyc7Q0fPfjwyiFUTEMJgsoFmQsTAgKCra2tN09CtmwlOhw0CFZOn3P71v2TpznbEXIbXOtsHKa+7zMTmdfEKllbTFnOUXbj3DDUZuVuVo9TRDTKWPdi8fDO9Sc3rj3bH4/7fMGGUEyKICPPWj342Ifv3fyA948yDiI6BE7ERCR0ICaobG1tfYnuHt17/GhRuVo8Z0VLYpmsBDnHgSZkNkU6xsbL2d7w0YMPrxxCxTSUIKhckLkwISAg2NraevMkZMtWosNBg2Dl9Dm3b90/eZqzHSG3wbXOxmHq+z4zkXlNrJK1xZTlHGU3zg1DbVbuZvU4RUSjjHUvFg/vXH9y49qz/fG4zxdsCMWkCDLyrNWDj3343s0PeP8o4yCiQ+BETERCB2KCytbW1pfo7tG9x48WlavFc1a0JJbJSpBzHGhCZlOkY2y8nO0NHz348MohVExDCYLKBZkLEwICgq2trTdPQrZsJTocNAhWTp9z+9b9k6c52xFyG1zrbBymvu8zE5nXxCpZW0xZzlF249ww1GblblaPU0Q0ylj3YvHwzvUnN6492x+P+3zBhlBMiiAjz1o9+NiH7938gPePMg4iOgROxEQkdCAmqGxtbX2J7h7de/xoUblaPGdFS2KZrAQ5x4EmZDZFOsbk5c7e+R8/+L13DqFiDWAIKBAyn0lIFBAYBAaBQWAQGAQGgUFgEBgEBoFBYBAYBAaBQWAQGAQGgUFgEBgEBoFByVcL/n+VfIXgb2cQm2fiUrAW/CSDwLwi3nzJVwu+WvJK8HcxCAwCg8AgMAgMAoP4u5ivIP42BiVrySW3zBIdDhoEK6fPuX3r/snTnO0IuQ2udTYOU9/3mYnMa2KVrC2mLOcou3FuGGqzcjerxykiGmWse7F4eOf6kxvXnu2Px32+YDNYMUYR7vJ8ql//0zz8Bzd/i/eP0AGlQ4kTxUQkdKRIqKwYBAaBQWAQGAQGgUFgEBgEBoFBYBAYBAaBQWAQGAQGgUFgEBgEBoFBYBAYBAaBQWAQGAQGgXlF/G0MShx8SmAQGAQGgUFgEBgEBoFBYBAYBAaBQWAQGAQGgUFgEBgEBoFBYBAYBAYlNEgIViwICL5AXEjWgk1jvoL4MfOKuGAQGAQGgUFgEBgEBoFBYBAYBAaBQWAQGAQGgUFgEBgEBoFBYBAYBObCxOcEYs2hu0f3Hj9aVK4Wz1nRklgmK0HOcaAJmU0xobHp5Wzv9AcP/seDQ6igU0go0EHFrJk1AYnAIDAIDAKDwCAwCAwCg8AgMAgMAoPAIDAIDAKDwCAwCAwCg8AgMAgMSmi8EqwJAoIV80Xip2O+gjA/lpCsGRDiUrAWfMp8kUmTWNEguKAVxGdsMp2ZkiJCwgZjs6JAQuIn2bSG3SJKBG0aS1FEsBZcyMyIsJmmZrusCYMSlpAQEFAgcPBjBoFZE5fEmywhuWQ+YwQBweeJhOSVgOCCk9ZYiSCCT1kkBCQEJMikKJAQ0CCMRbAm8wU2rSGBkYjgx2wUrJkvEhcSJTRISAiIlpTocNAgWDl9zu1b90+e5mxHyG1wrbNxmPq+z0xkXhOrZG0xZTlH2Y1zw1CblbtZPU4R0Shj3YvFwzvXn9y49mx/PO7zBZthinpedqzcbWdjeeu4/eI/vPlf871/ThwQHUrcUDR1BjEWwB0rBoFBYBAYBAaBQWAQGAQGgUFgEBgEBoFBYBAYBAaBQWAQGAQGgUFgEBgEBoFBYBAYBAaBQWBeEYgV84pYSVYMJBmsKBAYBAaBQWAQGAQGgUFgEBgEBoFBYBAYBAaBQWAQGAQGgUFgEBgEBoFBEyygYUHFBfdQIFgRawKBEpK1gGBzGMwlcSFZC8SKIcGQEFDNmkFgEBgEBoFBYBAYBAaBQWAQGAQGgUFgEBgEBoFBYBAYBAaBQWAQGEi8hAZC4EABgQShu0f3Hj9aVK4Wz1nRklgmK0HOcaAJmU2RaGx6Ods7/cGDeweHUEGnYKhQcMVgLok1gUFgEBgEBoFBYBAYBAaBQWAQGAQGgUFgEBgEBoFBYBAYBAaBQWAQGCKhQUJwSawFBCvmi8RPx3wli5+QkAkBIvic4EImEVwylwSkSRGJc2qJg0LILVEJSaEACxkLGYNMgoBAxuLskzFqdKWoEGAhg7iQEEBm+oKkUgqfN45tGE739npICAgoOPiUeUVAcikQb7JkLVkznzGCgOAzCQFiJfmiaK2VUviMzfJ8mtowm3cOhyNFmBRKJQRYpYBFQEKATYjW3FqTVEqJAPOTbDJZESiQQGDWzBcpIVGD5FK0pESHgwbByulzbt+6f/I0ZztCboNrnY3D1Pd9ZiLzmlgla4spyznKbpwbhtqs3M3qcYqIRhnrXiwe3rn+5Ma1Z/vjcZ8v2AwZcVZL2LM8G8tbx+0X3/tnH/D+fwFvUyoyJIqmrkEwFRAV8wYza2LFIlkziLUCGEgMBgKB2BiJTmGCiguuuODgU2JNIFBCshYQbA6DQXwFYUjWDAkB1WwWT9BYC1YkHAgI3T269/jRonK1eM6KlsQyWQlyjgNNyGwMK5OXs73zH/zJ7x68CwWioYRiQsma+RyxQYK/g3lF/NTMmrhkfpLFF8h8kRISZ3oax3GaBsiu6/q+B718edr1s9nOLq8EKw4EBoExuJGmFhAYg4yFAIEhwCAwLZsbkLXr+JTXFIESaNNkG1JSKQWJS5UV84pYM2tKSNbMpQLBm8usiQsJySthgs+T+SIlJBjaNE2tjZJrrREBgjCIMAgMIgx2oghkEBiwTIMWCn5CZhuGoVyIKHxOsCYIXglWzCUlryS4ZZbocNAgWDl9zu1b90+e5mxHyG1wrbNxmPq+z0xkXhOrZG0xZTlH2Y1zw1CblbtZPU4R0Shj3YvFwzvXn9y49mx/PO7zBRtCE2qQNKj1z/Ldb938bb73m8Q7lB0kMFEGIkFQQBC85QB1oQAAIABJREFUwWRWLBIMyecUCJBZM4gViw3RYIJkLUAgCJAJkEFgECghWQsINoMh+QrBmyGhgVkTa8GaIEB3j+49frSoXC2es6IlsUxWgpzjQBMyG8PKxiezvdM/fvC77xxCxWoooUDIYDCXxJrAIDAIDAKDwCAwCAwCg8AgMAgMAoPAIDAIDAKDwCAwCAwCg8AgMAgM4quJn53kUvBj5lMWl8yKAIN4RQkJhoSEBENCslbwLlRMG6ZMIqLUIKCxJhCXzFcQlxoEiC8SP2bTmiVHoMKFBHMpoeCKQVwSn0lIvkJA8OYyGATiQrKWEIBZCT4jg1kTryghoUGyluD0aDeozmpKIEKBUJHEpcAgMGlI2610hhyG5TRNEfR9H1GA1oZSKhicTshMWms7/R4EXxQgVlwRmDVDANlyLNHhoEGwcvqc27funzzN2Y6Q2+BaZ+Mw9X2fmci8JlbJ2mLKco6yG+eGoTYrd7N6nCKiUca6F4uHd64/uXHt2f543OcLNsUEIwZDjaf57cObv8P3fxN9gzpjRTSxBEOBgAKF5E0VGAxixSJZM2tiLUCAwawFkGyGiTiDCYK1gABBAUFAMQIE5pLYKIbki4I1AQYSEpsVgQTBZmjEEhoEa4U1gaCA7h7de/xoUblaPGdFS2KZrAQ5x4EmZDZFWlPTYrZ3+scPfu+dQ6hY59Agkhp0gAwCEhIwCAwCg8AgMAgMAoPAIDAIDAKDwCAwCAwCg8AgMAgMAoPAIDAIDAKDWKkYDOKLxGeSS8la5aeQkLwSEHzKfI5ZExeSteRTMittREJmxYaGhGdedhgFFDCfY5hYLlkumSbahM1yOQJaCSTFmiS++U0+ZWMTAQWC81N2ZqiyJjxhoyAzo6SKkJFZySkdETsGxGeSteSCwIQIg8yaeLMZDGJNXEjWkkvBpWDFfF6ylm0YkCUBkhVBBC64smIQJDaCNFFYM2uGALMmEJcEJLbbqK5AQmLjiQgQF8yPmUuCgCqKCRmDDALRclmiw0GDYOX0Obdv3T95mrMdIbfBtc7GYer7PjOReU2skrXFlOUcZTfODUNtVu5m9ThFRKOMdS8WD+9cf3Lj2rP98bjPF2wIJTSYSKj7H/vbv3zzd/j+fznpgEqyljCwVqCDniWMvKEsXDEQCATiksVPMheMBmQ2xeyUOoJArAUICggCBAEyr4hNkjjBIAgILiUkNp4gccMJDYmoRLApdga65FKwFiAI0N2je48fLSpXi+esaEksk5Ug5zjQhMxmsNIaJ72cfe30B39y78q7UEhORSaCGnQQYmUCQ5qNUuTKl4nPJGvJKwHBv6uEBLMm1oK14FPmFYNAI0ysBQQWBAQ2KVYCzKWEBiZP+dFf81cnZ0///Ic//Ld//vxHf/MXPzwZpulscb44PTtdfHI+jG2cmpNsFjKEilCJQIT25rNup9/b3d3/+ltvf/3gnW9ceefg7fn+zvd+7Vd3dtnbo99BgoAAsSbWBM0oiUACLC4kJBiSSwUCArNmEALEG8xgEGviQkKyZl4Rl8yKxVpAYF4xl8zaRI4MS05PWSymxWJxenq6XI7TNJ2cnNjOhu1SSq2173dK5a2D+f5bu++8887bb89250TBxubsvO3tFwQCg2nTdDacfe2tXWNISEgwlwQVClRWDAYh0XJZosNBg2Dl9Dm3b90/eZqzHSG3wbXOxmHq+z4zkXlNrJK1xZTlHGU3zg1DbVbuZvU4RUSjjHUvFg/vXH9y49qz/fG4zxdsCGEhJ25Tfeexv/2rv/E7vP8vzrSrwkqAYWKtg0IWltBAYBAYBAaBQWAQGAQGgUFgEBgEBoFBYBAYBAaBQWAQGAQGgUFgEBgEBoFBYBAYBAaBQWAQGMSKKw5WBIgVcSH4SQYCEi2hgcAgMAgMAoPAIDAIDAKDwCAwCAwCg8AgMAgMAoPAIDAIDAKDwCAwCPqJLvmc4JJYC5BZMwjEJkk8shYgqIhLBhI3POGGJ5wElIoCBAaBQWAQGAQGgUFgEBgEBoFBYBAYBAaBQWAQGAQGgUFgEBgEBoFBELADwU8yn9Ldo3uPHy0qV4vnrGhJLJOVIOc40ITMZrDSGie9nO2d/+BPfu/Ku1BIDaZBQIEKBCspGqQJNohE5f9V8kpyKSD4KSQkXy1YcfApgxKdwgQBBVfc4cBgMBiMB05O+DfHPzr5ix/93//nv/6rv/zRnx3/2x/+xZ8vXnwytSaHFUGYkENRi0rUrkYhjDNtgUGAFLLF+eknFm7ZnM4JqZYSNV8Of3nw9t7h4S9+69vvfuc77/7yr3znu9/99jevfv0b36RW6FgTJBgKVNAEhskkmEsFuqSyYjCYAAWIN5h5RUBCgiH5nGAtYWItcOAOggSDYaKNnJ/xo+ccHz978vhPf/jDv3zyfx0Pw3R2drZYLD755PTs7GwYhtbaTr8L2AYiarmkjIamUrS7O3vnysG3vnX4S99598qVt//9f/wPv/nNvSvfoPYQIC5VCBCQpsEECWatJBUKBCsmQKLlskSHgwbByulzbt+6f/I0ZztCboNrnY3D1Pd9ZiLzmlgla4spyznKbpwbhtqs3M3qcYqIRhnrXiwe3rn+5Ma1Z/vjcZ8v2AxWTOqAzuNZfeexv/2Pbv52+f7RKV0pCDojaKIAXqJs7DSCN1OAuGRI1swr5pK4JDZIB8qJbAiUkIS5VCCgQMVgLgnExkhIwNQGCclaQoCgQAElkDgJmmpjU3RMaud4QkCwFlBQQOju0b3HjxaVq8VzVrQklslKkHMcaEJmM1hp5cTL2dfOf/An/8OVQyhk2DQICC4EayIB86mAhICEgISAhICEgISAhICEgISAhICEgISAhICEgISAhICEgISAhICEgISAhIAUCeaV/4c9eIG29Lzr+/79/Z/nffflXGY0MxqPLpawwBcZhLHBl0FgwAkytvFNMjGioIWFQltSsojpalbi1XQFmioNTejCa5WShkuTsIqJuZR7wBgMBntwjI0trpqxrtZoRjOjM2fOOXu/7/s8/3/3Hh1rLJtSO5Wyjog+H7HL+MsZ/zEcnKVgydllhMDY5WgAJzIkIuMQ4BCcvI8/+uj9d3387ns+8eBDnzz9yOlHt85vT5u1CJnltm3Ho2lKqRQvpRImJSkJk1JEABGRswUejkcNBwVLLskMMPAF5CIp10jbJbp+mO/sbPXDLOVYX19dWW2v+8Jrn/OcZ3/Zi7/kS77kuUeuAmMhKpqAOTgElKCyJDBonMxCQECAMCHxNBYsiYscHAKcJQdjyXhMsCsSGA4BAc5H/uDcPSce/qOP/tmf/9m9px/emM36oY8osTJZIywiALOcUso5m1kpDkQEEM4uBRYkwEvpu37e9zvVe3BZPXLF5c9+9lVXP/vI85//vBe/5Iuf/3zUQobEkkCEgAEKFzkGCTKfYrj7kKwhjArGws45brv5nacf8vFIKGofOY+HvrRt6+4oeIqEkudqxdMceTNMA/pcQz7xHEMxs0oa8optHbv96Imbrj+7Ntzf+iZ7hKyoAc8+9PnAca564Td+Ny95c6eVlEiBAihgMOAdskirPU9jYlewK7jE+UwGYq9oQaUjBuTIEcgRYGCQoIWGgGCXQOwZDhUIUsUqBDgEuxIYJDBQsNCLYK9oQXUTHxAgZGCQkEHWHbfcefyurczhFFMW1GGds2D4lDBUULA3BLTj0ZmNk0euGv/vP/q9V3wBZLpCO6IGBBYsKEAIQgR7iZDmooC4KFCEpCSs1kgpbW/PRqNRznk26yaTEZ+nYCkc8GBwr8kwE7uMUrGMBKJ3UkvFe2wEwdZZPvqH9/3Zn977/t/90NlHts+c3urmPhmvTyZrpqbWSJEsAGMhxJKBEQZiyVgI4zFycDBwMHCWggU5YchZcjBXCRtCFTk4OKrgaNi8cM6jb9t02YF9z77myhtu+OJXvOJlL3zRymQfZBBlwGNox4IYSpdyO593pDxqJkDXIaPNmBBPYwEexZAUEKX2gpQyEUhghKgsKYGYQwaBc/K+cuyDHz32gY9+4sQn77/3lJgqxqZRsolZY2olw6VgVxiXGJeIi0IEoGDJUYFABTwoUPphPptteZQDB/Zdd911V1xz8NZve92V17C+H0Sp5BEID5d5jYJMGFip7iibsty9JmsIo4KxsHOO225+5+mHfDwSitpHzuOhL23bujsKniKh5Lla8TRH3gzTgD7XkE88x1DMrJKGvGJbx24/euKm68+uDfe3vsnekY2dbRYm+z9Rjlx389t50ZvIB8Gg4BUcGRSiQ4atVmX2vKFEkwWUSkQ0WVwUNcwkEYF7AGaScC4JlhwMxB6SAnwgCnLqAEHbgNehT80YEmRIhBEQIBCIPaNQdrBAGWVIQa5QAhMBAgOBBYjHOHtFAnwOFXdqkDMetUZqR1jSHbfcefyurczhFFMW1GGds2D4lDBUULBX+FD7vm7uP8iP/pv/4cg10IIRgmApULBLIBYCBAGCAEGAIEAQIAgQBAgCBAGCAEGAIEAQIAgQBAgCBAGCAEGAIEAQIAgQIKCDgSWxZGBgoFojpcadBROlkDOIz4sHCwYIcHAI8Pn29ng6hQQijACMgTojJbY2+fjHH/6t977/Q3/wkVMnN2qxA5cdGXqGHjHKeZRsFIGXasgIQiwZS8ZCGIhdxkIYC3JwMHAuCRbkhCFnycEcQhYCHBw5BCpQmzaG0g3DvNS+lM4S6+ur+/aPX/zy537Zl7/wZS9/4cFngcBAVCdlAgeGGJISGOBBlomnL++Geds0gnm3I2nUjoC+G9p2XLrBSzR5oiQeE1B56B7e99t/cOzYfzh+973nzl4YesRoZXKAaMRItJBEkpLC8OAS8bgwLjF2WUCIJTk4OKrgpXa5IWcLyjB0tQ6SUlM2Z6euec6Rr/mar3rNa7/uuS8Eozp9ZTLFoXohYVxihLsnawijgrGwc47bbn7n6Yd8PBKK2kfO46Evbdu6OwqeIqHkuVrxNEfeDNOAPteQTzzHUMyskoa8YlvHbj964qbrz64N97e+yV7hJOg7AtLoE8OR6970Pbz0Ld18OlpfJyAqGEosRMeCjcDY88KRsRQLkrFLzi4HI1iIUtRk/hLGQrCHVJCTWAgccIJPMSSMMAIcDARizyhEBxVZDKXUCDVmDUopZ+czGQgI9gox74Zm1PBEwZLuuOXO43dtZQ6nmLKgDuucBcOnhKGCgj1C/WjsedxF3vi3P/1PVw/iClk/1D7nEZEJE0vC0QAepBAKQigIoSCEghAKQigIoSCEghAKQigIoSCEghAKQigIoSCEghAKQigIoSCEghAKQigIoSBEhEdUlowlLZHMctcNo1FDMAzRNKqVlEB8XoIld2qtRDVDeETkPCKMgAEcDAwqf3yM9733Y7/8y7984sQ9k8nKZZddJvL29iyntmlGTTNKlmNJESFFuFuwK4xdxpLx6UI8RkEIBZc4Sw4GzoKcMFcOnxKZBTk4cqioRDgqZlhSKf18vlN9UArZYG1cedXhr7zxpV9/0ytf+KWQqUE/0E6w7NA5Q6H3KLVopTkgGp6uvCuzNmegeEkyUwaVPqiWm0QQc9RCcP40v//+j//MT73/9MOzRx55ZOjraDSeTldH7aRpRjs7c0JgEeKicAEK8ZmMx4WxZHxKkHiMHAIcOXhuFFHBUYCX0ndd19fZeNy4lb6fTVbSS1/2pW+8+TWv+MqDecIw0IwJA1Fq6cpMIqU0So27J2sIo4KxsHOO225+5+mHfDwSitpHzuOhL23bujsKniKh5Lla8TRH3gzTgD7XkE88x1DMrJKGvGJbx24/euKm68+uDfe3vsneUQeS8IG88qBdc/U3fS8veC35WSFzlioM4JAgQwuEg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOB42CA4QUlFGBR+krkJgFei4VIRkCtZPHZZERiycDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcDBgE4MLAVU6AcUkbMmhiBBBsJxwBEoI/YMH/pZyjJrwNllhFiQgQVLDgGCFICDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOFOO+EYVAgg4EHEi3ojlvuPH7XVuZwiikL6rDOWTB8ShgqKNgj1O3MTzXjWeTNX/n1H5seglTQAA4tJMIILnI0IAcDY68QkSOIYEFC4nF9H20rYBgwIyVqJWU+L9Ux4zHiooCAgaEng1oIPnmi/7Vffc/73/exD3/w1Mr4ytXV1aZNfpEZOeednZ2UZGYRUb1EREpqUi6lGJ8Sxv8H8ZmCx8m5xAGPEXU9aFly5ODIIcCRS5GSpSzwiAC2t7fNqN5vzR71mL3ghue89dbXf+MbvyhPIDE4qR1EH8yFQxJr0PB05UENqhCY0DAEnppkBHVOEmTOPshv/Prvv+c9v/2Ju8+oHBm6ETAej9u2HYZ+Npt1Xbdv/xoQUYGICkQEkMwI4wmMS4zHhLgoZIQhZ5dDIB+NmmHohtJHRM7WNI0kcHe2ty+kHLm1s+ceHtj+2q87evM3ve7rbroCA6OCQ8ohAqqguidrCKOCsbBzjttufufph3w8EoraR87joS9t27o7Cp4ioeS5WvE0R94M04A+15BPPMdQzKyShrxiW8duP3ripuvPrg33t77JHiEjZXJittGV5oF01Re9+e/yZW/uy1q7sgY5YIAOHAwaGANReJqqdcCb3ABl6HHPzQgcnAA5j1GwS0SLxB4h68NCBDgElwgSJEigcMKJQGAJjL2hQgEHQYYEUTsvnYI0asBYSsgCqyBI4eDsEcpzGFjqB0YNxlJABt1xy53H79rKHE4xZUEd1jkLhk8JQwUFe4S68bjrhrPtZP7uX/ih0UFI4HMENiYgINglwJEhCBAECAIEAYIAQYAgQBAgCBAECAIEAYIAQYAgQBAgCBAECAIEAYIAQYAgIMBZiAAhsSSWxJLYJRYikPi8zPtu1I64SEDghdqRhTI4d31o5xd+9td+93c+ePbMZpsvWxlfW4fG3c2UkmRR61DqMJmM3ItHca/gspBCSuECY5fzGeQsObuMMDAucRbkXOI8LlrqKtGwIGcpWPLRuCmlDENX6gCYseDOeLQy9DXlaCfZvd/pNpTm4zVe+/pXvfaNX/OFz1Mktna2V9da6Gf9bNruh8zTlQe1Rg0npSaqlUGNYWLYphnzyAP8/Lt/55f+719/8IFT4/HqyuQw5bI6tEHNOUtEVEvkbPNuBgU5hBQsyFmQwHgC43EhdhkXKYwncBbkpRQzpZTMDPBPmc+76XQKMdR+PMmjSbNx/tR9D939xptf8023vvGrvuZACfqBySqI2Xw2HTfVa7KGMCoYCzvnuO3md55+yMcjoah95Dwe+tK2rbuj4CkSSp6rFU9z5M0wDehzDfnEcwzFzCppyCu2dez2oyduuv7s2nB/65vsDW55RjtuR2w/Mo/R2cmzr3nDf8UNryYdYkksqMWmgYkFJwZwni4ikLhErhTIQIBXamBAgEMgZ8lZkINBA8ZeUSk7JEGir9XGqZ0EeWvWTyYtIDAQCwWCpQTG3tDBBRggYAITaCAxED0R4CzIoEEWJOFQCWePCIcAxx2HJhNCBoZMd9xy5/G7tjKHU0xZUId1zoLhU8JQQcHeYOGj1i5sn778yOh//Kd//8rrpEzKpJb5DAKCBQsQYimEg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgQchquOOjJRZqE6p9MP8qqvHCA/MCEKKBSnxefBgwcH6oSTanKGCg/PB3z71M+/61WMf+KOtDZ+M96+vXT4Z79vcmKXUmFlE9SjuBZABHlGRpyUDr7WW4slaMJacBTlLwS5nQc5jwiCxEIacS4Il53FywsCIEZHY5XxKRFhSRLh7SmqaRlKUIFLXDbUOedSa0dd59blyPy+b+w42f+PrX/HWb339tdexsemWh7V9I/G05rNuZzwag5VCk4yACs72o/zoj/zau3/ql7qZHdh3pAwpPK2vHbyw2RM5JaWUaq1D6SJqbpJ7AZeFxIIUgKQazhMYjwtxiXGRAuQshPEYOVBKyalNKQG1VncHElpf37+xsQGsrK90XXfm0dOTSXP1tYf/5C/+yNr+Na975d/777710GE2t5l325cfWRFefUjWEEYFY2HnHLfd/M7TD/l4JBS1j5zHQ1/atnV3FDxFQslzteJpjrwZpgF9riGfeI6hmFklDXnFto7dfvTETdefXRvub32TvcHVbHo7GqVm+7Taydbk6n2vvJnrjrJymNoTQTgybAyZcBYE4mlAwh0JMyKolZRoJlQYAoPRGIL5jGHAQICDQyAHR4BBQsYeEQPsMMrUzFaPVth/Be06mqAGGSJYctxwQBgYe0MPW+AwgRHk6Nh8mNmjqCMFURDIIKGMMgtRwNkjolLnCBzalnaVeUcXTPexul933HLn8bu2ModTTFlQh3XOguFTwlBBwd5gdZRi/fTp02v747rnXz6vZ7pyfj5c6Pt+ZXoZ0RANmMJRFSXkYAGCAEGAIEAQIAgQBAgCBAGCAEGAIEAQIAgQBAgCBAGCAEGAIEAQIAgQBAiqzK2p7h69pZpyBPN+2O6HC3//H3zPq7/hBiW6ntGYvp9bipwyJDA+V14ZHI8apiarIbhwlgfv3/jBH/iRB+85d+qTs2zrB/ddO2739ztsb19YWa+l7gzDICnnnFKS5JVhGACzbBcBvlAVGoEg2OXIwVlQgLPk7DIigRGGnEucBQWXOBi4UfjLlFLatjWzWmu4zCwiSu2blGutEbLUmJpK1HCnDGXm1u1059YPjt7wpr9529v+5uWH2dphdR8YT1/dMM/N2IBAQTfj+J+cvetjn3jn//p/JF+NMlKsTNp9bV7rtuv5zUevuHJ/1++UUoAIFnLObdvO53OR+BQpAS6cyhMYjwvjErEUwi2cJWOXASmlcNy91gqklJpm1DTpzCMPr66uStqZd23brqyvzfvtR86eOnLl/q35uY2thw5ftfZffNubb3vbV2NsbdfV9VS9S9YQRgVjYecct938ztMP+XgkFLWPnMdDX9q2dXcUPEVCyXO14mmOvBmmAX2uIZ94jqGYWSUNecW2jt1+9MRN159dG+5vfZO9IZSHPGmzs3GGzEan5soXnG2uiDTNZXPkXesDUNQ4lsJDDGYuY89zd8DMJJVSaq2j0Wi8ur566Or7Hnh4c+PR9enq2mQ8zHZi6NommQ8oLBw5OLiLEJUcMvYGixJl28yi2TfkfUN7YHL5Fx65/uV8wZdga9gIG4VRoUKAIENizwinzLGeOmPnjP/5H9738d/vz9y7ws40DcZggQsnVeWqHAKcPcPCx1QvtZKjnc4ZPbJdbOXQ4eu+5MpXv1F33HLn8bu2ModTTFlQh3XOguFTwlBBwd5gdTTJV2xsbF7+rNWzGw9emJ9e3z+yHPO+yxoFjSIThhxcVPCQsWcEVPPBB2Mge0ry6Obdha6c+Z633/4d33kTRg1SYigDGprcEE0IQYAoXJJ5AgcHSrGcjICg9Hzsww+9+12/8Ku//L6G9Tbtn44Ptfmy2jXdnEbT6UqzuX1vM/KmaSJi6OtCSnkhXGDu+EINSTnnlEZ9CcKQsyvAWZCz5CwoeEyIyGDsch4nZ5eDgYOhavQQfJa+H0ajkZmVUrySc5ZUao97ykrWeqRwc5lXKqVtc/E+UumHzY0Lpw8fuezWW7/pW992w3gNMksCAQ4OBsZCcIn4TyHYJcDBWTIwPk3gwiET1IIcM+Y7/M57//zf/dQv/u77PnT1s75QPiFG+ISaiTarSQnX+aHsuHvbtjm3tUSt1T3MjDAwliwiCLmFmYWcx4RxifhMpnBULfgUYyEESIoQYGZARNQatQ5tgyW80pdKyJqcsoXKvNte3dfMy4XTZ+5b29/e9Oqvees3v/n6F41I1CAlliokCN85Z7fd8r+cfijG7UhhpZBTU/shj1qPylMnlDxXK57myJthGtDnGvKJ5xiKmVXSkFds69jtR0/cdP3ZteH+1jfZG0K20/ukkfU7rBlzfHzg5CzL2qnNR941PhheSS5LUYHBUjXkFuZyC3O5hbncwlxuYS63MJdbmMstzOUW5nILc7mFudzCXG5hLrcwl1uYyy3M5RbmcgtzuYW53MJcbmEutzCXW4jPJFcQwt1FWnAxDEMpPp1Om/1H2td+2/YffPTeP/7DdXUHJjlmW7X04/HYh4JcDKIYAe4isKoUQm5hLrcwl1uYyy3M5RbmcgtzuYW53MJcbmEutzCXW5jLLczlFuZyC3O5hbncwlxuYS63MJdbmMstzOUW5nILc7mhMm7Y3pkPmsRo/0Y37kaHnvfy1zRf+wbSAdI6aTUsD+AsCRIkdoml4AnEY5zgIkN87oIl4YSzZMh4TACFBVlgA7Q4ZYO6wewM93783Ifec+pPj63F5tWHpsOFDVGBEA4hERbCRQi5hbncwlxuYS63MJdbmMstzOUW5nILc7mFudzCXG5hLrcwl1uYyy3M5RbmfLYwLnJhwadLUSYWdahbMSrjg5usna3Tw897yTVf/Q1c9Tzdccudx+/ayhxOMWVBHdY5C4ZPCUMFBXtEyHzEgqqroAqOPEBhIVMYu5wlB2PPCGFmQ53n5JjKoJSsMN/cufd7/8G3fMu3fzUGBsFC2CCacBxMuNzooLKUYBRhBu7IQirQxZAVYwZwTj7AT7/rN3/qJ999/tH58557w/ZWL2+JBjKRCGNBjioUdhlPYHyGEBhP4Hw6BZ8hxF9NQQgFIRTgfD4sAAdzGQshLvKoMrNExOBRI6oZarp/+H3f9dIbL1tZozhO144Bd49aU5NHAX1HwGgEYmenX5kF6XcvAAAgAElEQVS0/L8RT+QsGZ+7AGdJYEAHQyDI0ESYALHQ1Z1RcjHtztlozMJdH+7/9U+867fe83tlyFdecW3fhbwlEmRCLBk4quBcYjyB8R8thIK/QojPoLBwcMBlXOLIMUrpx5M8DPOHTj54ww1f/J3ffdurXre63bGyhnt43c6jBm/mG3bb3/q+h+/zUTqgmFJpmmbod6zBxVMolDxXK57myJthGtDnGvKJ5xiKmVXSkFds69jtR0/cdP3ZteH+1jfZIwQYODGwoBTkogZMlBQhnHBkfEpACIWFXGEhV1jIFRZyhYVcYSFXWMgVFnKFhVxhIVdYyBUWcoWFXGEhV1jIFRZyhYVcYSFXWMgVFnKFhVxhIVdYCEeAEexyBSHMrBtqbpuhVGtar8z7zq560fod/zMPPnLq935u5/gHLutP7Z8Ia6jRR5JoGKAjemKBGpZsFEJhIVdYyBUWcoWFXGEhV1jIFRZyhYVcYSFXWMgVFnKFhVxhIVdYyBUWcoWFXGEhV1jIFRZyhYVcYSFXWMgVhopqD0FuyZOu04ZP/OAXNVfecOjmv818HJPDPt6/M1QlG5u6YWiaBjAQGEsOwSUJhONOVDAsIeNzE1BBkGLAC0sZawK6eR2PE3WH2Tar60WjDWhhvTuHNrj3I/f95s/Uhz52GedXylabK+6BVSXAwkUVhaXsQmEhV1jIFRZyhYVcYSFXWMgVFnKFhVxhIVdYyBUWcoWFXGEhV1jIFRZycC4xwDFQiMAULAgHjLDo6TomDe2hT/bTk/as8bVf8bwbX9d+0ZdjU91xy53H79rKHE4xZUEd1jkLhk8JQwUFz3iSmFKpXcpFSsOQU2oqs83te97+jrfc+rYbSTwuVFHCccC4aAbVWNDG+dn+fYe2NudmtrLa9sNO+DBq9jGnO8uv/sqJn/jxn7zv3lPXXvNFbbP2wP0n11b3QybEggKcXcZfR+5uF0WEu0eEmSl3pzaO3/LNN33H337D4SvIE0hsb29MJhNLo9nOgJrxmIWuwxJNg4K/ivg0zpLxuQtwlgQGdDAEAhsKprEkd8IiWcAQwygXZqf52Z/52E/+258+9fD5a579hW2z9uADD69M1yETYkEBzi5jD3GWnL/MeDze3Nx090OHDs3n8wsXLqwdzK+75ca/870vJ4EBHQY+2jrFd3zrPzr5QBnZlYoVFZom9eWCZQNcPFVCyXO14mmOvBmmAX2uIZ94jqGYWSUNecW2jt1+9MRN159dG+5vfZNnPCkEkUMIZyGcBTkLlksZcjPqqufcDEE3H+qzv+LAd/4wTPmL3z73e+/uTnzgoLbb8YjwUhSmJDcGrBCVECHIhLF3GJQOnNxQ4kLJs8kVw4HrDt7wqvHR1zM5UoaRRusBtZaUsrOUwEAseIBjAQ4GghQQBa/IsISMz01ABUGKAS8sNVgOEBeVGVaxpmq0AaNg1R/hwY+e/MCvPvpnv3ewPPysZkZ/gW5OMwnLRQ2QohgV71hQAuMpIkKACyeAAIGFLMiOAhNugVEJJwai0LQXytonOWhf8Iprjr5x/LyvZHyoJ+uOW+48ftdW5nCKKQvqsM5ZMHxKGCooeMaTxJRK7VIuUhqGnFJTmW1u3/P2d7zl1rfdSOJxoYoCsrPLcKgsubBzjz564LLDQO1JmW7GqOHjH9j+8X/50+997+/sWz+0tnrg1MmNiPQF1z538/wOGCEWFODsMv46ighdBLg7IInUz/z0+e2T05XmHf/921//5ueHowYHDEs8JrhEfJoAQYB4cgQES2JJQIEAggWVisgpMZ9F1w37V9s//uD8J3/8537zN9/X5Ona6oHzj85TGl1x5JqNR7fACLGgAGeXsYc4S85n6bru0KFD29vbm5ub+/fvb5rmzJkzF+ZnDl09+uqvf9E//v6/VZzcgvAZ9Nx6y/edfKAf2RHFigpNa/1wwbLAXDxVQslzteJpjrwZpgF9riGfeI6hmFklDXnFto7dfvTETdefXRvub32TZzwpBJFDCGchnAU5C5ZLGXIz6qrn3AxBNx/KNS87eNsPsX41/Uk++p5Hfv9n60N/fECzdmT0PcJTE1LIhSsGPIxEGHuEjNwO853kgzUZs2GIzRjP2ssfSZe/+Jbv4Plfia3T7K9MdiptsgwpuMhRBQcDBeYYFyUgwJ0FM8TnLkAsOAthLASIhVo8ZUMO7lFN4Fucu/vM+37ugY/81nT28FWj2WrTU7aZVUajsLaoCWHhKap8DoESGE+NkBUzIEevqEQhQIaSq600IVOQolhUoodgPJ3NOF1XdcUXX/OVb+QlN5Eu772lmeqOW+48ftdW5nCKKQvqsM5ZMHxKGCooeMaTxJRK7VIuUhqGnFJTmW1u3/P2d7zl1rfdSOJxoSp5IMfAAONxHjGYDBJhOxeYTsD5gf/p537xp39j3KxHpKGP8WhtZbq/m8fZMxtra/vACKFgycFZyvxnI6yLZjuP3czuvvtPX/0Nr/r+f3L7ZYchUZw8Arq+7EgppxGk2bybjlf4TyC4RIAHlSXVmjfOdQcPjFT58X/1u+/+N7907uEtqTnyrKuTjc88cr4Mtn/fwa4bwAihYMnBWcrsIc6S81nm8/nq6qq711rNrJQi6bJDK3c/+PHpvvrSVzz/n/3z7x5NWIgZ822+/Vv+yckHhlE6rBhTo22sH7YtB5jLeIqEkudqxdMceTNMA/pcQz7xHEMxs0oa8optHbv96Imbrj+7Ntzf+ibPeFIIIocQzkI4C3IWLJcy5GbUVc+5GYJuPvTXvOLy7/yRaK+RbzL/JB/596c+8It26o8vbwsxBwsb9ZaLpBhydKkOSS3BHhEy17gvQ/K+HQkJj+K2o5VzsR4HnvOcr30TN7wSO1hjtbRrvbMmLipEoMKCAIMUGJiDgYBgSXw+nABRMS5KwVKw0BVPrQG13x7ljthhdurRX/+/zvzpB23zoWeN+kl3JnnHSAyBNWHjoiYw4TkGRU84MjCeGiHrUgO03lkMeOExMjQqalwZyF4sBnzA0tBednIn2aHrrn75q/nyr2d0hHTAGRfLuuOWO4/ftZU5nGLKgjqscxYMnxKGCgqe8SQxpVK7lIuUhiGn1FRmm9v3vP0db7n1bTeSeFyoSn1QQTCCrIAAgSjDrOu6lZX9ONHxibv5Fz/wox/98J/UeZmMVqfTFdHMdsrQx2g0XV3Zv709I8SCgiUHZynzn41QH2lnsjp56JOPHDx4eY0SzP/u3/v2N731ajI1qHGubQ28K1W0bZ5CYsnAwcDBwMF4EhSoLI0ICJYEoh922qbpuuJ1NGlt6zz/8n/7zX/9Y+9qantg/+Up5a0Lc9Hu33cows5vbI9GE0IsKFhycJYye4iz5HwWScMwRMR0Om2aZmdnp+/78Uqbp37q7D3Fz934yi/9wR/8b5spOGce4O985z87+WA3SgcVY6o3rYZ+25ogsst4ioSS52rF0xx5M0wD+lxDPvEcQzGzShryim0du/3oiZuuP7s23N/6Js94UggihxDOQjgLchYslzLkZtRVz7kZgm4+9Ne84vLv+okNPzJSTGybrfv4D7/06B/8nH/y4wdXIHxIK501YY0YxjHP0eOJYI8I5Z62QophZA4DtSKRx+S1Pz+9c9nzXn74b7yVa17CyrOLHZhXVg2ioEo4S45ABgYpyM4TGIjPnRMVpR5zEGRIAeHIZpXIGIx9Rpxl8xN89Lfuft/Pj3cePrKSmtxz9hEcVqCC5dCkqAlMeI5B0ROODIynhlvurAGa6LJ3eOExAo1cbSWBpSgWAzG4TY/PVvMVL7zuxV/FV3wt0ythPXzEeL1iuuOWO4/ftZU5nGLKgjqscxYMnxKGCgqe8SQxpVK7lIuUhiGn1FRmm9v3vP0db7n1bTeSeFyoSvNgAIMJNHJ2iXBklJ5s/PtfOPEvfuDHzp6uWePDB/aHl6H3vi9eLedRshFYOLsU4Cw5SwbGXzuS4iLAzICIcAZryqOb5591+TXzWZ3P58p1Zb1+w+te9l/+N6+c7IdUYCcoINFChgTGJQ7GJcb/LwU6liaEEewSiIUoCE4+wD/+Rz/yKz///hc+/8vWJuONc4/2XR2Pp6Z2NuuJPJ2ulqHyGAU4S86SgbFXOEvOZ8k5A7XWUoqkpmlqrTvz7WbaTNfyfHjk0Y37v/ylL/jhH/6H2UC89Q0/dPLBC6N0QIzw0jQahm3LcjIYT5FQ8lyteJojb4ZpQJ9ryCeeYyhmVklDXrGtY7cfPXHT9WfXhvtb3+QZTwpB5BDCWQhnQc6C5VKG3Iy66jk3Q9DNh/6ao5f/1z+xla7qnFXFyM+xeTfvf9dDv/ezl7GZoys2LimTLFtMmCGnK4SxN4TyQEbJFPJOQ2c+kCCLyDVNH5xN2mtfcsVrbufaLycfDk0VhQgW5Cw5CwIMDBRkhwAHgwTic+dERanHCiRIkAPwkM2deTBNjHyD/kE+9POf+K1/tzo7vU87o1YMW8wqBhkq5CZsXNQEZpQUVdETjgyMp0bIOhshzzHk6PGBhWBJGSVX68gCEcIvpAN/UQ4/96vesH70VUwvJ60TY5rVoHHQHbfcefyurczhFFMW1GGds2D4lDBUUPCMJ4kpldqlXKQ0DDmlpjLb3L7n7e94y61vu5HE40JVmsMABiNocOMxgQ+Y0c/44Xf+/P/5o788aZ+1vnLNMB/a1ne2L4RrdXW9bUfzWem6IZymaVhQsOQsOUsGxl87ZuYXSTIzSe5eo8y6nauvvvrC+b5W1eJb8/PTVe/89Fu++Wtf+/qjL3jRfpJ33fnRqAFtb++srOwHcUmAuMTAeEyA+DwV6FgaEZmAYEkszLaZjPn4hze+93u+/75PnP/i57/iwua82z6/Mp22zbgUL6USGawMNaXEgoIlZ8lZMjD2CmfJ+Sxm1jQNsL29PZ/PV1ZWptNpN/SnHzn77OdcqbRz6uHjJTaPHn3pD/7z70rGN9/ywyc/udnmddHgpWmtH7ZSMqcB4ykSSp6rFU9z5M0wDehzDfnEcwzFzCppyCu2dez2oyduuv7s2nB/65s840khiBxCOAvhLMhZsFzKkJtRVz3nZgi6+dBf84rL7/hXO+MvKFCdy6xQHuHBD/Gx95z6yHsn5bxiMIrkDaVRB0E1wtgjZB5CFpaiDETJ0RPOQoUD61sb9aTvP/Kyb1x7yWs4/ALWrkINJDDERQ7BkrNkkAKrUEHQgPj8BAwQkECQWCpQoTgr1rFzPx/7jdMffPfOPR++ej1l9cy3cWggoEICG7lGVRlIUYwBLxAogfEUEUU5hHALRFE4VMJZCMMMmqLGaQdrNvLlK1/2pv0vfhXPupY0obSMVqEJlnTHLXcev2srczjFlAV1WOcsGD4lDBUUPONJYkqldikXKQ1DTqmpzDa373n7O95y69tuJPG4/4c9OAG37CwLfP9/3+9ba+3hnDo1JFVJSGVgCBSjIEbKgIJDgfo4Jtw2io3EGLyPI1ztRlFaHDr39rVvY7etiEZRFEW9dkuLiooyKN0BWkAK2kBVEipkqFSdGs7ZZ++99vd973vXqhQZTPl06rlV3uJSv59LEVmA0YsQ8IiDg4Fz96f5+Tf86jve/r5Rc9FosKOkZlg38/mx4aAS0dm0LcWbZljF2t1LKXTE6Rk9o6eg/P+OqtoJIqKqImIn1E0za9ucUI1LS0tmi7XJoXqcP3X7h172Hd/wnTe99ElPHRFADYp7FqlA6Rk95yShp/SUjtMTTodBAYOARzoOTi/T+U+/+9H/+HO/vn5MLth6Wbuhs2m7NG6sZBAhuIsZMVR1XbdtS0ecntEzegrKucLoGY8SY5xOpyGEpmkAETGzyXS2ZcuOw6sHY52WV3RjejiX9gXXfNnN/8c3f8s3/cq9dx+rq2UhYLmqWaSNEIJRgXKWuASLRbOFOWJVGjksYnGxoUVPWVULIcWxTm69Yff+PbtWl9OB2tY474wQ8OiCYHTc6IjR0ZhzilXTFouxSk47T/my5217xS/MxlcZCESofUY6yOK+T/3SzywvDg0Wq3U+FvI0+iy44xAriJwjxMiGikmNqAaBQpmTMhUkGC0fT+M7FsuXPmfPBS/6ZrY+kbgZGSHRwcBBQDHBwOmJEwsUEKhAeKwcDBwEFISeg8G80AQiLfkIt/+3u/78N6ef/OsnbVHmxzQYswUBNtVMF8xh8zILM0KRKFjwIiywAoZUoJwlYmCgWaMTiqi6RS/qLZbpOGiz0OVpWJrpeLW66Onf/28ZXII0aOUSC5XQCyA3Xnvzvr2TyPbgIzrSoq3RUWyEK5IR57wzRCXk0oaYRUJKMYSqMFvbuOPVr73u+ldcQ+BBLkXEQCbr60vLy+B5voj1GAPj4387ef3r3vCxv73jskufkhdVTmE8WplOJ1Xl4gYKSseFhxOnZ/SMnoLyecIFjy4gBoYUFwND0srm0Yc/9oGrn/e0H37NK5/zRZtkAApq0+l8NBoB8/l0MKhzyYtFOxqO6AkoPaXj9ITTY44IYlaSmFhRlSgKLb/6y//tbb/9jrXVtLJ8EV6l1kIIWKGnoHRceDhxekbP6Cko5wqjZzxWMecYgkiYF5tmW49Rl8bj0XDz6qEpXqlV9AwpSAKMCpSzxCVYLJotzBGr0shhEYuLDS16yqpaCCmOdXLrDbv379m1upwO1LbGeWeEgEcXBKPjRkeMjsacU6yatliMVXLaeSo7r976yjdRX+FEAweB4Il8lPbuO9/6ho2/f+8TN5dmcYjpnAEIeAWRc4RnPNGRCq2zVGDRC7YgGrNCDIy23dcOj+rKzmc8f+kF38SFzyBuzaZoyFBAIEIFQoZCLxRioVeB8FgVWIDAAPAERvEUBi50alryYe76yB1//OvtgY/sHC4GZS3YAjIGGOK4IIpEI5gooBS1DAnLdKRCImdLxhOC6bjVZqEN0JTU+IakGTXMcQnr9fZ72sGWJ12945u+iy1PJWxFqoIWegoCAeTGa2/et3cS2R58REdatDU6io1wRTLinHeGqIRc2hCzSEgphlAVZmsbd7z6tddd/4prCDzIpYh4O6NpouWkVcCdEoB3vv1jb/z537/3M7PN40uXxzvuP3gE2LRpaX3tWF1FHuTCw4lzktEzepHPHy54DYYml4wkeuowmy0uu+xx++/4+LaLhj998w994ZcM5zMGm0CYzVOxtLQ0AgNzPOdUxYpeoKd0nJ5wWsqCEHE3CeCGR18gzhv+zZ/99//6qb//+D2VLq+sbLGClbaqqpwNlAe48HDinGT0jF7kHGL0jMcqujeqQXRRbJrLDMlViFU1TK1CVAv0DElIAYwKlLPEJVgsmi3MEavSyGERi4sNLXrKqloIKY51cusNu/fv2bW6nA7UtsZ5Z4SARxcEo+NGR4yOxpxTrJq2WIxVctp5Kjufu/WmN9JcjoPEQpWhQA0xrXLwI2t//qurH33nlUstTWYypxMqiJwjPGGZjirSZG0cFSx4EluQEjEwWtlow6G5Ntt2jp74xSsvejnbnoQMs9QLxOm5MxQCBgkHUUcKEQggPFYZ5hBg6IbPoODqYWSoWiu+xoEPHHr/2+f7PzBeHGpsRpoN60pwHsYRwETB1FEKnvGCZzpSIZGzJeEZsDCchXErQ5Da20GZRdtgXlgeoMv7J4PlJ+7e/hXXsfM5VDuKLhVwcHoKAYIjN1578769k8j24CM60qKt0VFshCuSEee8M0Ql5NKGmEVCSjGEqjBb27jj1a+97vpXXEPgQS5FRDDNc2JDxxamlb7vnZ/4mZ/8xc/c2S6Pdm7bdIWVMJlMhqPYDHSyfjTGAS48nDiPYJxk9CKfP1zUo4khLZKQhQt4jVdVXFqfTOtG5oujWy6Q7/2Bl73kmy6jUzPZKEvLAZi3i8Gghjybz4aDAb1AT+k4PeE0ODhuSKCT5ynW1fphfuc3//K33/xn80lD2bQ82hqCtIsNfBab2i3ggYcT5xGMk4xe5Bxi9IzHKooP6EhGkvmilIWZueuwGuMBFAxxyEgBjAqUs8QlWCyaLcwRq9LIYRGLiw0tesqqWggpjnVy6w279+/ZtbqcDtS2xnlnhIBHFwSj40ZHjI7GnFOsmrZYjFVy2nmync/dctMvUF+GZYiEQUucgsASxHQvf/8n977jTYNjn9xSt76Yu7vGGlfOEZ7wjIOANiZNkeiokCuM3BICzQBjbZbnRY4PLtn6/Jdte84etu0kLE3aRptY6DVQgZAgg4IWKocAwmOVoYUAA8+UGd6igTAAw6as3XHsL95y74f+5NJ6sRzTxmRS1zX/CMHUTSm44Rkcz4giFShnS8IygofhXMetDg2pPFXWDny+mM+pl46HlenmJ1/+opfytBcRtxGWM1UB5ySFAMGRG6+9ed/eSWR78BEdadHW6Cg2whXJiHPeGaIScmlDzCIhpRhCVZitbdzx6tded/0rriHwIJciIiwUBefY4fnmCwZ/+acfe9X3/vim0WUXbn3KxlqcrrlQNYPgLGBa1aHkgAsdcVwQ5xGMhxgoKJ8/XNQVDG1NCpLpeO3eCINSbDwezdOx+1f3X/H4rd/13dd/7XVXEshOrECYTNqq1qYJYJyk9JSO0xNOg4PTKRl3YmT9CL/zlj9785v+gLRtUG0fVttUqtROF2mCtjEGlxoPdMRxQZxHMB5ioKCcQ4ye8Vipl9rMlEwUVQNyzqX4oBrgAgqGOGSkAEYFylniEiwWzRbmiFVp5LCIxcWGFj1lVS2EFMc6ufWG3fv37FpdTgdqW+O8M0LAowuC0XGjI0ZHY84pVk1bLMYqOe08lZ3P3XrTG6l3YgkUHWap1sFgCKN2jfJpbvurw+/89fl9n7xw86iWzKIVN84RniHhIIoEl7pI5Sig4mIFNxGXEFD1lA7b0qFNT730i79m0xe9iNFF+JYJQ40CRKhASJDpaaFyNIDwWBXIIFBbIU+QTBAEypT1u9sP//ndf/MHw7U7L16paTfatjSbt6XpFHABV04QTDB1UwpuYLghjgOCKChnS8YTAtIkbRbSuKi4KY6VOFi6+1gqW694wp5v5xlfhl7gsiRxWNACDk5PIUBw5MZrb963dxLZHnxER1q0NTqKjXBFMuKcd4aohFzaELNISCmGUBVmaxt3vPq1113/imsIPMiliEja0KqGDMI7/uDDr/9XP2vt+HEX75pvRCtNWUhd1zHKseOHi82377hgNk2g9AwUjP8J5fOJOmBgiAEm4DUubqEeNMfXjtaNjMbhM/d86vLHX/zd3/eyr/7mxxFoF8SKEDFj3k5HowEYPaWndJyecFq8IMLG8TReqjDe9PN//qaff+uouTiypdLlSFOyW0miWYOBOdFE6RkoGP8TyjnE6BmPlQaPpRS3gnqMUVXNrBRXCTxA3MTAkAKCR1DOEpdgsWi2MEesSiOHRSwuNrToKatqIaQ41smtN+zev2fX6nI6UNsa550RAh5dEIyOGx0xOhpzTrFq2mIxVslp56nsvHrrTb9MczmecJDoUrWwgAg2mSwNZqS7ufWP7rz1j5v2yLJsDNq1aIlzhxgdBwwUFFFH59lCjG6W82IYRIcVXizFu8oy26+69FlfGr7oJYwuR7fMrNEoAQIICTcERxMVUIFwGpyelSJloTXYDJ+yfnf7wT+557+/szr8Py4dGbklZ5pld3UvgIk6CgimbkIRNzDc6AiIgoLixlklhhiunOCihZi0mVqThhdMBhdd+qwXDl7wdcQLcqq1XlYFtKAFnJ5AgODIjdfevG/vJLI9+IiOtGhrdBQb4YpkxDnvDFEJubQhZpGQUgyhKszWNu549Wuvu/4V1xB4kEsRcSzmDWLN+/7szh/4vh9L8+Hzn/fij374k3g9Hm9SxN1DpJSUy7yqKrfA6VE+j1jwDDgRFA+gRm84au47ePfSpvGmTaNDh+8XKZs2L28sDr3uf7/py198GTCdMRiiAYQTDAyUntJxesJpssW81LGi8Bu//De/8eb/fPxQuWDzZWUR3APZOzFojBHLbUqhiiacDuUcYvSMx2wYR7m3ACRox13MTFAeIG5iYIjR8QjKWeISLBbNFuaIVWnksIjFxYYWPWVVLYQUxzq59Ybd+/fsWl1OB2pb47wzQsCjC4LRcaMjRkdjzilWTVssxio57Tzly5637ZW/lqudkY7hBgqaITmVEj1TjrC4hw+987a/eftw8pmLdFKXGecGl5i0AqIn9QWW6CkSUlFthmgoaRG9aDBsQcqMVu5ad9/+1Mte+FK+4KuJO9DlLJVAoJPAgELIRCBC4LEziiO0HkSpxMTXOLqPu/72jne+OR667dLBQjSzNmfcsLRl4+Ch8WgAOMpnCRkMM3A6AhKcWCQA0QtunB0u2oZK3WqfYQkDAY1z3XQ/W4/EHU94wTcuP//rCFvxgccxqHiiI6GghZ6CQHDkxmtv3rd3EtkefERHWrQ1OoqNcEUy4px3hqiEXNoQs0hIKYZQFWZrG3e8+rXXXf+Kawg8yKWImM1dQ/2eP/3Eq77/J9W2f8EzXvjxj+4fNMujYWOWU56m3A6qejgcluwbGxuxGXCS8Y9SesrnnRxIuOIN3rg3oJCRtPCN0Tggi7ZtRaNqPZ+Vjfbglc8cfO+rXvalX/YEd46v2eYtimBuqoCB0lM6Tk84HQbJLYjFP/nPe3/6X71xtt5cdeWz7/r0vSvLm0tJnlNQokR3sey5FG0qE6Nn/KOUnnLOMXrGY9aE6O5m5u64AoYAgtIRB0wMDDFcQUE5S1yCxaLZwhyxKo0cFrG42NCip6yqhZDiWCe33rB7/55dq8vpQG1rnHdGCHh0QTA6bnTE6GjMOcWqaYvFWCWnnafFZbsv/O63TONFCgq1gyc8g+RSUYdZwRazlXrK+u1r7/6d6W1/vbJxxzBPODdkbTbCsiOjMq1tA5vh9ATCiNCYNmamZLWWMiMbQ8qM+/SCcPkXX/jcbwhPexHDi1cv3uUAACAASURBVLM1MUYwKGCOFsICVagg8Jh5Js/RONdBEQI07aG1j/7x2kf+SG5/z8XxeAhGyhRoRoTap1NRBwdBlAe4QcGNB0hEqyxVllqdylvxzNmRtdoIy0peLkcoiQwCyqLavLryVLl890Uv/Fa2PbHNYe71uKkihrVgSI1UBZxeAHHkxmtv3rd3EtkefERHWrQ1OoqNcEUy4px3hqiS8yJEhJhSFUIosrG2ccerX3vd9Tdcg4KAg+C4IGT+61/u/6nX/dz9BxdXXvqc1UPzxVw2bdrstpjN16pamiaWRekErUELzkkGCsYjKA9RTjJQMFAwUDBQMFAwUDBQMB6inJoBLohzgvIQ4yTj1BQUFx4gziMYKP+vZKUAYgP3Bq9BISOpGtm8XU95o67rEAeL1t3icEk/ffCDz3v+U7//B2965hduQplMy3g5iBgnKR2nJ+CcJJxg9NR5iPAA44Tp8dloPP7rd33q/7z5V1bv9aXhJYuZVnEgTi6tkqMGoBRXi6GushUTo2egYDyC8hDln5gLpyTOSUbPQMFAwUDBQMFAwUDBQMEoph0RB3E1HNTdBaUjDpgYGCcpKGeJS7BYNFuYI1alkcMiFhcbWvSUVbUQUhzr5NYbdu/fs2t1OR2obY3zzggBjy4IRseNjhgdjTmnWDVtsRir5LTztLhs94WvfMu0uggI0ACW8BaHMJosXJogMCJRDrN62/p7f3/6iT9bSau1mXrBM2IIn6UYJ4kh9Fw5a7I2M102YVhmtW1gM5yeQBjkoq0pUKtXAXwBiQVsafJiePukbi5/3uVf9TIev5uwBR2iSs+cYlAQRwVVEFAQjIco4PQEcHpueEFCFg2C2Ab3fPQzf/WWu97/tmduzeOqZbJAYGXZJrPZLI93bGV9jZOEkxwMNzqiENA6SzBqxCpL4pnTZvSMkxQBV4Sec4JlbTbCimLL+TClpYBC4Ei9U676yi0vvpEtT9/w5RAECJlKE2QwpEaCo0ZPQRy58dqb9+2dRLYHH9GRFm2NjmIjXJGMOOedGTmGknMOMnIGKYcQpOixten+H/3Jl7/oxc/YvL1C2smkHS9tKpno3PF3/PhrfvHvPvyJKx//5MXMJ+uz5eUt1stgdMR4gCsoPaVnoGA8gvIPGRgoGCgYKBgoGCgYKBgomDqfpZxgQkeCcoJ7AQwXN9AgtZogDgaGGDhiZpme8XBeYwOI9AwMcXpGz0B5iAImnA7jBHU1Aq50xMAQBwPjJAUFhqNw1923PfuLHv+Lt3xPvRkiqLV5VschKE5HwB3B6QkdATEwp6OGAtPZfDQcKLSLmXsZNpXlRjMHb+fHfvTn3v83H770kienVsWa5eUt0+mUE9SNntFTE0DpGSgYj6D8UzNQOi6guNJTekZHDAxxesZJCgYKBgoGCgYKBgoGCsYJ6pigrib8I4yTlLPHJVgsmi3MEavSyGERi4sNLXrKqloIKY51cusNu/fv2bW6nA7UtsZ5Z4SARxcEo+NGR4yOxpxTrJq2WIxVctp5ypc9b9tNt5T6ck4IdAw33JHKhQICAcNbrCXf/Zm3/Pjo6L588J7NWurlmrVDG8nHF63k6TSYSgEDBzUiDuKKK2eJaJYKCF7EM57B6QkSEXUUEAw3MFedh4ogQ7OUfD2NdPtTNz//23nWHuIl6wsdjulY2ohxoeKthywrBhVUEEi40QtOQMTAneAI4OaFWdAYqEsmH+Lej97zjl85+on3PO1xSzZdVV+YqAmOIiZuwU1ccU7BjY4oPUXUUUAw3HjsRHHDMxQwOgIoEkBdFFfBwDBDa8bbDx08uK2e63LFsXYO7Lj8+Jan7Xj566geP9cLW4jQQMxAQgUBUVDA6Qk9ufHam/ftnUS2Bx/RkRZtjY5iI1yRjDjnnRk5hpSzBZadUcoaYil67Nh0/w/+i5d++3c9f/XY4W0XLkNwIsaRe3jN9/zmbX93r4hs3rx5MplUVTUajY4cOVLXNacWOQ1Gz3jMFKPjSk8BEzpm5oKIAC4mIoC4UqK6goEhBQwpiKni7jySWxAfQgQDQxyMnvEQpaecYMJZ5FLmDMY6md/5dS+95ode/7WHjmxcePG4TdO6GhiqTkfAHcHBINAREANzMBSYLRaDeiDgYDlVMRw/fmTz+IJ0mH/xqt9+73vef8nFO6s4mqwvzCRo46Y8QJxe5iQF5Rxi9JSOBzoeOcnoSKYjDkZP+dzlEiwWzRbmiFVp5LCIxcWGFj1lVS2EFMc6ufWG3fv37FpdTgdqW+O8M0LAowuC0XGjI0ZHY84pVk1bLMYqOe08lZ1Xb73pFporeSR3FxEeraxy9IMH//BNszs/8bhBiev3SlgwahbHJtUg4iJFcXoCigviinOOyBo34iAISz5lsUiznEaXjna9mGe8hKe8iLB1PREbarXAzNI61WjOpgI1RAgkPIOCQuVCKphRCUHBDdGZIpmBr3LoY+t/esvGvvdfGCchrSHiollDEQVTinoObuKKK2ePKBie8QJGR0BAKkedCKgbGGagbQrNli3Mj1Myw6V7Z1Q7n3XB138XFz2XcOk6TYYGho4kkEQIqHIqcuO1N+/bO4lsDz6iIy3aGh3FRrgiGXHOOzNyDClnE1kWBilpqHKRY8dmt7/2J2746q9/9nAz89lsMBxONwjKT/3YW//LWz+wMnzcyspK27aTyWTTpk2j0Wh9fV1EOLXIaTB6xmOmmLiDAI6CAiYqIri48EgqFkHAwRADQxwMjBPcBXB3UCDgnGR0xOi4cpLSU1w4wdQ5e1x8wXAprB67Q4Zr3/uq67/lO6+ZL6wZKw8jDgLmdER4gADmYPTmi+mgHiksUm5iTcfJG/zKz73vF//9W8fjpUsuvuLI6vG6WnJT94ALKBji9DInKSjnCgNDDFd6kY4HTjI6UugZYriCgvI5yiVYLJotzBGr0shhEYuLDS16yqpaCCmOdXLrDbv379m1upwO1LbGeWeEgEcXBKPjRkeMjsacU6yatliMVXLaeSo7r9560y00V/JI7i4iPJptkA9y+wfveu/vTz/9oYvDsU0yp51joBWqCKYYqEfxIA4UMM4NLpo8qBLFEC9tPl6atOVK3/HMi776O9ixi3jB8ZZBUwlYOxk0jVMZKAiGGzg9AQU1R5WTnJ5kbI1j+zbe//bb3/07OziyfWvDkfuoKiSaVEVUQCnqGQxXzh5RRwEhQwbnASImikcT1FE33HDDHTNCxWBpksPhXA92PuOiF3wDT95N3IFubakcIkSDYogRFFFORW689uZ9eyeR7cFHdKRFW6Oj2AhXJCPOeWdGjqHkZKJjoUnZQ7SiR9Y27vyR19/4NV//7MEmEFYPLbZtq3/pF/7i5372zZdueWbNSillsVjICUAIwcw4tchpMHrGY6OOYJykTkdBAQnR3UENfwDgJlFrTnIwOmJgIgLqHRNQ7wElhhYpPILQcaWnoLjQUzATEOesCR5zmQ03ce+hT267KL7x1/7tJVeEegiCCyeYoHScE4yeInQcjE4Gd0og5kKlcTphNOD3fuuD/9dPvXncbF9a2nz82BpeN81ourHYvLJtPl/QM8TBwBDDFRSUc4UhGZye4AoKykMMDDFweoJHUD5HuQSLRbOFOWJVGjksYnGxoUVPWVULIcWxTm69Yff+PbtWl9OB2tY474wQ8OiCYHTc6IjR0ZhzilXTFouxSk47T2Xn1VtvuoXmSh7J3UWER/PMbJ24zqfe/fF3/cbS6ie256PD2ZzlEdM5IeQqpqBFNJg0OaoZksA4RzgUejEQK7D1lGcymA13LD/lS7Z+xbex+cmmF8yoAkSIgCcwUBA6ojzIHRE6ro6bEXSBHaa99+h73r7//X90KasX1XM2VsGQAJVr5URxEwwriNERzhZRRx0RHAwxMBdwNVFOUEfdcMMNLzRqk7xRrRyJF7RbnnTVV/4v7PoSfJlmCzSgdBzMwBAQRZRTkRuvvXnf3klke/ARHWnR1ugoNsIVyYhz3plhUUvORXQkVKlYiLnI8bXpnd/76m97+Sufn1qqIWtH2ft39//LH/7pMm/GskN9kFKqqmo8Hs9ms42NjaZpRIRTi5wGo2c8NuoIqGMCrpzgooAVNwEUcBM+S0LkJONhVBUUxE1A3QRUWISwjragPMAVhI4rKCgdF3oKZgLinDWWclVJaJilo/N8+Ionbf/lX3ttvYlYgxgUMFAIuNLLiOMVAo4LRidDmqdpE4fCQIuKsfdvpz/5un93522Hd178xHvuua+Kw8c97rKD963OposLL9wxn8/pGeJgYIjR8QjKucKQBEZP6QmuPEgMnJ7RU7wC5XOUS7BYNFuYI1alkcMiFhcbWvSUVbUQUhzr5NYbdu/fs2t1OR2obY3zzggBjy4IRseNjhgdjTmnWDVtsRir5LTzVHZevfWmW2iu5JHcXUR4FIf5gmFYIPdx+1/f9vb/OLzvE5eNnNlxCgRdNMNZqIrEyhgn05LRAsY5wgwzshEH1I1FL56KzabaHJGtO579kuUXvoJNT5nmLTlIo8iCOrSQICARCYg6vZJzUETBwSxb0VApxzm+l79/z8ff/V/s4P6nXzyWss7qcYZCDkiFVHjEwQ0viKGGcLaIOsFRMBPAXXgYEwhu4oYZOJ4J0AxuP9bMLnzW077he3jyNegFiUaFAFjCMx0BqRDFFeGU5MZrb963dxLZHnxER1q0NTqKjXBFMuKcd2ZYVMvJJAyEKtkixFxkbW3jrh/8317+bd/5PBTPHF3l+m99zdHDaXmwfbHuy6MVd08phRBExMxCCKUUTi1yGoye8dioq7iqi4lzkrkoWClFRFxFJMhnAcWMjhgPcKUn7oIrKB5A8QiCtKJrKi0orvQEV1BQHs6FE0yds0msxKizNFtZWTo2ue/g4Tte+QPf+v0/tEciHlxkARkiBDzSkQSGN5zggtFJhVmFQiXe+AIxvuNb//1tH797qd4yqJbvv//wli1bqzg8fnx9ZdPW6XQaQqBniIOBIUbHIyjnCkMSGD2lJ/xDTs/oKV6B8jnKJVgsmi3MEavSyGERi4sNLXrKqloIKY51cusNu/fv2bW6nA7UtsZ5Z4SARxcEo+NGR4yOxpxTrJq2WIxVctp5Kjuv3nrTLTRX8kjuLiI8SoYWDJZpKXf7B//wnvf+7vjej24OMxSUVC3PQ1MkRLNxnotlhHOIZcwwR0Y5Rq9cpI0+XzhtNb4rb7n4S75ty5d/B9XlCx8iREPJ0IIiEQmIFk5SEMzSXMgSAlLIh/jbt9353t/Lq3dfsik209WwWNAI2SFCBRVE3HDDC2IoCGeLKK4u4mCCC84J4uIIpm7qBoaDgziSj6Rquu0LLrrmpfHqf0Z96ZqpKA3UDjbDEwIS0MaJwj9Kbrz25n17J5HtwUd0pEVbo6PYCFckI855Z4apkrMFrUVCKosQs8na8Y27/+WP/q/XXf9MFITX/cj//Yf/6V2bly8ri7A8WIoa3H0+ny8WixDCYDAIISwWC04tchqMnvHYqEexSl1NDAwxcBcDEzXEDJzCQ8xwF+NBrqCgbgJBqIQIUVCRIBT3DSTjSk9BcQHlJEOcnnGSchZZHXSxWBBiVVWzdtKM/b4jn/wPb/yp53/5diLoHDIEqPBIR1o63tBxXECAlGxSaSU0WDU9wl/88Z0//iNv2LZyqRfqWA+aUUrl6JG18Xh58+bNhw8dqZtIzxAHA0MMV1BQzhWGZHB6QseVf0CMntMTPILyOcolWCyaLcwRq9LIYRGLiw0tesqqWggpjnVy6w279+/ZtbqcDtS2xnlnhIBHFwSj40ZHjI7GnFOsmrZYjFVy2nkqO6/eetMtNFfySO4uIjxKhgkokNhkE/wgf/O2u97z5gvyPUOZ4ZgsZWmMqKSa43iCBlfOEZ4pCVF0yVSLmtBGb+mMm7uOWHvhc6645qXx6V/D0hXo0EEAN8ToKaIFCji9AJJnQRO+wfQ4n/nw4XffMr3zg8vRtyxVdvSIFhgrraENEqGiY4Y7nhFDFeHsEnXUkaI4PcGFHNwEw8E5QU3jGuFI2Pr4F34r17wUv+woW7WhGEtKbWAzSChoVWgKWoFwanLjtTfv2zuJbA8+oiMt2hodxUa4IhlxzjtDVMk5B61FJJUUqmysr03u/tHXveob/9lVwNt+6+P/7md/uYrbRvWFbrEOHD96JMa4srKSUppOp+4eTuDUIqfB6BmPjXqUMgAFQwqSXQqSkYTkQjbLxRall6xDCTXgIDzAFRR00IzxKNQilUolEoQAaiWJA4oLKK6gnGSIIQUMyeAgeATlbLGSZlVsYj2+5577nvTkq44cvfvw8Tue/pzHveV3f5gKNKELUKjwSEdaMHwIOCcIkIx5yVYWYVgv3b2Pb7n2h6Ntr3UlqE8mk82bt7bzhUio6/rI6rGlpSXzTM8QBwNDDFdQUM4hBsZJykkGykOMkxSUz10uwWLRbGGOWJVGDotYXGxo0VNW1UJIcayTW2/YvX/PrtXldKC2Nc47IwQ8uiAYHTc6YnQ05pxi1bTFYqyS085T2Xn11ptuobmSR3J3EeFRMrQwd8bCwKA9zsYn+djbb3vXb1xUTcZ5FkuFRTqa0HU6XuGRc4RnSiIqYYwGc1cyNsUcsGp8YKPOFz7tiV/xz3nqlxIvpNpahE6gYzgIBc0wLdSBALVN1Y9TjrHvowc/9KfHP/yOq7aFMltP0+lgc4MV1jLDCJVLdII4QsEznumognK2GG50JLrEIuICuJCDm3jhpADRCBtx/KkNffZLrpfn7GH5iVSXzqk2MsNI4wQHa5GECFq3VA4VBE5Nbrz25n17J5HtwUd0pEVbo6PYCFckI855Z4i7V1VlxRep1ShVTZuOrK0ffM2P/sB111+1fpyX7Pn+TUsXHTlSBmHrYDCyMhcypyFyGoye8SilFFV19+qE+Ql1NVYbCpVoEc1VTYhlkdY32mPtYhJiaQZxtNRs37Htiisue8ITnrDjkguHo0orjaEGptPpsWNrR1aPTybTO26/65577j3w6fs2JvNBszQaLeNaWh1Um92iSJjPFinZ0njTcDhs27aUghQkQ0EWSAEDFasgcraYaBGCMMCjO9mnxY9bWH3Rnqf/xL95OREku5eUrK6H5qgmMKhAnQfltt0YNOPZRIZ1eOU//w//4yP3R9sxGm5ZtBtg9JRTMMTBwBDDFRSUf3LuzqkISkcccHdOMpEgJ/BZbri7KO7OZ8lnlVI497kEi0WzhTliVRo5LGJxsaFFT1lVCyHFsU5uvWH3/j27VpfTgdrWOO+MEPDogmB03OiI0dGYc4pV0xaLsUpOO09l59Vbb7qF5koeyd1FhEdxrPVFlDq45pYqgh9hde/i7//yI3/8q0/fVo/WDrN2nC1LSCqzNgyEEvHIOUIMCmIQnOhEcRF33CgLqojWn9mQja1PePKLX8YXfBXxkla2JBhABDxj5qFewAwULJXNYYNykHs//pl3vnXtUx+4slkMywQ3MDAwiKiaqCEuiHsgi2e80KtAOVsMT/QCEk2VninZFkmBTUukcvzYbHnrdmmWP/KZ9au+/pXjZ34ZF16BbLIyJo4c8oKmoucZdUQyukAVKgicmtx47c379k4i24OP6EiLtkZHsRGuSEac884Qd48xupHyQgJVTbs4tr5x+Cde/5o9ey76V6//g79+3we8DKOubN2889iRoyEkyJyGyGkwesajmNlwOAQ2NjZSSnVdDwaDGAfTiQmhipZpp7Ojs/nRWOfRcrjiyouvesrlz9v9hV/wnCs276DntHOaMQgnOSc58wluHLqfD33o4+/+q/d9fO9ts9l8UG9hsXlYb8nJQ6iGg+VjR9fX1zdWVlbAEEMSkiAjCTFcxRqInC2GZCEIA6FyU/PWZL3IseHy5HU/9X3P+/IrzNCazvHjGyubx5DBIYA6DzJB147ONy0Nfu8tH/jFN/yeL7ZEtnsOGgqSQTkFQ5yegXGSgvL/BT9BTuAEd1ep3N0su7uIaBA9QUTMrGTrANqLqpRSEO9wgogAImJmnPtcgsWi2cIcsSqNHBaxuNjQoqesqoWQ4lgnt96we/+eXavL6UBta5x3Rgh4dEEwOm50xOhozDnFqmmLxVglp52nsvPqrTfdQnMlj+TuIsIpGCQ6VllyrQMYvsbqpw6+723HPvInj5vdtbTJOLZBgs0BIgVcOTe4WlZz9VhQF7x2r5xG3EQziykhE5r7GJdLnvq4L/lGnvW1k3y51HUDaWM6jIW6dmmOzRYW62FFTYnze1jcPX3Xb336/X/4hBWtputSEh0BAQHEBBN1cDGhBLJQhIwrXuHKWeIZT3QkIoJEF4SMF8Rw2ilxMAybd9y7Omt1fMGzv2LpS7+di58KASLJCQM8gNIREBAyFCigUEHg1OTGa2/et3cS2R58REdatDU6io1wRTLinHeGmBNjdPeUFhqIlae8sTE99jP/+ie2bh284hXfs23r9sU8jIbblkbb7r//8HAokDkNkdNg9IxHqaqqbVtVFZFSSghBVafT+dJ4ZZEX0KYym7XHNq1UL/iy577wK5/3pV91EULPKQUNSAWKZ9wxw8xUNQQkgoODsZhTD+gcvo8/+qO/es+7PvCJD9/veTAabmrqpZKliqOmGeZc2rYFRzKSICMJyaBShhA5W8wsi4jKUKjUxcnms6JrRyd3Pnf3Vb/0Gz+0vs7yNhCKeQiCgxg9cx6goGJ45uhBbvj21336U0cvvvApvhjl7KIZjFMS5/9hD07A9crKAt//33etvfc3nJOcjDVXEZmMIF4FC9OogGi8raJXoxfF6xTTBT624ACOj604dJyavi0CChbaNqCt3dymEVGg0QdFiXgdIzIkFJUqqipVleQM3znft/da633v/g6BoqhgW31z8OR5+P0uMh6g/HNQVdskIrrJzEopKhVzRk+cTe4lxujupXgpxY2eSBDxGCPibHJ3riwuwWLRbGGGWJVGDl0sLja06CmraiGkONbJiaOHTh8+eG4xnaltlU+5LAQ8uiAYPTd6YvQ05pxi1bTFYqyS085SueHm3bfcSnOAB3N3EeGh3CgFDEmUlMOAMDSozbjnr8+86WX1B37/6uosGxmD8chzEAw3tgdTppWBNaVEU7xyH2bG4hK9I6+h6wxC2/ltbTU6+AU3ftE388ivan2HllRFIINmc9faRT3NmjBj4877fu9X7//bt1zHuR3MyIYLKAKoK46amIu5mOBIFrK6CxlUrMKVLeIZT/REkYAocwXPVEq22RTGu/PomjPLacf1n3H91zyXaw/NZEeFBRK55aKA1GjlQgIHBwGBCoRLk2NHjp86OYnsDz6iJy3aGj3FRrgiGXE+5TIxJ4Tg7qVkUQ/Bc2nbbv2bv/kbP3DbqXe+851uWlcLQQfTDYsaQjQwHobIw2DMGQ/RNM39999fVdXu3btzzrPZTFWdMm3XxjsGG9OVYhtf9IynfPtzjxx4LLN1NBAbtAbhImFOAOMipeeOiRVUQPFMTqgSajD+7K0rv/Gq33nXn//N4sLupt4x23CVQYyNm9CTjBTISEEyrmINRLaKmWVQlUokqCsYUlw2TNfPr93+4l980Rcevs4crwmRLqc6VPTEIDnGXCUe23WayM/+xBt/5zVv2jG6ZtzsyzMRCdk7xHFBnE/IeIDyzyGEUDapaghBVcum1GUNEmMMQXpmuZRins1MJfZCqEIIIsGNXsodH8M3ASLC9ucSLBbNFmaIVWnk0MXiYkOLnrKqFkKKY52cOHro9OGD5xbTmdpW+ZTLQsCjC4LRc6MnRk9jzilWTVssxio57SyVG27efcutNAd4MHcXER7KoXPoiFOCOfXURxkdQcxT7vrTC2/59xdOvvHTdkJT+VrEK9ECxvZgyrQCrCkpmuKV+zDJWFy8m9RDoT1HgbGsWH2u2l2uffKj/89/g17FaIQohNx1rnVV15DZuEA553/7R3/9u7fuTnfftK/i3g8RxxBAEXVVBxNcDAwxoYApGRwQEAu4skU844meRiRwUcEziidkcd+qjU4vxz2PefKNz/hqbnpSrh8xgQEMyNgGJWGGRKoR0nRgzAkEEAh8QnLsyPFTJyeR/cFH9KRFW6On2AhXJCPOp1wm5q6qIGYmgqi7dTmna67dd/r0+6+55poLF1bqahBCPVmb7dixI+eOhyfyMBhzxkO4eyklxqiqbduWUobD4WCs91443fnKE5/4v33Lt339U566l4BltAYFAaFXcjY8BFFVK0XERZU5B9zMHZEgBERwLjKsI29Qj3jzG07/+xe/bOVCGg/3bkx8ONiJV6DMGWJQEBNHrAFlyxTPgCIiISCAOC451mVtev/OfeG3/9uPW2C4RLYsgeCRnmZonQQqDPHKWz74Pr7ha7+3lqUd433rq+14MGzbVmJgTsH4hJR/bqpaSnF3EVFVEbFNYCIuPXVwEUdMRFTVeyZmmHkpxQruUtcDEQFEBPCPUFW2P5dgsWi2MEOsSiOHLhYXG1r0lFW1EFIc6+TE0UOnDx88t5jO1LbKp1wWAh5dEIyeGz0xehpzTrFq2mIxVslpZ6nccPPuW26lOcCDubuI8FAOBg66jiaIxnCWQx2IBnY3//C7p9/2n5qV9+/yjWoj1bGCAsb24EpWA4KbOBDdqyI1vW5WLTRMLlhrum9EbM6tpntZ2vG4L7vuKV/FtY8kLOSpxoXd9Np1wpR8oX37f3v/n7z++np9yVbShburxSFdgYgoIibR2CSmbkgRTNxc+AgVB2fLGF5AkOiiLggmnqGAZaqu3ntPGm/seMzjv/QbOfj5sGujWkwwFiIZa/GEgESkyVQFHAQCRAwMjwiXJMeOHD91chLZH3xET1q0NXqKjXBFMuJ8ymVi7iICwkWOF/eScutuVRUGg8HGxkZdDwJSirkEHp7Iw2DMGQ9hZuPxeDqdrq+vj8fjGOPKyspkdnbn1elb7wooLQAAIABJREFUjn31s5/9jOEiVsgQK8x91q6GSpumVlEQ58NU2OSFnvBRVkxDAMUkZwONUXBwLtyzvmvfeLrMi/7NK9/65nfu2XUjNiyphoArKBhiYIBaBGXLmDti4ibq6ghBXEWky2m8s373+/78R37yu7/lOU9IQEixCmJKTzPMnBZEGGMNie9/3m//jzf91VW7bsLC2vKFa6/Zd/78uRAbE0DBuARlTvnn5u5cgo3GdSldL5fOLINpEFXqelBKyamYIRJiqKuqCqGerM1Uo4ioKpt8k4iw/bkEi0WzhRliVRo5dLG42NCip6yqhZDiWCcnjh46ffjgucV0prZVPuWyEPDogmD03OiJ0dOYc4pV0xaLsUpOO0vlhpt333IrzQEezN1FhIdwMEdB3NEMGVdo6Dl0K1QrvO9P3v2mV/kdf/XYsUVpKQbK9iEGuOCoiYKpg5iGiFnqMiJVXbtZTikNlm5bHzzyX3zF4Mlfxp7HUO9HhvS6Zfx+Tr79zre8Np99zyP2jUiTfOF8HDdYAUGiizrBRMEUVzfcwOi5IkBkzsDYQgbqEouIC+Ie6AQDt3rxtgsl7XrMp3/5c3jCFxOvntigCghUIBilxTqqCDETCtFBIEIALNHTAMqlyLEjx0+dnET2Bx/RkxZtjZ5iI1yRjDifcpmYOyCiIuKbFBHFvQyHzcZkdTQabkwnIj4cDtfXpxobXHkYIg+DMWc8hJktLCwsLy+XUq666qrJZLK+vn7NjaPn/dBXPerx+6++tgFKgeAhFChgjjmSi7mLhBikUlS4yMzci6hLDwFyySV7CFWMkU1Wkuf1UDd0oV3XpolveN3Jl/zf//GeD63v33cjNsArUC4yQF3ZSg6I4QlKEBFTkYhHcyX6+uy+nVfpq179wzuvphnhmJjS0wwbzhRUWMCGf/q28y983s81ek0ow0HdbEwu7NgRu25WLJoIrojxcVxBmVN6LvTE+eeQUgqbzKyUYmZhzu++50ysqOvYDOoY0YC7g3dd8k24ilQqQTUKlVtUrVU1hCAigG/iiuASLBbNFmaIVWnk0MXiYkOLnrKqFkKKY52cOHro9OGD5xbTmdpW+ZTLQsCjC4LRc6MnRk9jzilWTVssxio57SyVG27efcutNAd4MHcXER6iwBQEohMSsSRii3YoyGhlo1sY7Qi2eu7tv7nyF799/eQv624ZiXjFNuGGGb0wyIqLiXSRRC8ybclhIYRRaVOduyYagWmW5ebq4cEvXnraN7D/CUUWSzetwzrv+cMPvPFXF86/e//YOXcvlbK0b3bf2cEIFFAnONFE1VE33DDAQCGCIoGeJDC2jqgRikRHTUyx6AnJVujqhfX66n2f9SU849uob7y3LFUVOyAY4Ll0RiEGl+hgBCBAgIhhBTMEtEKUS5FjR46fOjmJ7A8+oict2ho9xUa4IhlxthcDBQMFAwUDBQMFAwUDBQMFAwUDBQMFAwUDBQMFAwUDBQMFAwUDBQMFAwUDBQMFAwUDBQMFAwUDBQMFAwUDBcwdEFER8U2KaJBSSttO9+3edf+5e8fjUcpt0zRCaJMxp2CgYKBgoGCgYKBgoMwpD5uBIQYOqIsRuy4vLCxMp+tVo7HyD5557+M+87E/8qLvesLnQaRn5i45BIHilK602pOoRFBDFDUHk54qH2Hubp6DVjxAuSjjU0ohNnhFiTbj99948qW/+JrppNEywod4Jc6cFEBc2TouaHAvQnI6xaRnFdLUcfHC6oV6ZJ3f9/T//fEv+rlnEVmfro+HY3qaYQYtVLCDxHc/59fe9Y7b6JZyqzdef93a6v3r62d37drZJTECn5Ayp/Rc6Inz8BhzSs+FOQVDnDnj4xlzCsqHubj4rN2oa41VKD7r0tS8i1GrWj/7cx63e/fOG66/9vobr9u7Z3c9ACMbXnzWtWsrk3vuPXvHB++47fYzH7rjrvPnJ54bDYOoVdBGiBDdFBRzLjKkgCGGKygo24RLsFg0W5ghVqWRQxeLiw0tesqqWggpjnVy4uih04cPnltMZ2pbZVsRcBBwEHAQcBBwEHAQcBBwEHAQcBBwEHAQcBBwEHAQcBBwEHAQcBBwEHAQcBBwEHAQcBBwEHAQcBBwEHAQcBCcCAhGz42eGD2NOadYNW2xGKvktLNUbrh59y230hzgwdxdRHiIAhdaHzYSoTYkg06RDaRkhqaLBYYO3Z3lT3/r7j9+5Xj9gzurSt1Aweg5F4nRc0UAdXBRcQTDjS3ihhkooc4qLkWkjZ4BM6aGDJfM67wxWxrUSLb7lnXf6N6Jr+587HU3P3N485ezuI+uY+3u0//5F/Xuv7tWzjU6Y21GDQu7yupqGBQEUCe4KK4CYuAGhitzERQCApLA+CcSHKUnJg4YH+XKA4yeg8QsjUkQPHgWimAOWcNqDiuy9Gmf/5U89etoburYM4lDYMlRMwTEXUKBArOSqlApKAQsuOGOGygaEOVS5NiR46dOTiL7g4/oSYu2Rk+xEa5IRpxtxMBAwUDBQMFAwUDBQMFAwUDBQMFAwUDBQMFAwUDBQMFAwUDBQMFAwUDBQMFAwUDBQMFAwUDBQMFAwUDBQMFAmVP+McZFxpxykYKBgoGCgYKBgoGCgfJwubgomEiLJCXjKlY7TTtlac+eO+66bfe+4czvWtrnr3r1z+69GhSEj2HMGQ9QwEFQPiED5VJyS6xAOiSDQ33h/vyh26cvfN7P3X17e/1Vn166am1lddfOhWLTlJKEBpQt4gGvwNEW6ZAEqFVG3c1kz549y6tnPawMFycv/ZWfeMTjqpJNapHoxbsokotRBlHlb06sfce3/1jle4LsijJUXMkuM/DiCsonpPz/Ykim5xEPeAQFgYJkpCAZnI8RxFV1fdpZ0fHCTjPrutwMq+XJ/YOhe5gllvddNfy8f/FZX/j0z3vMYx+xb5/ScxBwEHAQcBAwUHDMuPfu6Z0fOveHb/mzd73rPaffeybowrDem9tKfLQw2NnNymg0mk3XUt4YD7VNqylPd+/auzEVvOJjifMA4+MpW8clWCyaLcwQq9LIoYvFxYYWPWVVLYQUxzo5cfTQ6cMHzy2mM7Wtsn0ILojjgjguiOOCOC6I44I4LojjgjguiOOCOC6I44I4LojjgjguiOOCOC6I44I4LojjgjguiOOCOC6I44I4LojjgjguiOOCOC6I44I4LojjAh4Bwei50ROjpzHnFKumLRZjlZx2lsoNN+++5VaaAzyYu4sIl+JcJM4mQwrQdl1TN7iSNpB1yur6n7/579/y6sfV99aTD1WDEeLt+nozqKmbtHK+qisEUBctRJNQJIpbY0k8s0UcMFBEEVxM3KCwySU40VAFdcMMSK7V0t57J+X8TD79Kc/gac9gbbL8+v/anr9jVDYGtl7ZFE+40RMQRQSUOeXDHBzEcOUiRdhk/JO5aNJgQvASyGoFjDnFAz1XxHDDHTdkWEZXn73v/P6RxQXlwgUK7FxsffH904WDX/rs8AVfQ73fdeeUQYHsviQizpzQczAeoMwJRs/ZpAiXJMeOHD91chLZH3xET1q0NXqKjXBFMuJsF8accQWLbB8uLgom0iJJyWKK13gzGCzdfe/Z/dfsmvl9g52rL3nlj+3anxd3VoKydRycObXiE5UMURhNVuKfvO0Dx3/8FYNwTTdBXMeD4cryvbt2LbWdmyhbxAPW0NMpkpCEGF7hde5C0zQpr7uuEc5/07d92bd+51NxGJZMKyJeJOrAEpr5wRe85k/f9m71XYFR0KHiSnY6pxgRlK1iSKLnFR7wGoQ5RzqkIBkKFykwqOrV1TWN9Y4dS8VtOp0Wz67ZdCP55NMfd/2RZ33J07/k4GiBBCXNhs2AT8w3qSqbZtNSx5BaTvzZnb/5mjf81bveV4d947h3fZJ379h379mzC6PRcBRWV84u7hiMR9UdH/rQaHQVXvGxxHmA8fGUreMSLBbNFmaIVWnk0MXiYkOLnrKqFkKKY52cOHro9OGD5xbTmdpW2SaEngtXMI+AYPTc6InR05hzilXTFouxSk47S+WGm3ffcivNAR7M3UWESzDc6Ikypw4GCm6mYniiXScCpdx95/J73n7Pm1/2uD1lur7abiwv7d5Ft9GubjT7drCxAeISi6gRTNRRwZpSxDPbg0ucZkY7d6VUVibru/fs05tuYjo9/773NbUGL9Fz8CTe4QU3elIhka3hom0ILkQrgU7NwZhTCKC40vOMG17Qpo17kNB095PXUXCSj+6vrtn/eUfCZ34xNz3Rw9LEJYgETCmRICiXgxw7cvzUyUlkf/ARPWnR1ugpNsIVyYizXRhzxhUssp04Ai5kpCgGiFW4xmqw3k6akbec/w8v/9HP/NyKiElRAlvJM6KglsqkeNvEoTDClMR//o33/MxP/vJVSzeJV56k5K5pmlzcRNkiHvCKnrRIQhI9r/BKaLouNQNNZaUr91x9ff2KW396141QmdEJWAlBKoy//8v1b/qG5++ob1B2qI9UanFDk3jrbi41KFvFkEzPIx7wCAqGGFLAkMxHuULsZt40Td3ElDfatCGhI3SdrX3B0z/3y77yi7/gaXtQiiCKKD3hf8I2xRj5MKdrqSMYf/bHK7/6it/66xPvbaqlvUvXTFanuSs7diw0MVxYvj+XbveuvRuzAsonZHw8Zeu4BItFs4UZYlUaOXSxuNjQoqesqoWQ4lgnJ44eOn344LnFdKa2VbYJoefCFcwjIBg9N3pi9DTmnGLVtMVirJLTzlK54ebdt9xKc4AHc3cR4RIMN3qizKmDgYLQMzyRW8iI45m1M+de/0vT2/+Cjfv3jaTxGbMVFKqK4i5VlugIILhgwU0cnO1CdFakqgeisSslZStID6iDBi9KDp7EO7zgRk8qJLJFhKzqEMjiJu70RJzoREPUFUzdcYOM0Bn1jh1MlukSCwsb65yX3QuPPrT01c9l8VFUe5IMk1MrkQwOAZTLQY4dOX7q5CSyP/iInrRoa/QUG+GKZMTZLow54woW2U4cEBMHTJ2euLoYUuLAzl64/Yf+zXd9zbMfRWTa5cEoClurm5W6CYiZp1RmIVSBxnIIQOYF3/WaE398cufC1d2UWgezWadVZOt4wCtwpEMSkuh5hVcxjKfT6Xg8mKVzhXMrk9tf9FPf88xnfw4VSJtyqeJousaw4ed/+vWv/Y+/t3v8aeILYo1IFC8unXjrbmgDylYxMMTwCIoLHyYOBsZFSs8DHtcn+VGPetQHbnvv6sY9j37s9Xfd+/6FXeEF3//cw19xwCA7dYMLKYFQVQiXVkoJIbDJNumm5eXzS0u73WinDCow3vrGu176kl+/7X133XTjY9qNsrq8vnvHHpEwmUxGo4VkhX+M8fGUreMSLBbNFmaIVWnk0MXiYkOLnrKqFkKKY52cOHro9OGD5xbTmdpW2SaEngtXMI+AYPTc6InR05hzilXTFouxSk47S+WGm3ffcivNAR7M3UWESzDcEMcDAqiDsclQcaFAwRJkvGArnHvfHa+/dfWDf3fjoo03zmpapRZap44mTZbKUCVHT+oJN6hA2SZECdWs60CrwVAIbc6ONk2TuplS1HPwIt7hjmdEkQqULSKAuZjwEa4uWohOcFFAHMGCm1Cg85KkAgQdr/v47KxZeOTn7f/ir+e6zyLuJewogjoCWMKNWIFyOcixI8dPnZxE9gcf0ZMWbY2eYiNckYw424UxZ1zBItuIgTEXcVFXelKQdriDv/n7d/zAj/zr53z3U0shjCiGRoQtZo46mxwDdcSSRMVbZhOe9TU/vHwvw2qfllEpQjDE2SIueA2GJqQDp+cVHoSBFeombMzua0ZpefX2Jz35Mf/uJd/d7MXYKFmrOLAZd3zQvv2bX2BpRyi78IFYA4gXl5l4B7jUoGwhAwPlQYyLFBQXeh4hDAa7z527f3Fn7Mr9q+tnvuprn/Ydz/vqvddBwByN9By6zmJQDQiXVkoBQgg8SIYEWBHVAU47xWeI81M/9pq3/9H/u75i117zSEuxm0kVh7PZLERHCg+DsnVcgsWi2cIMsSqNHLpYXGxo0VNW1UJIcayTE0cPnT588NxiOlPbKtuE0HPhCuYREIyeGz0xehpzTrFq2mIxVslpZ6nccPPuW26lOcCDubuIcAmGG+J4QAB1MC7y4lENDIzcUhLRsFXues/tb37Nynv+5LELbWPLrHYsAtGk6aQBoqfoMyzhIBUS2T6agXddSoXYq5GQi5uZqgoWPCsFMl5wA0UCKFtEDC9giIKAOrFIMFEj8hGKqZu6KRtIZooNWY+772x3DG/8nEc87Rt45M3oHhgXASU4FMhTKiVUiHI5yLEjx0+dnET2Bx/RkxZtjZ5iI1yRjDjbhTFnXMEi24ghCQRr8Fo9QEFbC2sb6e5rbxr/5n/5qTBiY0pVe9VINmJgKxkYUIqAahA+QqB0BOGtv/v+H/yeX2j0qt2LB9qZIx3ibBEXPCKGJCSDg+ARr6wElYiULq+NFkrxlWl7/0/93Pd+4TMfOWtXB4MdllB49aveefwnfvnaqz6DNMKGYhVieIckJSFm3oCytYw5Q4w5B8EVFBQXUFyZC23LYKQra3fv3MP/9a1f9qxvekK9CJGUN6pawFIpIk3QBlheXt+1NOYTcPeccwhBVbkoQ2uk1GVB63oRrzC6CcF42Ut+7//5nbemWTMeXp2m0UrVNI35FCk8DMrWcQkWi2YLM8SqNHLoYnGxoUVPWVULIcWxTk4cPXT68MFzi+lMbatsE0LPhSuYR0Awem70xOhpzDnFqmmLxVglp52lcsPNu2+5leYAD+buIsIlGG6I4wEBtDDnIGCOlByj4oYl3FDHErbGqXd84A9e47efuHGcqphoNwjRpcpSAdGTWIsZPY1QsW1YanXQICF3OZtrrDRUZiY9UIq6QcYNd3oSQNkqhicwJCLBiUWCoy5qKKAYIG6CgUefUmc2mFThPrl6svS4xz/jG+XxX4QvEReygBEBg5SQQgyEgCiXgxw7cvzUyUlkf/ARPWnR1ugpNsIVyYizXRhzxhUsso1kJIFiI6yBCJmw4fH8NH3w11/772585I56kelsMhwu5EyMIGwlgwSec8SjKCKIAlbKNIZm+b6NpZ07fuA7f+0P/+Dvdu/4dM+V0yLOFnEBBUMKGGK4QsSDW3QTp2gose5cJitr9zzjX37Wi37+aBgZRXHW7uf5//rF7z95Xx33Bl/AGzdBTEiiGUkibqUCZeu4IA4ZMXAw5hQEj3gApedKT2znrsWT7/mLRz/22u/7we946uERgdm0aL1Rj7RLG8VtWC9AvbY2awYLVSXCPybnrKpAKQUI0dfXVxcXhuBgoO4uMsAqChj//bf+4ed/5hWTlfiI6x/fzcLy8sp4rJC5BOUByieHS7BYNFuYIValkUMXi4sNLXrKqloIKY51cuLoodOHD55bTGdqW2WbEHouXME8AoLRc6MnRk9jzilWTVssxio57SyVG27efcutNAd4MHcXES7BcEMcDwighTlnTqAYAVRcMHDAHO1WkQu8949vf9OvNcsfuHqn2vm7tVLmFAwKnnFwkAqJbBeWN9o4rqhqUi7ZNNZS1bhYzoiLIxhk3HDmREHZKoYnMCRCZRoLwUUBcRNMcXFDjDkTEtFS4lzcl/Z91t7PfubwSV9Bfc1aW9WDKFA5AmTDCwIqqCLK5SDHjhw/dXIS2R98RE9atDV6io1wRTLibBfGnHEFi2wjGUmg2Ahr8Nq1I6x6PHfz51/3Ez/7r+KCra/dN96xw4qY1zEowlbK0ILiQ8DBHXNEuyBdKqkKC95Wt73Hjz77B5bvHdxw3WPa2QRxto4L4mBgiOEKEQ9Bm65LIjIcxZQnbVqtG4+j5V959Q9f/8ilyTlb2KFvfsNtP/CC49fv/4yNiQYfuyuuiAmtaBY1ESlZQdkiLqBgSEIKksFAcYWARzyAMmeAh9nK+h3XPWLP857/nKd/6R6cIoQBaCplI4QAOAgNBEdns244qLmUUoq7xxjZ5O6AiIClPHPr6rqCknIXCBpH02Ubjods8PrXvf+VL/+vd9y+sn/vI4bNaDZdRTKufDzlAconh0uwWDRbmCFWpZFDF4uLDS16yqpaCCmOdXLi6KHThw+eW0xnaltlmxB6LlzBPAKC0XOjJ0ZPY84pVk1bLMYqOe0slRtu3n3LrTQHeDB3FxEuwXCjJ8qcOhg4OAgIc+IIDjiSnFqKlAt0d/Oed7z3jb/R3vG3T3jUNb5yVnyGO5LpOXMCNKBsF4YYOCgOqqAY2QghMGcCuCGGs0nZQoYnelIhMUtwFBBMKeoZChiuCD0XSRJWfLTS3HjNk758/IxvIl6z1g3DoMKohApwA0PAxdw0VFwmcuzI8VMnJ5H9wUf0pEVbo6fYCFckI852YcwZD+HuXAlEKraRjE9DqNwXsSZlJCRtVmd+5+ve8AvjXWm4s4MWYikSZJGespUytPR8DLgzp0AqrAolMMIWlu/i5S/5/de+6n982o2fOd1Y902Aqsom38RlY2BcpKB4UKnNzN1Fi2g271Le6Pzu537P4W++5ZkYJF70w6/7g99756i+Shm7RQjMFSEjCSkgeARli7iAgiEJKUgHBopHkdi1qISFhYX1jUkp7c6lhXvuf9/C/unxn/+hzz10fekIA1C6rtRNQDI4FwkoKP8LjDkByZCgMBe6DaubcVqjanjda2//tz/1i6PBvmE1nm3MhoMmxkpVNzY2zGw0XNjY2IgxMqfMKZ8cLsFi0WxhhliVRg5dLC42tOgpq2ohpDjWyYmjh04fPnhuMZ2pbZVtQui58FDuzhXBI6AYPTd6YvQkdDnFqmmLxVhlpGtzueHm3bfcSnOAB3N3EeESDDd6osypgzHnXCTMKXMGDl2XRppgnfbsxjt+966/eku98sHrBjNW7w4N4LaGLkUGC8t3Li8tDdlGDC9goCCIgtIT5WO58UlieEFAKpNYCKBCDl6kbCBOAIMMAkG9WbqnXViu9z7q0FdUX3iE6ppkizkORKkgONDiGVWIHRVQgXB5yLEjx0+dnET2Bx/RkxZtjZ5iI1yRjDjbhakqGA/h7lwJ3APbSA6a3aRYIwxEo8ls0t35pV/52T/8Y/9HHBeNa5AcKTmK7whBUbZShhkIPqZnuIACCdagQBR20umJP1p73nf89LjeH6QRV3cHZBPg7lw2xpxxkYLiIhKsgJiIi2KWc5llv++JT9n7cy9+YR25cI5v+6Z/uzEJk+Wya+nqrjVQMMSEAhkxXEFB2SIuoPSkRRLSMad4dIuDwYKga5PVfft33nP2jrXJ/Xuu1hf++Nc/9fDnDIYxdV7VAsxmqWkqUeaEjzAuUv7pHIw5AQFJkMGYq9eX03g8wpit8Msvf/srXvbqTztwsJuYeCylhBDcMbMYajPjImVO+eRwCRaLZgszxKo0cuhicbGhRU9ZVQshxbFOThw9dPrwwXOL6Uxtq2wTQs+FhxIRrggemTN6bvTE6GksOYVYt8VirIpoO0t245N3fvsraA7wYO4uIlya4YYoc+rMGXMOwsdzEFAQm2EbrJ5Zf9ebbvuz1++Z3XnNuGXtfgyWBmzk9Zbxvv2sreDGdmF44SJBlDmlJ8pHufFJYrghuNRFgkkUJ5DUO7ylFoozBYXxEOpz08HZ+qbrP/df7njyYZZuwpesHmehZIYBaPEWAQmZuqUCGohcHnLsyPFTJyeR/cFH9KRFW6On2AhXJCPOdmHuDsYVS6RiG7E6etd15gM8NqN6fXbO6uVfeuWPPeFJkZhhAslc3WplUQSUrZShpedjeo6DKZBhQ8nZUR8Ha3zKs772F86cXlms94rXbHJ3PkJEuDwMDJSLlE1uuDugQXruXnqco7nzF3/pZ57wxD1ve+P5733+j1979aOXL0x377qqbVvmDBwxMOZUXNk6LnhEDGmRhHTMRTxWcaGd5cXF8dl774p1u//qxb/6m3f8zIu/7+uOHULXQWZtGTRj0JyIEZw5YU4AA2NOQfkncijMCQgISIbCnK6ttIsLC5ZRWF/j+57/kr9457v3Lt4kZdh1nbs3zbCUknNpmqZkZ06ZU3ou9MTZOi7BYtFsYYZYlUYOXSwuNrToKatqIaQ41smJo4dOHz54bjGdqW2VbULouXAF8wgIRs+Nnhg9CSmnWDVtsRirjLSzZDc+ede/+lWaAzyYu4sIl2Y8QJ0HGCgfr3Qp1lWG6SwtDirKMve/9963/5ez73z9Y3flev1OmyTd1eA6mbGwc8mnE/HMdmG48WGiXKR8lLBJ+Sg3to4Yboia1EXEieIWPYm3eMbAQSAG1+GGN/eyr/mMZ177tGex51rCYkmVDhogpVxHhxYyClQtdUsFjCByecixI8dPnZxE9gcf0ZMWbY2eYiNckYw424W5OxhXLJGKbcTqyGw2i/VCyjk2cu/52w899eDLXvWtVKDZWXeSUsEAb3BQtlKGxFyDK44LJoAZ64ooUqxWq9R46Yvf9lv/6Q8a368+EhH/CEA2cRkYGHPKnPIRZhmQTaCAGyara9NTz/3Obz363Kf86At+/61/8M5Bs7OKI9VYSgJHMg9QXIWt5IJHxJAWSUim5xGvgo7WVtd37V6ctstr6x/auTs88XMfffylx2hSYRmiUqWkQlXFip4zJ8wJYGDMKSj/RA4GDgICAmJg4O2sbeoxSGrJieGA97x7/TuOvTCv7Bw1e2Oop9NpXQ9UdTJZH41GVtikzCk9F3ribB2XYLFotjBDrEojhy4WFxta9JRVtRBSHOvkxNFDpw8fPLeYztS2yjYh9Fy4gnkEBKPnRk+MnsacU4h1WyzGqoi2s2Q3Pnnp2CtpDvBg7i4iXJrxAGWTg4CDgIOAg7DJM8QstE4QBhj5HBfee/5Nv37hH/5oqbt3z2KwjfUiGoc7NzY2RpWIZ7YRY065JGGT8lFubB0xMFCTWCQ4KlhlLdZY1HEUAAAgAElEQVSicAEa2LtAbm4/38niNTsf+/k7v+go+w8iDVloRi7kzqtKoMUzFBSoWqqOCAwhcnnIsSPHT52cRPYHH9GTFm2NnmIjXJGMONuFiQgYVyz3wHYS8JTSaHG00U6yTS9s3PWjP/n8r/2GR3ugSEKnggUqqPGKnrCVDBJzFa6AgwmbUiFVVFCJURIfPJWf820/UFb3RJZUFbBN8hFcBgbGnDKnXGRmGZBNoG4qEtDptLvzsz/ncd//wm/9ru986WxDpht5PF7supmoIdml0PMAileAOIizRVxAwZCEJCSD4hVe506qqqlqNyZSXejKPa97/csX91OqqccuECG2XVat61i5IcIDhE3GnPKwGDhzAsKcGD1XYGO9HY2alBCIkde+6o//w0//ziDu27lz12QywXU0Gq2trTfNAFfmlDml50JPnK3jEiwWzRZmiFVp5NDF4mJDi56yqhZCimOdnDh66PThg+cW05naVtkmhJ4LDyWqXBE8Mmf03OiJ0dNoOWmsu2IxVkW0nSW78ck7jv4KzQEezN1FhP8546NcEcMVMVwRwxUxrIB2EkxIoIWxTkn3sXbq9te+ZP0Df/noq4dVuzZZPd80TVVXdFPc2D5EeRDjw5w5YZPyUW5sHTEoCEZVJDqi7tFnWEJhBo2wsP++jcHZNLz24JN3f8FXc+OTCEuWLLk0gwVz2lk7HDSQwcEQQDOhoECEwOUhx44cP3VyEtkffERPWrQ1eoqNcEUy4mwX1gPjiqVas51IdpThKEza1fX2vr3XjV/+qz+2/wZCDWoineCCQvASzQgVW8mgMBdAcRxM+LCN6cZ4OBREjK6ljnzdV/7I2VNVJXtjjIBtEhFV5fIwMOYUFBfEmcvmWVV67rgFN1WNojmls0u7Fp729C9/w39/M9ao1OYZKaIJSS72/7EHN8B6pvV937+//3Xdz6uOdLRatItYFpbFMKIxZgfcRHGcOmYi220XG4QbbCcUVDktWRjiuI6TehwT1raw8WSaNIE2TvCYNWCzZpJJ4rQ2BZwY42omb8ayCUZCIPC+a7V7znPOee77vq7/v89zJHZZ0CbdhoOOMvp8WIgB0RANYaKgYIeEwMBRj3rkhBEN0Qyalfl8PhjGxvz+Pu77G2//S9/52m+sXZ9WUuBsK9VzyoL5vBuNRnyFYEk8M8EV1eIpGwsBwp2Njfl0MHrjq//OZz99cTLZ03VdLbFv377ZbHMwGIQbS8aSsRBiQcHOCSXP1YqnOfKmnwR0uYZ87Dn6YmaV1OepzU4dP3L26OELK/35ga+xS4iFEF/N3bkmRAYMBxTOgpwFy13pUx601XNuqqyd937rH7/hL/5DhrfxVBEhif845ymcMOSEIZbCqZWUivK8okSGITB/GD3Gfb//wG+8/6E/+MSt+2y16cvGWh5m+p7dQxZYIEAEIJwlJ1gS24wnhLNzVKAiD4ZVOTDh2Tuip8JkDMOH1vWwDu578ZFb/sR38aJXUEeM94NVD5Sl5BVJyfgKwZL4mtGJYyfPnJ5lDqaYsKAWa50FwyeEoYKC3cJrreB8FUlcC8wG7B6h6Hw4aapvtbH2+PzBV7/u6I/89TvTCMuEYRQIIDwpDFBiJzlUlhIYQQhnKaDrQ8FgIAtqJYuTP/H+f/aB3x/opsFgIKnW6u5mllJyd74GHJwlAyOEgqUSFDMkRagWIpIxTI3X8mhubGX6rMcfm9diw8G4LW1qPNhEXShAxIAY4kMw0aFgh4TAwFGPeuREJhp8OBzs2dyaoXazve+P3XHjz3/gh7rNdrB/iNE5UcNMOQMONaiGWDIQGBjBkngmCvTgYGBgkAgDNjba6XSIWFub7d27B/zixYv7Vw78xi8/8vf+1w9cvHhxMBjUGtPJymy2ORqNvIolY8lYCLGgYOeEkudqxdMcedNPArpcQz72HH0xs0rq89Rmp44fOXv08IWV/vzA19glxEKIr1Zr5ZoQGTAcUDgLchaU2tLnZthWz7kpqJ33fusfv/F/+gWGt/FUESGJKwmWxCXOQjiXKAihIMQT3LEcsnnBMoIEvvlYUx5nsMmZU5/6x+8Zr33u+auwdYGNTUZDMHYJmZNcBlg4CoWLS5wnGU8IZwcV1CNCuZKCLDx7TxQ6mEy6Ov5iO0nPfcXzvvV7eMmfpllta5cG44SBdcUHeejkvmKJBQNBCggIR44y4mtCJ46dPHN6ljmYYsKCWqx1FgyfEIYKCnYLz9lQDRXUo4JqyMHNMgthgHAuc7AQCkIoCKEghIIQCkIoCKEghIIQCkIoCKEghIIQCkIoCKEghMIChIdQEEJBYIIAhUIhCLnCiWG/NSQaMHAwcDBwMHAwcDBwMHaed3XPyvix2QXSfDZ/6G0n/9rR//qWwRgHyywFEchBLAkEAYIAQYAgQBAgCBAECAIEAYIAQYAgQBAgCBAECIIniSeEWFCw0M0ZDFn4rd+476/e9feG6eBgMDCzWmtEmFlKqdbK14CDs2RghFCwVFA1Q0ruXgsRydSkpJy6oG7OapNHTTNu5/1oz6Av82COSsgJg0w0+BAQBQU7y1GBAAcjmqBZX9t63vOfc/+DZ61Z+8X3/dTzXghjyAVygDuWWCi18+gHOYtLDAQGRrAknokCLQQIDDKIyCyIvq8RMRhkcI9iUm2bVDn+5/73P/i9z67uu8lrbmy4Pnt8Op3UWlmIBAbGkrNk7JxQ8lyteJojb/pJQJdryMeeoy9mVkl9ntrs1PEjZ48evrDSnx/4GruECLGgcFfuNG5t3NqoaJBSZimAQCwoFGxzMHAwcDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwlsRSKFiSs83Mur7mQdP2JeWBy9q2zbe87HmvfwfNIZ4qIiRxJcGSuMS5JJwrkrEQhghwpy21aVIjx1vmjxCP8plTf/Th99X7Tt+6x6kbeCBBRjkkQFTCkYMFFmJBuKIQICOMHSJzksssHBABLi5xnmQ8IZz/RAKMK4oCLQLlohTkRLHoccfSRt9ciBvipj/2nP/yu/MrvpPmpt6VB2mznzXWNKmpEUkDJzsESwYKEhAQjhwZMr4WdOLYyTOnZ5mDKSYsqMVaZ8HwCWGooGC38OJt8fU86n/hl35y9QAVWm8hQIQRGTAcXDhESI5Z4MICFxa4sMCFBS4scGGBCwtcWODCAhcWuLDAhQUuLHBhgcsszMFwl1vgwsIcq51P96basb7ZjYc5DbSx/ti+yf5/8oFzP/+uDw6H4z17Jo8/vr5nz2Q+78wAAwcDBwMHY8nYQV5Kt2dl0rbzx9cefu7znnP0O77tjlccnkzpC6hCQQ4ouCwshIIQCkIoCKEghIIQCkIoCKEghIIQCkIoCKEghIIQCkIo+Aoh40siApBkZmBd121tbXWbesfdP49P2UHOkvEUzpKDcZkRQgEODpmFEJcowMG5zMAIsaBgBzk4cgggBCGwwFLWcMRnPvfJP/f93/G2d7y67RhOCymgIVgSX+J8JeP/JwfnScaScQXOQli7ydlPr7/u1T900/7D6xe0b+WGycQevXj/eCgWYkhkl4GjloVoILNDQslzteJpjrzpJwFdriEfe46+mFkl9Xlqs1PHj5w9evjCSn9+4GvsEsJloqh2Je35Qrvvtu96PS89SplgiYVwBEosVcKRg4OBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg/Hlgm3OE2Q8yViwMftfgE35T+VcmVWWEhAFAoRygNeqbs2ajv4RPvmRz/76+/TIZ2571oAHHuTGITHZ3PJmsiJFzB9rUkAfst4GVYLI0TXR4hANZHaOjKdwgq8pZ8lYkAHBgnEligI9XhmvesRsNts7TTTRXewGB1fP3N9t7P/Glxx9Q/OK/5b0rHae0zglAUVcYkBgPJWAYElOGOJrQieOnTxzepY5mGLCglqsdRYMnxCGCgp2C7fGS6wNJ+0v/srbb7wZb6jeKkdShsw2BdsKAgyMnRNcJp4UhCOxUAq5AVHqPMfoHT/ysX/6oVOj0Wg4HG5tbU2n083NzcFg4O5cWWYHuXsZjQcRPp9vRsRwlCLqvN2SKnIIcOQsORhhYHzdxTbAtgFlodd0fBMx4Lorc1QgQECwFDLwSKXtHhuvxE//zI++4k+uqKGqTQY0YOwaTn30Yf/Rt7z7d089uH/PC6M3Y8vZzKljwUdE4yRUsS0WfAiZHRJKnqsVT3PkTT8J6HIN+dhz9MXMKqnPU5udOn7k7NHDF1b68wNfY5cQJRAlRe/N6jk/dPudd3HHsdA+pSE4OFCsCWiiQgUHBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcDBwNDGYydEVBZyjhRiYIMNYFViOKNWvwxLn6Gf/fR+//tx/rz/+bW/U7djDLs89SG01I6dWvDgYgaok2DKllEjq6JFodoIHMNc5aMBRkQWAhCXKIghEIhUfFK1zEc0+TSbShKGorB5PyjpbnlZTd806uGL/2z7D/s7HGBkUBcHTpx7OSZ07PMwRQTFtRirbNg+IQwVFCwW7hyrayPpt099/7N/TdDBnlQg4VMCLAAAgoCLDB2igguExAsiSACEwulkjMB7n3Zat78/e/51O8+PB6PgYgYjUaz2Ww6nfZ9z5VldlLft+6es02mo4jY2Jh13dwSTZPAUYCDI2chDAyMq8HdI0KSmaWUJBEJH0PmuitzcOSEASEWQg4Rqf/ifX/4/a//np/4qf9ms2WyF1cnuRiAsWsEjts/ev+nf/xH3vWCW17Rbtb55sWVvYNa1gkjhkR2Egq0xUI0kNkhoeS5WvE0R970k4Au15CPPUdfzKyS+jy12anjR84ePXxhpT8/8DV2CdF7mGqKPgb7P88tz3/Vm/nG76Y5ABkcHKjKARmHypKDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDsZTA2BkBFQQJJ3rCkaGmYoWlJrC6Tn2Y+YPxiX/+73/zQ7cOH83zR3IapKbxUiIipVS8mhngGGA4uIWzEMZ/NmRAcIlxmYOBKywE1WVQtjBnaJRoo2lHz/p8Ozr8rcfyke9h8hxiD7YSuXEwEFeHThw7eeb0LHMwxYQFtVjrLBg+IQwVFOwWHtaXWBtNu/d+8CefdQgGeBRZBAuZEGABBBQEWGDsFBEsiW0BYiGQKIVkeJASpZAbvvjZ+f/wmne06yvj8bjrupxz0zTr6+t79uzp+54ry+yk4XC4sbFRax0MckrJvQwGg5W908ceuwiOHJwlZ8nACOPrTlJE1FojQk9KtRgY1z0tBwcDDxl4yFGvxu9/8Mwvvu9dLz+SS+D4YFz7utWkCWR2C3eqonnwHD/w2rdFe2Dc7J2tXdi3Ounma2BEQwychCrqIIgGjB0SSp6rFU9z5E0/CehyDfnYc/TFzCqpz1ObnTp+5OzRwxdW+vMDX2OXEBWJYt55s3rOD91+513ccQxbxQbg4ECxJqCJCpXLBAGCAEGAIEAQIAgQBAgCBAGCAEGAIEAQIAgQBAgCBAGCAEGAIEAQIAgQBAgCBAGCAEGAIEAQIAgQC0pg7IwABwNFgYo7Zqgp2GaQRILU943WqY/x0Nnukx/7zMc/uBoXbp6mVDfL41t5Iiar88dneTC2wKiEEyALGkDqCec/DzKuwMHACQvZZmW6MmbjYbaCfZCmFzaa+7nxtm95zfSl38azX4ztoUuM96Jma96NRwOuEp04dvLM6VnmYIoJC2qx1lkwfEIYKijYLVy5llgbTtr3fvDuG58NA6r3SiEMMtsUbCsIMDB2TrAkniJYqJWUuCQCid/5F+d+6I1/d+/o+YPBYD6fN01jZrPZbDKZ1Fq5ssxOavIAqNvcPfCIcC/D4RCcBTlfLoyrQRLb4suApdRw3X+Eg4EHhkrIUTuvjz//BQd/6ZffWiFN6Pp+MPKgigFkdguv9BZDdfz4j/zTf/Krn3juzS/cmq03A8M7MLyB7CRw1LNkYOyQUPJcrXiaI2/6SUCXa8jHnqMvZlZJfZ7a7NTxI2ePHr6w0p8f+Bq7hAhLRK/a1rzvs/XZ33DnXbz8e5291ozBwYGqHJBxqCCWDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcjCVjxwQ4GCgK9ISDYcOCzRwzFswZ1r6xFl9ndv5z/+z/6L7wr/Zunr/RNvJWoYHRuJtVG0wsMO+JwtLAbeKQ2YKea5eMJ4Tz1eSEIcfNU56R904GbD7IHBpKzQ+MXui3/olbX/MW9j4XDXGQSBnlvpQmD8G4GnTi2Mkzp2eZgykmLKjFWmfB8AlhqKBgt/CwvrI+mnbv/eDdNx6CBuRB9QjIhAEWgIsSAiwwdpBxJWZsbfbjcdP3NA1dy2DAz7/rn/+Dd35kdXpbzrnvezMD+r5PKfG0MjtpvtWOx+OcB6V0UhoMsrvP53MZVxbianD3lJKZSXL3iOASBdf9fxOASqhiWxfWvviWt77x+JtewcIAjL7Ompyggcxu4UGttcmV3/y/Lv7lv/T2gzc8r7bV3YdNIoxoiOQyFlTBwdg5oeS5WvE0R970k4Au15CPPUdfzKyS+jy12anjR84ePXxhpT8/8DV2CeEyUVTa2uw754de+Ko3c8cxmgOQwcGBqhyQccKRsRCGnDDkhCEnDDlhyAlDThhywpAThpww5IQhJww5YcgJQ04YcsKQE4acMOSEIScMOWHICUNOGHLCkBOGnDDkhCEnDDlhyAlDThgLYucEOBgoClSigGHDgnVQwMFgAENQtNRHufD75z/y3vVPfviW/Pi+tMUcHJqBawJY7aEQwCBsUkVmC3quXTKeEM5lzpKD8WVCeasZqXZjXyeJjbi/nY5eeuf+o2/gOd9MXgVDTvREjwwlaMC4GnTi2Mkzp2eZgykmLKjFWmfB8AlhqKBgt3BXV2JtNO3uufennnUIBngUWYAgs03BtoIAA+PrILhMXFKK52y1kIwIBD/2V//Bb/7js+N8s5lJigggpdT3vZlxZZmd5O4ppXD60hFqmsbMaq1mxpUZV0OtNaVkZoC7R4QkM6u1R8F1TyfEl4QClbAW2/C0+e6//zMvegka0FeakfdlM2UZQ8jsFh70MFTP+iN832vfvn6BzFA0WYkwyIRcxpKzoGDnhJLnasXTHHnTTwK6XEM+9hx9MbNK6vPUZqeOHzl79PCFlf78wNfYJYTLiN5qV5t95/zQC7/7LbzsNTQHiAQODhRrApqohEMOAYIAQYAgQBAgCBAECAIEAYIAQYAgQBAgCBAECAIEAYIAQYAgQBAgCBAECAIEAYIAQYAgQBAgCBAECEISOyagspSB6ImCDFIod9BDAYMEGbKTmMGjnPntBz7xIX3hX9/YP5TaTSoMGxgQiajgBGBoGEL0ULhGicDAwAWEs+SEs6AgxBNkyFpLtfaT7DB4rB/bzd+091tfz0u+HR3csoEyWST60m+akdIAGshcDTpx7OSZ07PMwRQTFtRirbNg+IQwVFCwW7g1XmJtOGl/8VfefuOziQaPXilAkAkBFkBAQYAFxo4TwWUCAui6+XA4nm+V0TDXAsGJ//7k2X+zYXW/pOFwWEoBxuPx1taWmXFlmZ2UktwdyDkDtdYImZm7c0mIpzCuBnc3M8Dda60RkbZFVBRc93RCLBkQctSGtaTZbS961t//h2/RCIwQQWuJbQ0Yu4X3vpVt2s0YZt70xnf/3r/+/ND2Tcb7+60ejEiACzAucxTskFDyXK14miNv+klAl2vIx56jL2ZWSX2e2uzU8SNnjx6+sNKfH/gau4QIS0Sv0vZp5ZwfetGr3szLv5e0HxuAgwNVOSDj4ERGXHdFAT1LDQgnKjgYShUrUCFAIEjBQE53EXuMT//Lz/36PfmB37t50OZo8YIayGAsOeFcIq5hssBCKBBOODjhLCi4JMSCjAUxL20aTTzveWidsnLbba/8fr7pu8g306y0wkEiQ6KInqUGMleDThw7eeb0LHMwxYQFtVjrLBg+IQwVFOwWHtZX1kfT7p577z5wCDJBRQ6CzDYF2woCDIwd5CwZwZNE0At1XRk0o1pI4uGH+Auv++F68QaVvTwDmR3k4Mj5cmEsGZcZXy7ErqLguqeXc97c2BqNJrEgt9T3sba++cW3/JU3fu/rvnm0j83N+WTvCPWbW5uT8QQSGLuFB7XUaBhQufeeT/7EX/+5Ww4eHuTVMocQ21wsRWZBBQU7JJQ8Vyue5sibfhLQ5Rrysefoi5lVUp+nNjt1/MjZo4cvrPTnB77GLiFcJoq89bx6zg/dfudd3HEMWyUNwcGBqhyQcXAiI667ogqFpQQJFAUqYQiUAqtcJjBQAD3dY8TjfOq3Pv/hX0oP//tbJh3tRSRSdhu5LOGip25QwBrIXKNkgYVQIJxwcMJRUB2JYCllUgMRpZP6Otx7bmvqN77kRa/887z4W4h9DG9AOYxeBEuChl44NGBcDTpx7OSZ07PMwRQTFtRirbNg+IQwVFCwW3hYX1kfTbt77r37wCHIBBU5CDLbFGwrCDAwdoqDg4ERPEkOFbzr66CZlJacOPOH5fhf+OFhe7PqHp6BzA5yVCD4SmIhjKcwdiPjuqeXc97a2hoOJhHhVKW280eV1n/2b/8v3/wtN5IpfZtHCWLetqPhCDK7iAfelzqwIZXf+dgf/egP/fSQZ2dbjS6DgaNwseQNCyoo2CGh5Lla8TRH3vSTgC7XkI89R1/MrJL6PLXZqeNHzh49fGGlPz/wNXYJ4TJR5K3n1XN+6PY77+KOY9gqaQgODlTlgIyDQ+a6p1GhQIBBgoQTDgEOBkLGlwsIwwuxydZ9/N5HP//xXx0+dPrm/cbGRUzzNK6yFGXIXN4REBkarlGywAKJEE44FAIUBCAiCFwWSkpZCjXxxYv9xsFXPP9Pfd/wpUfZ8xxigBoWRDUKBAgynqiQwLgadOLYyTOnZ5mDKSYsqMVaZ8HwCWGooGC38LC+sj6advfce/eBQ5AJKnIQZLYp2FYQYGDsFIcKgkxAgFiSQw/ednU42FNakvjtf/nwW+/6Gzc0z1Od8gxkdpCjHpyvZCyJLxfGbmRgXPc0zOi6rskjoEbFtrb6h59z6/QX3v/j0xsggbdkA9wVoZQSu0ngXd8N8wjn4S/w1je97YHP1awbrY6JjDpUXQ5GNIShgoIdEkqeqxVPc+RNPwnocg352HP0xcwqqc9Tm506fuTs0cMXVvrzA19jlxAuE0Xeel4954duv/Mu7jiGrZKG4OBAVQ7IODjk4BomdlBADwECgwTCCYfKFYVBQ7DkW5QHNz76gT/67Q8catYG/UWzKGlUhdd2GBsDrxi4wZBrlMxlhEQIJxwKAQpCLCiD+sBJlhpy03p5oExv+lOvX/mzb6C5taUZgCrQs2BNEZWlDIYL4yrRiWMnz5yeZQ6mmLCgFmudBcMnhKGCgt3Cw/rK+mja3XPv3QcOQSaoyEGQ2aZgW0GAgbFTHCpLDQHBkkAFevCu90Gz4j0W/OoHP/W2H/tbz175BtUxz0BmBznqwcG4MnFFYcgJQ04YcsKQE4acMOSEIScMOWHICUNOGHLCkBOGnDDkhCEnDDlhyAlDThhywpAThpww5ISxZGBcd2UuRa01paGw3lvUbnT3feu3feM73/VGBLliBQISNLVGSmI3CSi1NMkohvM/v+ndv/Oxz44Hh3KsEAm1qHdzwoghYaigYIeEkudqxdMcedNPArpcQz72HH0xs0rq89Rmp44fOXv08IWV/vzA19glhMtEkbeeV8/5odvvvIs7jmGrpCE4OFCVAzIODjm4hokdFOAQXCYwEE44BDjhPEWmiJyLYzXMNpid2/zoPff/u9/Y748OtamULMm8pd8YeI9BZGi4RslcBigQhQCccBYiQKQB1lTlzsPDSh4/HuObXvbtwz/zeva9aDNu6BMjyDWSOsKxBuXCksBAXDU6cezkmdOzzMEUExbUYq2zYPiEMFRQsFt4WF9ZH027e+69+8AhyAQVOQgy2xRsKwgwMHaKQw8GDQHBkkAFWoi+epP2UqHyrv/t4+/+O++/ec8L5EOegcwOcnC+gpwnhHFlBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg7GknHd03JZdXci5zxo+7lsvtnff/wvfs8PvvW/Kn3kcUuqtWJqpEEEMnaVAA9P8jonpfxzf/Pee9/78ZXJ87PvA6EWa10Bwodg4CjYIaHkuVrxNEfe9JOALteQjz1HX8yskvo8tdmp40fOHj18YaU/P/A1dgnhMlHkrefVc37o9jvv4o5j2CppCA4OVOWAjIODBQsGDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GiK+HAIdgSWAgnKjgPMlAYGBF1MrQoD7K43948SO/svap3xrOH5zE5nRAsqC2UVsFWCaMa5QssBAKRCEAJ5wFmbvCGhuMe9m88+K2Mdg/ffGfueGV/x033I5WZ0yVZZChoScKYShBBkIsiKtGJ46dPHN6ljmYYsKCWqx1FgyfEIYKCnYLD+sr66Npd8+9dx84BJmgIgdBZpuCbQUBBsZOcejBoCEgWBKoBFvgHkraS4XC3W/7tQ/9yv/9rPFz5EOegczXm3MFDsZlxnXXBpcVSaWPphl2pU1Nt9nd/9M/+8N/+rueEx4addBHKHxg1kQgY1cJlkRf5iWn8S+/5+N/++SH9oxuS74Chm2i1q0QmRgSCRwFOySUPFcrngVbbTYAACAASURBVObIm34S0OUa8rHn6IuZVVKfpzY7dfzI2aOHL6z05we+xi4hXCaKvPW8es4P3X7nXdxxDFslDcHBgaockHGooMC4ZgljBzlRWVAKrIKzZJBAQBQukXGZz7veBuOArXm/OhLlAg9/6oFfe489cLq5eG5vatMwg4rnGj6kQuEaJQsshDmo4CAnHBlKHuaWPQ3byrxqNJ6WG168/9V/jYMvwYbdvKbpvgJbpYxzHlBExZ0AMmpYEIirRSeOnTxzepY5mGLCglqsdRYMnxCGCgp2Cw/rK+ujaXfPvXcfOASZoCIHQWabgm0FAQbGTnHowaAhIFgSqDibogbJ2OO9qfLDf/l9v/nhf3tgdEje8Axkdk4IjDAukbPkPEHBZQ7GQohdRcF1T6vIipl1bQyH47afD0Z1Xu9/7/vf+dxvgAHYFlRIxCA8ATIQu4cHEqKnOAz/n4+c/7G/8m6rz06+AoZtYluuAoZPiQSOgh0SSp6rFU9z5E0/CehyDfnYc/TFzCqpz1ObnTp+5OzRwxdW+vMDX2OXEC4TRd56Xj3nh26/8y7uOIatkobg4EBVDsg41EDOtcowYeycKEQPjgaoKVAhQCAwSFzmEFzSFe+yjSq5Be/61SYoD/Opj/LJX2//4CPDjQcZDWkmLfsKMY7HLFquUbLAQpiDCg5yLpNbQxp1kdbnNQ3HN7zgG3jJUe44Ec0NPt9KOchCtkUWCWjwFFt4EIIhZAwE4qrQiWMnz5yeZQ6mmLCgFmudBcMnhKGCgt3Cw/rK+mja3XPv3QcOQSaoyEGQ2aZgW0GAgbFTHCoIMsFlAkr1zsyFYFzmpspd/+N7/tUn/nD/+GZ5AgMHAwcDBwMHAwcDB2PJ2DkhMMK4RM5lDgbOJQqeEGLJwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAUXDd03JZSSm1cx8Mx33ZGE698/v+0a/93HQfGkNs9bVrmilkr0jI2FU8WIiYJ8uUfO701pt/8Ge62b5U94GwTbcWFTB8TCQU7JxQ8lyteJojb/pJQJdryMeeoy9mVkl9ntrs1PEjZ48evrDSnx/4GruEcJko8tbz6jm/5fY738Qdx7AbSA1ywsGqLCDj4AEOhjlumOOGOW6Y44Y5bpjjhjlumOOGOW6Y44Y5bpjjhjlumOOGOW6Y44Y5bpjjhjlumOOGOW6Y44Y5bpjjhjlumOOGOW6Y44Y5bpjjhgHC2DlRiJ4FZdRUqBAsCQzEZcFlTpcIvHalpsFKwNa8Xx0Wuvv43V+f/Ytf0gOfnuZKM+y0p0YZxppFy5OcJxlPEGAshLN7yJzkihwOhXCWDFH6moYTDSazmh/e0vCG5x76k6/k5XcyfPmF1g6MgdY31204LHnaIUMZcrR4IYABahAYV4tOHDt55vQsczDFhAW1WOssGD4hDBUU7BYe1lfWR9PunnvvPnAIMkFFDoLMNgXbCgIMjJ3iXBLGgggKSwYm8GjxMI26x/mB733no/djMVIYGDgYOBg4GDgYOBg4GF8HIb6aghAKnk4IBSEUhFAQQkEIBSEUhFAQQkEIBSEUhFAQQkEIBSEUhFAQQkEIBSEUhFAQQkEIBSEUhFBw3X+IhzxCYrCwsfnIrP2jb/+Ol7zjb/2gjSE5AowAsRC4MHaTUpF5Uh+OynBrjde/9qce+GId54NExlrUoxIYMSRM7KRQ8lyteJojb/pJQJdryMeeoy9mVkl9ntrs1PEjZ48evrDSnx/4GruErMiMYt7WZu85v+WFd97FHcfQKqlhyREFAxIuHCxAWODCAhcWuLDAhQUuLHBhgQsLXFjgwgIXFriwwIUFLixwYYELC1xY4MICFxa4sMCFBS4scGGBCwtcWODCAhcWuLDAhQUuLHBh7DgnnAUZWLDkLBlX4CwlnGgJRxkNW5bSfCPbY3z6Y+f/z18YPXrmxkHn7YaipCbVbi7cmgaJ0iPRNJSCDEEYIjAwQDjh7A4h6y1ZUu7nUVoqSmDJQ2YWaaDhyv2baX3vC170nW/gv3glvhLD/Q6JBSccEWRnyUA44SwZGOIq0oljJ8+cnmUOppiwoBZrnQXDJ4ShgoLdwsP6yvpo2t1z790HDkEmqMhBkNmmYFtBgIGxc8LBCBCoBBUMEmEsRBfhptH8Iq8/9s5HHrCsERjXXff14CHCJUZNkza7Rzba89/xqpf95M+8kSGYE8aXhAqESGDsDgHuuJWG6oGVYb/BG173s+fPbIybg0RCFfUhZyGGhImdFEqeqxVPc+RNPwnocg352HP0xcwqqc9Tm506fuTs0cMXVvrzA19jl5AVmeHmWzWvnotDL7zzLu445rZq1iAIRxTMoQFRIHPd106AAqIlHBlqOpmDwaBdpz7Ip3/r/IfviQf+4Ll7eisb5AHhBCQhUXpqxR0zBDLCkAULBggnnF1CNq8e8kGKlBMRlIKMZkipnif3rTkHX3zLK3+AF31bN3yeD/c0kLg26MSxk2dOzzIHU0xYUIu1zoLhE8JQQcFu4WF9ZX007e659+4DhyATVOQgyGxTsK0gwMDYOeFgBAhUggoGiTBA9O7VNFp/iNcf++nHHhk0Ngbjuuu+HhyTV8QoJbX14mb3hdd837f86E+8lgzmhPEloQIhEhi7Q7BUKA01kOqAlh/883/3U7/70GRwE5H+X/bgPVrP86zv/Pd33ffzvCdteVuyZWcbh0BMiAbajgM0FZQGmqkYQlwOcgIEShpVhBaTwGTo0AKTBJREDKdSBmY1a2bNmqACWRVhINAVMoQwMwkQcWoAwXCQ7FhxTnbkwz6+z/Pc93XNu7flGFjMmn+87Ver+nxQRUPIWYgRYWI/hZLnasXTHHkzTAP6XEM+8RxDMbNKGvLMNs+fPHbp+NErK8Pl1tdZErIiM9x8p+bV+2Ltjrvu4c4TbqtmDYJwRMEcGhAFMtc9ZZxwdmUgxIJYcMLr1mNpAuXh/n0/f/kDv3Tj9v0HtWHhJhRARZCNCErhKmNBFiwYIJxwloQcopZa8rhpJ+7e72y16vJo6p4e9tmj7dqnH3tp86KX0dzczVM7OySMa4ROnThz8cJm5kiKKQvqsM5ZMHxKGCooWBYeNlQ2xrP+7LnTh9cgE1TkIMjsUbCnIMDA2D/hYAQIVIIKBokwQAwRLkYPf4RX3v396w+PR3kGxnXXPR1cyWoJMZaisL7df/iffsuX//Pv+EdkMCeMJ4QKhEhgLIdgV6Va9FJSbSm87tVvO/++i7PRrURCFQ0hZyFGhIn9FEqeqxVPc+TNMA3ocw35xHMMxcwqacgz2zx/8til40evrAyXW19nSciKzHDznZpX74u1O+66hztPuK2aNQjCEQVzaEAUyFz3lHG8IoVyZVcCRSEGZCyUgs3pPzH8xi9cfv87bhgenLIzTmHhfTdX1CYnciYq7uwyFmRAYOAKZ4k4GdzndTwoh5TxNgZHWzF+xA5/2hd+TfsPTjBZgym5hQwJjGuBTp04c/HCZuZIiikL6rDOWTB8ShgqKFgWHjZUNsaz/uy504fXIBNU5CDI7FGwpyDAwNg/4WAECFSCCgaJMEAqhBPtJz5UXvXy09vrB9o0BeO6654OrmS1hBiDR9ra6i6/5jtf/oqTLySDOWE8IVQgRAJjOQS7HI+6k1NLbSj89//Nz/3auz54YPwsIqGKhpCzECPCxH4KJc/Viqc58maYBvS5hnziOYZiZpU05Jltnj957NLxo1dWhsutr7MkZEVmuPlOzav3xdodd93DnSfcVs0aBOGIgjk0IApkrnuqBOBgRTgkSEB0hIOwdqsrVueTtmPngUff8x8e+dP3H9y6/8Y8mOGlr30nIhsQ/GUyINilcJaIM3S0bdF4XlNuRuPZNIb+ynbpJ7cc/KwvPPDiV3Djc0vXejNr2xRDVdOCcS3QqRNnLl7YzBxJMWVBHdY5C4ZPCUMFBcvCw4bKxnjWnz13+vAaZIKKHASZPQr2FAQYGPsnHIwAgUpQwSARBkgFAm8+dm9/8mvf1G3dkDUG47rrng6OqZZINnUvanY25/f/6zee/Mcv/xwymBPGE0IFQiQwlkOwy3Ev200eURoqb/nu//jOn/uNg9PbiIQqGkLOQowIE/splDxXK57myJthGtDnGvKJ5xiKmVXSkGe2ef7ksUvHj15ZGS63vs6SkBWZ4eY7Na/eF2t33HUPd55wWzVrEIQjCubQgCiQue4pEuAQIDBQAAUqGGrmFSUS5H4d22HjgU++52fWf+8XbiwPNk0etzkLH3rCzSAqwVUyIEBAOMtkmO80kxF5GtWrcuTxZs0Pde0tf/tLb/iHd3P4KD5jfGMFL56TFrhG6NSJMxcvbGaOpJiyoA7rnAXDp4ShgoJl4WFDZWM868+eO314DTJBRQ6CzB4FewoCDIz9Ew5GgEAlqGCQCAOkAoE3H7k4P/X1bynzQ/IGjOuuezp4CK/kNCulz+P+sa17v+8HvvXLvvIOMpgTxhNCBUIkMJZDsMvxqDs5tdE1gh9+46+e++n33jD7NCKhioaQsxAjwsR+CiXP1YqnOfJmmAb0uYZ84jmGYmaVNOSZbZ4/eezS8aNXVobLra+zJGRFZrj5Ts2r98XaHXfdw50n3FbNGgThiII5NCAKZK57ihToQDAFvCMGEDYqygXmztjIULcfG40zVD7yezvv+pH4yH/aWn9sMm5noya84IMlo/QsBLvEHmMhnOUhG8jymm1AohseHtruxudy699+1ou/nts/l7TqfbLJShU7A21DA+LaoFMnzly8sJk5kmLKgjqscxYMnxKGCgqWhYcNlY3xrD977vThNcgEFTkIMnsU7CkIMDD2TzgYAQKVoIJBIgyQCgTefOTi/NTXv6V2h6kZjOuuezq4E15p8oFahzzuH9289OYffu2LX/IcGjAnjCeECoRIYCyHgAhCHnUnp7buNMn40e//tbf/1K+uHridSKiiIeQsxIgwsZ9CyXO14mmOvBmmAX2uIZ94jqGYWSUNeWab508eu3T86JWV4XLr6ywJWZEZbr5T8+p9sXbHXfdw5wm3VbMGQTiiYA4NiAKZ654iPeyA4GCAb+I9yuQDHbYDBhaoDLNGtQxd8Wm6wr3v4Ld/YetP/8xrN2nbWuaUoR0leYAT7BJ7jIVwlkYoa3Rwa+PhGTtMM9vlkWE8O/ri9u/fzXOPMUyYHsZGfVertWoV0ELi2qBTJ85cvLCZOZJiyoI6rHMWDJ8ShgoKloWHDZWN8aw/e+704TXIBBU5CDJ7FOwpCDAw9k84GAEClaCCQfJqZkiFcKJ98P76jV/9+hhuljdgXHfd08Etp431rZUDN0kxLw9vdZf/zf/0r77oRbcyBnPCeEKoQIgExnIIdjmOz5M1Pm9M/JvT7337T/3qDbNPIxKqaAg5CzEiTOynUPJcrXiaI2+GaUCfa8gnnmMoZlZJQ57Z5vmTxy4dP3plZbjc+jpLQlZkhpvv1Lx6X6zdcdc93HnCbdWsQRCOKJhDA6JA5rqnSA87IDgY4Jt4jzL5QId14DCCBjKlDH1qxhoe4MF383/+zPofXRBlNh733ZZ5bWcjuh6cYJfYYyyEszRCOZrZfHt9WrcZQWHLZ/7sF06f/yXpi++mn3DgZtR2XR3IzSQDGRLXBp06cebihc3MkRRTFtRhnbNg+JQwVFCwLDxsqGyMZ/3Zc6cPr0EmqMhBkNmjYE9BgIGxf8LBCBCoBBUMUrhJSIVwon3osv+Tr3nDsHNjYgTGddc9Hdxy2trcmU0PgXf1ke3+w//Dj73uS77sdhowJ4wnhAqESGAsh4AIQu5lu8mj6BrBD73h/zj30+9dPXA7kVBFQ8hZiBFhYj+FkudqxdMceTNMA/pcQz7xHEMxs0oa8sw2z588dun40Ssrw+XW11kSsiIz3Hyn5tX7Yu2Ou+7hzhNuq2YNgnBEwRwaEAUy1z1FCnQgmALeEQMIGxXlnYolEhi0dY4qUXjk/+E9P97/xW888smHppPRbNT03U7Uftw2wlkIdok9xkI4y0NGO67zefIdGqPwyDyvT27rbzr6GV/4VfkFX0pajT5puhJY75iRQVwbdOrEmYsXNjNHUkxZUId1zoLhU8JQQcGy8LChsjGe9WfPnT68BpmgIgdBZo+CPQUBBsb+CQcjQKASVDBI4SYhFcKJ9soDvPLu79t8dNqmKRjXXfd0cMtpZ7sbj24A7/3R7f7Dr3/zt3zFieeTwZwwnhAqECKBsRyCXY7XYattxgwNzpv/9S+/8+d+44bZpxEJVTSEnIUYESb2Uyh5rlY8zZE3wzSgzzXkE88xFDOrpCHPbPP8yWOXjh+9sjJcbn2dJSErMsPNd2pevS/W7rjrHu484bZq1iAIRxTMoQFRIHPdUyTAIUBgoAAKVLChoKapUPo6a3rqOp+8NP9P7/7E+392Zf5RM80mo8ZU+47wlERUgqtkQICAcJaHHBOlYA15jKwbtFHSYzrIzc9/7ld8I5/5d+Eg7WpgdehyzpAQ1wSdOnHm4oXNzJEUUxbUYZ2zYPiUMFRQsCw8bKhsjGf92XOnD69BJqjIQZDZo2BPQYCBsX/CwQgQqAQVDBJhgFQIJ9r1T/Cql//Agx9l0q6Acd11TwdXsqGvyaZSFNa3usvf/t993StOvpAM5oTxhFCBEAmM5RDsctzLdpNH1IbC937HuV971wdXJmtEQhUNIWchRoSJ/RRKnqsVT3PkzTAN6HMN+cRzDMXMKmnIM9s8f/LYpeNHr6wMl1tfZ0nIisxw852aV++LtTvuuoc7T7itmjUIwhEFc2hAFMhc91QJwMGKcEiQgOgIRxaRtgef5LBYZ/4RP/+u+z7wywe37l9NfZMtvEQZRCgJglL4FBkQ7FI4S6SgCuYa9dHk1OamIWKr2kPDRM/6nE8//k185hfAyryP8XTCghowrgU6deLMxQubmSMppiyowzpnwfApYaigYFl42FDZGM/6s+dOH16DTFCRgyCzR8GeggADY/+EgxEgUAkqGCTCIjArENQ8f1T/7Ot+7P5LO9PRQTCuu+7p4CEII0bgbpub8/v/yanj3/adX04Gc8J4QqhAiATGcgh2Oa7oTJnaUHjdq9/22++/NG1vIRKqaAg5CzEiTOynUPJcrXiaI2+GaUCfa8gnnmMoZlZJQ57Z5vmTxy4dP3plZbjc+jpLQlZkhpvv1Lx6X6zdcdc93HnCbdWsQRCOKJhDA6JA5rqnjOMVKZQruxIoCjEgi66TRO7pPs7vvuvB3/nl/qN/fHjCpDW81m7upW9yIiXqgMQuY0EGBAaucJZIgYGmIcbbQ0RolJWjhMdOnl3eGh9+wZff/KUv48Y7yAfJI9SgBoxrgU6dOHPxwmbmSIopC+qwzlkwfEoYKihYFh42VDbGs/7sudOH1yATVOQgyOxRsKcgwMDYP+FgBAhUggoGibBayblAUHPs6Jtf8dY/++NHJu0KGNdd93TwGp5TW0uWItLWY1v3vvTEF7zhLd9IA+aE8YRQgRAJjOUQ7HI8MYBRGwZe/Q0/+ad/+NA430wkVNEQchZiRJjYT6HkuVrxNEfeDNOAPteQTzzHUMyskoY8s83zJ49dOn70yspwufV1loSsyAw336l59b5Yu+Oue7jzhNuqWYMgHFEwhwZEgcx1TxknnF0ZCLEgFpxwyhzrKA9z4dc/9n+/wz/8+7dMS+nmo7YRCh8UTpOIYBhIiV3GgixYMEA44SyLwjAwSuSxh0WpKQo+EEE7m+cbHuhvmNzxwtte8k0c/ix0AzZGCYxrgU6dOHPxwmbmSIopC+qwzlkwfEoYKihYFh42VDbGs/7sudOH1yATVOQgyOxRsKcgwMDYP+FgBAhUggoGibBSaJoCgTcMvOabfuoPfu9j4+YAGNdd93TwvgyT8WzoTYpIW49uXvri/+p5P/Jvv82mYE4YTwgVCJHAWA4BEVSVhhpIpS1bvPJrf/Dyxa1Jc4RIqKIh5CzEiDCxn0LJc7XiaY68GaYBfa4hn3iOoZhZJQ15ZpvnTx67dPzolZXhcuvrLAlZkRluvlPz6n2xdsdd93DnCbdVswZBOKJgDg2IApnrnjoBCoiOcGSo6WUOtTBLHfMH+ONff+R3fmnnQ7+/Gg9PJ1a356nJyMCRIFiolQWBjDBkwYIBwglnSYih9lLkLMzAqRWM1DBUDhx66OHu4ebmz3jR17afdxcHn9ePbmxAXBt06sSZixc2M0dSTFlQh3XOguFTwlBBwbLwsKGyMZ71Z8+dPrwGmaAiB0Fmj4I9BQEGxj5ywnicPKggMLDS07TOghsDrz31tj/4ncutHVRk/j8ZTy9zsaAAd/G4EISxS+xRgILr/n+FULDL2eXsMnYZTzfvhvlsekPfhZlF2nn4sXu/4O8/58f/3WvbA2AgPiVwQBjLZChIkVPx6iqjncf4ppe96eMP1GlzC5GxDg2oBEaMCBP7KZQ8Vyue5sibYRrQ5xryiecYiplV0pBntnn+5LFLx49eWRkut77OcgjZYElE4/OSb7jX155317/gzhOwSm7AwZEVDEi4cMgsBAgCBAGCAEGAIEAQIAgQBAgCBAGCAEGAIEAQIAgQBAgCBAGCAEGAIEAQIAgQBAgCBAGCAEGAIEAQIPaZE86CDCzY5ewy/gbOrgRERzjKoaZjV1P6FA/x4fOPvPtt63/2vlsmPp6k2NpUzkhExT1qlVdSIiUikCEIQwQGBggnnCUhmK7EfFPDNmJXAYOcCJWhpunqY6x8TDfd9nfvOvilX8/oFjSDhk8RjwuuEgvOQjgCDIxngk6dOHPxwmbmSIopC+qwzlkwfEoYKihYFh42VDbGs/7sudOH1yATVOQgyOxRsKcgwMDYb8EuscfZZcMw5NwIqFD5/je84+ff/p5bDj43hlFEAJL464xdxkKIBQX7xlytRqWUyTQ/vP5Jp9xw6Mb1zY1AbTOFRBgYuFhwCBbk/Gev1iqpbdtaq6RSynw+X73h0NBV9xIUM2QeUSWZ5VqATIjHKcDZZewjr1GaZrS1NayuHlrfeBjbTpPHfvrcW571bGjASj/sNM0Y0tbWMJuNxDIJArqO8dhLX7Oaj9/LN979Pd4dajnEgs3dOtSD4RMioWD/hJLnasXTHHkzTAP6XEM+8RxDMbNKGvLMNs+fPHbp+NErK8Pl1tdZDm55J41CPi07XT54ud762S/9Vu78SlglNeCoIgs1FRKDgGhYCBAECAIEAYIAQYAgQBAgCBAECAIEAYIAQYAgQBAgCBAECAIEAYIAQYAgQBAgCBAECAIEAYIAQYAgQCD2URRiYEEZNRUqBLsEBuKq4KrS1dEoAVvzIY+bCl3hUC4MD3Dx/+p//X/buff8inZsOi2M1ze3bxw3isKTnCcZnyLAWAhneQhXBrcoUAnAwRA07bBTq7U+OnilTzvp4PM+/4v50pczej7tkSglIqxpwPqhNG12rjIQhahEQQYNyjwTdOrEmYsXNjNHUkxZUId1zoLhU8JQQcGy8LChsjGe9WfPnT68BpmgIgdBZo+CPQUBBsZ+C64Sexy870uTx4LSk43/8cd/5X9967mbx8+jjsOFXBJ/WRgYu4yFEAsK9o0FrbKJeb9BHra7dbcyH/p2Mi4DRIJMmOHgLMgVEUJBCAUhFIRQEEJBCAUhFIRQEEJBCAUhFIRQEEJBCAUhFIRQEEJBCAUhFIRQEEJBCAUhFIRQEEJBCAUhFIRQEEJBCAUhFIRQEEJBCAUhFIRQEEJBCAUhFIRQEEJBCAUhFITwUi2nqI4pyVKTs6Vu7tPRTclaWQmGiCILwsDCDTIhHqcAB4fMPvIapW3bra164MDBra0Ny53nR3/kx7/nzr83SmOwocaOqYGm62zUmsQSCYI97pLR88EPXPnWV52ZjZ6TfIUF20adWw+GT4jEgoJ9EkqeqxVPc+TNMA3ocw35xHMMxcwqacgz2zx/8til40evrAyXW19nOYSsSwnFuO6UdPD+eutzX3oPd3413EjKKMCRhTUVRDFQZK5pYh9FIQZw1KKmQIUAgcAgcZVDgCDBvO/CRsr0UCsriewP8cBv1986t/WH//Hg8EkaKGxplsezdthRFK5RIsghtwAKATgKQjRtGZw0tvFsY163u3L4lrX2+V/Mi7/N5wdt5SCWS+fWTsLY6ep4lAQGwqESTjgCjcB4JujUiTMXL2xmjqSYsqAO65wFw6eEoYKCZeFhQ2VjPOvPnjt9eA0yQUUOgsweBXsKAgyM/RZcJfY4+Hzej8dTnPk245Z3/NwH3/zGnzjUPFd1BgYuib/O2GU8LSy89lvjiT362Ce+6Es+/8ZbZqHBGtpJ23VdkMAIEw7OgsJCjlngwgIXFriwwIUFLixwYYELC1xY4MICFxa4sMCFBS4scGGBCwtcWODCAhcWuLDAhQUuLHBhgQsLXFjgwgIXFriwwIUFLixwYYELC1xY4MICFxa4sMCFBS4scGGBCwtcWODCAhcWuKD6aDrZ2dyyJtd+sCaPcvP7v/tnH/rz+Wx0qGnzMOx4DCkpQqVUU4ZMiMcpwMEhs4+8Rmnbdmfbx6PpvN9pRmVr+Nir77n7m77586wl0iB6Rx6WNAbEcqkVM+bb25PJ1Hc49+8/cOb1P3XrTX+LYQyGbaPOrRBGTAixoGCfhJLnasXTHHkzTAP6XEM+8RxDMbNKGvLMNs+fPHbp+NErK8Pl1tdZEipQwamQ8sf8tmfd9RrufBk6RB6BUGCpyCoIDBLXNrGvnKgsKAVWwdllkEBAFB4n43Hh6xvbzcpBib5yIIX5I2x+6JFfedvOpQ/owT+5eVTySD6fDzSjyYyhJ5xrlAhyyC2AQgAOASJl9wgbRR71bptdQXlndvunv+Rb+ay/x+hG0iyY1mQVijMyMhAFgl1CBsYzR6dOnLl4YTNzJMWUBXVY5ywYPiUMFRQsCw8bKhvjWX/23OnD1Bp4hAAAIABJREFUa5AJKnIQZPYo2FMQYGDst+AqscfB5/N+PJ4S7GwxGfFbv/GJ1/yL7z3Ic1LcICXwiGCPJP4K42lhUUajGE/joSuXv+f1r3vxS29jDAYOCQTBXxfsChAECAIEAYIAQYAgQBAgCBAECAIEAYIAQYAgQBAgCBAECAIEAYIAQYAgQBAgCBAECAIEAYIAQYAgQBAgCBAECAIEAYIAQYAgQBAgCBAECAIEAzRQIUHBA4Nzb//9H3rjuRumzx6N21L6WoemTYR1XZdSA8aTHJxdmX3kNUrbjuc7tWmaoZR2XB/b/sgXvej5P/ITr6QFq6gPooYljSMwsVSqY8bO5tZ0OqPnjf/qbb/49t++9abPiX4MwuaocytEJkaEWFCwT0LJc7XiaY68GaYBfa4hn3iOoZhZJQ15ZpvnTx67dPzolZXhcuvrLIsCAwEO2T7mtz/rrm/nBS/DbiKNEQth9FAhQYIEwrmGGfsvwCHYJTAQTlRwnmQs1BqWq2WHVIekDTbuG37n3ff95jtvjMdGdV39xsi8bUQdou/VtIRxjRJBDrkCUVgIh2CXkJWwIeRprNSWsMeYbUw/87/4mn/Gsz+XMmV2W6fcQ4IWMk4MBMigqSIggXhm6NSJMxcvbGaOpJiyoA7rnAXDp4ShgoJl4WFDZWM868+eO314DTJBRQ6CzB4FewoCDIz9Flwl9nhQh2FomylBt8Oo4eJflFe+4rXNzm2ZVVOS4e4RIcnMIoInOU8y9lHp5uu57R746J+++Qe/++5X/ZckSPTDVjtquUo8yXBDECAIEAQIAgQBggBBgCBAECAIEAQIAgQBggBBgCBAECAIEAQIAgQBggBBgCBAECAIEAQIAgQBggBBgCBAECAIEAQIAgQBggBBgCBAECAIEASIbqsfzdraeRoZAYLgF9/+m2/6rnccaJ8zGrfuHlFzzsAwDGaZv8LB2ZXZRx5RU2r6gZRSdW/HdX3nozc/qzn79jcevBkSobmIQJBL9Sa1LJNglw+ezGKHV33Dm//ijx49MLldZUoY1qHeVcGIESEWFOyTUPJcrXiaI2+GaUCfa8gnnmMoZlZJQ57Z5vmTxy4dP3plZbjc+jpLQg6VKDg0Kx/y25/zj7+dF7y8apVEiIUKPbsStJDpYOBalaCBzP4IcAiuEhgIJxwCnHD+qmF7qzlwQ9D0881R07Pz0f79/+HjH3xvevT+G8eynErfybuZVeoGvZMblLlGCVcGVyAKC+EQLLiTG8K6EpFSMz6g1GyV/PFtjW47+ux/+LU874Xolr5ZHaDCFDKODwSoCbOOXQ0knhk6deLMxQubmSMppiyowzpnwfApYaigYFl42FDZGM/6s+dOH16DTFCRgyCzR8GeggADY78FTxLgpfY55Ygk5AUTD3+SV33j9z5y/6jhUM4Z8D22JyJQcJXzJGMfeZuxtn78oT//56/52pOv/eJSyVOHHaiBCwMDcZVBBvGfvXCXWd91zajFQ2bABz/wwGtf+dZUn2V7hEkCIgIFVzm7nKsy+0kKX4icUqp1SG0d6iODrvzQj333sS+5hUT1ecoKAtJQSptHYCyNwD1IGAMfvjR8y6u+a/7YrLGbVCZgaIDiVkFESwgF+yeUPFcrnubIm2Ea0Oca8onnGIqZVdKQZ7Z5/uSxS8ePXlkZLre+zpIQIRSO19ocuhi3f/Zd384L7t7RxBILYldhV4YGFx1UEAQIAgQBggBBgCBAECAIEAQIAgQBggBBgCBAECAIEAQIAgQBggBBgCBAECAIEAQIAgQBggBBgCBAYNBAZn8EDBAgMEggnHCo/M2cCCSKozn1YX7/3fe/99+PNy6vpr4MXWmmk9kBal82Hpp6xwRqhoZrlHBlcAWisKsSgFOD0YjUMNQaKLUe6ipqpw9sxYE7vnDty76BT/sC8k2bPspGhgz4wK6mGgM4jCDxzNCpE2cuXtjMHEkxZUEd1jkLhk8JQwUFy8LDhsrGeNafPXf68BpkgoocBJk9CvYUBBgY+y14kgAvtc8pl+LJWkE4Ufm2b/nJP3zfg61ubpqRpFqru0tKKUUEOAp2OThXGRj7JBSesG5j56Mv+aoXfu/3f2U1mhWCDgYHQ5DBQGBgggBBgCBAECAIEAQIAgQBggBBgCBAECAIEAQIAgQBggBBgCBAECAIEAQIAgQBggBBgCBAECAIEAQIAgQBggBBgCBAECAIEAQIAgQBggBBgCBAECAICPcQSRZQhmH9k80//eo37zxyoBRvm0lKTRl8oWmTe0EBDs5fkdlPZvR9MaVmNB6GLmxoRt2VjQ+97BX/6HX/8qvylKGUZhSl9jlZINGCsSw8cA9LYQz80jv+4Aff9FYbDs0mt3qfCKGA4mJPJoSC/RNKnqsVT3PkzTAN6HMN+cRzDMXMKmnIM9s8f/LYpeNHr6wMl1tfZzmErKgBmhh28qF74/bn3/Wa9IIT2zQpIWgCQQgB0SEPRgPGtckggdgvFQoEGCRIOOEQ4GAgZPxl4VCJAd+hv8Kfvu+Tv/mL5f7fvXXc4X0/lD7NmsnUqLH9SFs7RuAZGq5RIsghVyAKuyoBONVpWlLCA4+QVafW2oxHXZrdv3Ng9rwvuv2/fiU3PW9n3oxXjjgYKFgIUaGyK0PimaFTJ85cvLCZOZJiyoI6rHMWDJ8ShgoKloWHDZWN8aw/e+704TXIBBU5CDJ7FOwpCDAwngbBVQK8+pDM5l2XbNTkxgsm3vCvf/Y97/iTkd3SNI2Uaq3uLimlFBHschTg4MgJAwNjn0RKmm7NH+v8wWMvOvpjb/06MmQeWf/kgRtm4JAhmWcWgl3iuoVao9battmMx21v97OmfcVX/OjDH7Wd7TIZH0w2ms8Hdx+NWo8eVSjIeVwYGBj7KSXt7HRNbtt23A1zj266Yg89fN/zPvfWn/h333XDzQyVZuzzbmM8atnVQGZZuFNFowqVH37TL5376XdZOXjToU8fdhyMXe5ij7HfQslzteJpjrwZpgF9riGfeI6hmFklDXlmm+dPHrt0/OiVleFy6+ssCVlRA5596POhe+O259/1Gl7w1Z1mKZECBVDA0EDtkEU60HOtEjQg9kuFwq4ECRQFKmEIlAKrXCUwEF7nm4lttMHH/+TBd/7P63/+W8+e9m1T6HumKyhv7fRZPpo0lA02K6MGZa5RIrAQwhXOQjgEOAh3EBIyLCFhQSkljR9Lhx6MGyfP+bznvPSVrH5mdCPNDlcseJIChIF4ZujUiTMXL2xmjqSYsqAO65wFw6eEoYKCZeFhQ2VjPOvPnjt9eA0yQUUOgsweBXsKAgyMfeRgLARXCXCoQxma3EAqg+XE1ia/8s4/eMt3/dTq7NObZrS1uX3w4Orm5uZsulJKQc4uRwEOjpwwMDD2SSSzAx79vDx48Oby87/83bRUMZ7hlMDAAAUEFiAQiOv+Rhp44+v+93e/83cOTG9u8oH5dsymB7e2tkbjpvocVSiosktEBmOfWTiYI7AQaAjrsK3N7uM/8CPf8yXH10IMtbbj2Np6ZDY7AA1kloX3dZ5tapUHP8zrXvND9/7ZJw6v3La5UUZpDAYGuAAHY7+FkudqxdMceTNMA/pcQz7xHEMxs0oa8sw2z588dun40Ssrw+XW11ke2djeYmGyem+59TO/5nX8na8iHyYEBa/IwaAQHTLsQLGGpReBiYVSkUjGggIT+ydgYFcDwokKDobSzoA1VqGAoIUEMQyNb6FN7vvAg+/5GX3kd1f90cZ3yCLADAychXAU7EqEcY0SgYUQrnAWwiHY5Vxl7BILCuSMD3Sl/dgW5cBtz/o7L5p9wUs48tmUg3VyqIP1TW48QAYVLLFLPCN06sSZixc2M0dSTFlQh3XOguFTwlBBwbLwsKGyMZ71Z8+dPrwGmaAiB0Fmj4I9BQEGxj5yMBaCqwQ41FL7nDKkbq5Rm8rA7/7WJ/7lN/9Yo5tG7WRnpzswu2FjY2s6nZbBZcEuRwEOjpwwMDD2SaSI0VC21a7XdOVtP/uDz76DNCIMx4MFAxQQWLDLQFz3N1Lhf/nR97/1x8+tHlxr0sH5tibjg/N5b8llBQ2oQAUDERmMfWbhYI7AgFBFfaSdhx+9/JUve/Hrv/8EichY4xFdrUPOU8gsCw98GFKL3verD33nt7+pYXXSHCBywgiDDDhCAc4uY/+EkudqxdMceTNMA/pcQz7xHEMxs0oa8sw2z588dun40Ssrw+XW11kWToK+IyCPLg23PvervoPPv7ubT0cHD7IQlTAssRAdCxqBcQ2JQOJTxP4JqOzKQAxEQQYplHsoUECQIEN2km/DFh/5o8fef27zT957c/lo2/aUwuC0ExY04I4cDDUhU0BwrRKBsSBXAA5OAMEuB+NTxOP6Upp2ynjl4XlaTzeuveD46B/czYHP2NxsWTmsRC3k6tPG6TrGE2Q8E3TqxJmLFzYzR1JMWVCHdc6C4VPCUEHBsvCwobIxnvVnz50+vAaZoCIHQWaPgj0FAQbGPnIwFoInCRiqD8kS2Pb2MJ1MCT7xAK9++VsefUiTyayUOh4d2NzcHo9mpRQzY5ejAAdHzkJkMPZJCKwrG6NZ/9D6X3zv933r13zd56thPmw1bQuCDFhAsEsgoHDd30Q1f+BXP/HaV79h9eBt2W7sdtKoOVhrDGUnN4EG1CEnDBLREkLBfrJwMEIuwEKOali3031y5VD6tz95+rP/FhEoQTMMw7xpZmAsjcCH3trgLa//lbeffffq7FkHJjPAhwFEtIRcBo4qu4z9E0qeqxVPc+TNMA3ocw35xHMMxcwqacgz2zx/8til40evrAyXW19naYQPSsIH8uzD9uzb7/5vef5LaG7xMBcLFToISJBhFCgqGDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4IQwwooKhAOP/ZQ9OwC3P6/rOvz/f3+//P9u9tXZXdxddSOGCpeK4hDZtghiX0qhBpUSNImLZtLgQiSa4JIPyFNiOqOiMO9PI2HFtl4mJ22hGHMaMLQpGGiRJFQ2FvXdt9557zvkvv+8359yupruhn3kwqQuX5+nXqxRSQuyQAAcDRQ+F6MGwQY+10EOAoILce5U6ygaXzj74xt849+bf3j9/9zX1nAGQvOlUT4TjDTgr5mnkpByFcD5yicdwHhbOkoIQjyUrqFksxqOa9fX+0uw955rhR33qUz7jufzDE8z3xL4jDfQdNaVOPX1HNUSZDwfddOKW03dOM4dSjFlSgzXOkuFjwlCPgt3Cw7rC5nDS3nb7qYOHIRMU5CDIbFOwrUeAgbGDHIyl4FECur60ORnYYlFyHuZkvuDbvu5//+u/PDsaTURVVcPZVjscTLqumBkrjgIcHDlLkcHYMSmloIm0cW7j9Od84aefes23DSZsLabj0cBZSmDGtgAh+qAIAgQBggBBgCBAECAIEAQIAgQBggBBgCBAECAIEAQIAgQBggBBgCBAECAIEAQIAgQBggBBgCBAECAIEAQIAgQBggBBgCBAECAIEAQIAgQBggBBgCBAECDABxfO8hX/5KXyvdn2lXZS5TVTni+2Uu5RhzXgRIZE1IRQsJMsnBUj5DLwEKirR37uwnu/8gX/+Du+53Mj0ACSQ4EExq7hhFz3vIsXv/DV3daeZisO7F2fz7cUPUsxIJJjyFEHDgbGDgklz8V6TwvkVTcOaHMJ+chzdL2ZFVKXJza94+SNZ44fO7fena19g11C5ilbTswvLkr1XnvKxz7vn/EpX97064PxepCBDhroIUENQyB6dr8IJN5PBJbA2BkBDgaKHjrCwbBBj824rILcdVXM0Ixy/sHf+cWH3vGmtUvvespgZouLGAxHxFISjjfgLMl6m4SUvSicj1ziMZzHcTBwMHDCkPXKSSFv8I5CZ9Vmdc2F4VOPPuer7IYvJl3T9KkejIRTFkioQpkPB9104pbTd04zh1KMWVKDNc6S4WPCUI+C3cLDusLmcNLedvupg4chExTkIMhsU7CtR4CBsYMcjKXgUQK64p0ZQsWNyMkSPT/+yj/+9V/+w5yHVa7FoOt8OFjrWpcSK44CHBw5YWBg7JgUloeadff3nJsc6H7u9a+5/qPHfURKAc42Yaw4BDg4T3pCPmLON3zVq951+qGsq+R7k9ZyGiyaWco91qAOnMiQ8AEYOAp2jIUrCBkhlwEhoAzGdv+Dd119ePzjP/GKj30mSyFXVVDFbtK0Xid7w0//xY/e8otPvfZTZhvdoKLrZ1VylmJAJMeQowY5kcHYIaHkuVjvaYG86sYBbS4hH3mOrjezQuryxKZ3nLzxzPFj59a7s7VvsDu45S3qwWCgrQfnMTg/OvK0L30Jn/QFpKuIALGkOjQuSkZYONGB8xFB4n3ckVBCFRg7I8DBQNFDwR0zVPXYLEgiQVVKikuUi5x7N+9663/5v35pOLvvuolVdcf5+1majInAWYkeBQFKruxYDiecj1xyHmU8joOBg4ETFrIuVNeJdot5TwV71qIfn75kcfh/+rgvfAEfcwPaw2Ad1X3T5MEAEhgfDrrpxC2n75xmDqUYs6QGa5wlw8eEoR4Fu4WHdYXN4aS97fZTBw9DJijIQZDZpmBbjwADYwc5GEvBowR0QefRm7KoIiwiWeGN//bBH3jlT7ZtV1drXkTUg3rcti4MDBwFKz2XGRg7JBRdGgzTVnd/PZ5vLv72u7//W5974tNJIEKAg4sAB2fFwHjSE/KKjtee+rVf/9U/SnF1ZVcr1kxV8S5VHWpQy4oRFT4AA0fBTvEUDgQGRiTHgDBXiosb96re+toXfsk/e/lz3LEhEEiI3SNgtsnJr37Nu985r3XtnvGB2fTcYAQ+ZykGROUY6lGDnMhg7JBQ8lys97RAXnXjgDaXkI88R9ebWSF1eWLTO07eeOb4sXPr3dnaN9gdeqs2vB4OUtp6wOrR5vj6A89+Hk+/kfEh+oYIwpFhQ8jgLImPJGZIlII7KTHYz+g6bMLOCCggSDjREY4MVQXrIcC6UmtGeZDuIe74g7v+9Lf3zt67R/NcD4i+n89zCqpE12AZARaCMB4mV0DwEUzOowwI8agw5IQhV1hA14eJTIt6AgQaT9Oee8s+v/pjn/E5X8GxG0kHSsnU620pw1SJDw/ddOKW03dOM4dSjFlSgzXOkuFjwlCPgt3Cw7rC5nDS3nb7qYOHIRMU5CDIbFOwrUeAgbGDHIyl4FEiaEUJSvGSbQipFCVPF97Ni7/hhy6c38xp0LUkGw0G48W8N1U8TMFKz2UGxg7xin4UEaqnkS/O+/v+3mc+45Wv/ua9V4OBWBHQQ4EejBgQxpOekEPHn/7Rf/3el/+w/GCdrqFMSm+5stAcNagFh0xU+Igw1KNgp3gKZyksZERyDFIonK7EVPV8fV/53u/75r//WYdIYKyI3SPg137pTT9y6tf3DY9tnq/3TvYlm/U+VSyQ4yOicgz1qEGFqMDYIaHkuVjvaYG86sYBbS4hH3mOrjezQuryxKZ3nLzxzPFj59a7s7VvsDu45aYajczZeIjE+VbVdR9/Pl9XqnHVXhqUpooO6FUFlsKBzsxl7HqxTZKZlVLcva7r2frTn/6iHyRfx84IKKxknChEjwxVgRWgRI45cYnNu3j7m87/5X+Ynbnj+vUGdZThInIeDC1c7YZUUKDU29BVOZZoK28IR0YYH8EcHBkrBgQW4hEGDgauMCCWSpfkZMN7mkLOjPdf9MldW/nQM5/9lM9+Hoc+nuG1jdYamEDiw0M3nbjl9J3TzKEUY5bUYI2zZPiYMNSjYLfwsK6wOZy0t91+6uBhyAQFOQgy2xRs6xFgYOwgB2MpuEws9WWek4F3pavSCBSR5KLhhSd+6N67p8aknVPlcV3Xs9msTpmVTAhwC3BwMDB2iFeV1mazxb4D1cWte/Nw3sX5X/i11z71oyGBgUBADwUcjBiwFCAIEJcFCAIEwUqAWBEECAIEAYIAQYAgQBB8UAQBggCxEnzoiP8/DoUH3tN/zfO/nXJgmK4pfd02ZTSc9O0MdVgHPeDU+JjIqEXBTnELBxQWMiKBOQa4umoYzuZ73vu2L/vKz/vB175wMWO4FwTGI5wV5zIDAhMEKFgR4KwYAYIAQYAgQBAg5zJnxVgxloLHCiEIEBBsbXDyBa888/bNA+vPKPPRfKs5cuTgPfe9azJKEMSASI4hRw1yIoOxQ0LJc7He0wJ51Y0D2lxCPvIcXW9mhdTliU3vOHnjmePHzq13Z2vfYHcI2bTzcaXUzNhjzOlHB+6bZ6weaT4oTR2dwosSWIoSolcqhtzCXG5hLrcwl1uYyy3M5RbmcgtzuYW53MJcbmEutzCXW5jLLczlFuZyC3O5hbncwlxuYS63MJdbmMstzOUW5nIL8f7kCkIseUESyUop7gwGg60Dn3TNt7yB+ml80ILLxCOCy+SEIQdjW4CzkoDoeZhygIB+Blv0D/D2P7n/T36r3Hvn4XHL/DwJOmvrtXptXz/fKtNzgz1j2gVKvY1c2bEUfRVzokACY+eIbQbO+wRXjrMkthkQGI8ycDBwMHCljBf6HgopkRKl9J17vWcjrd/TDNc+5oanf/GLOHSs055iI0GCBMIJZ0k5WBFLTjhLMrAAccXophO3nL5zmjmUYsySGqxxlgwfE4Z6FOwWHtYVNoeT9rbbTx08DJmgIAdBZpuCbT0CDIwPA2fFWTFWDMcX3P5Lf/a/vOrfjNJ1+yZHFDadnatzSakljBgRFVEHoBYVl7GTaqtms9l4PN5qNqphNOXCp3z603/8506S6QrVENR5+KJtxoMxGBgrDg4BDs6KgUECI1gJVgSCAEGAIEAQIAgQBAiCbc6KESBWgod1fVSVEOBtN6+r3BfPaUSwc0J88BSUnhR8zZe/6t73zGvb0zUxqCftrNRpD0uaYw1qg0x/AJJbgwo7yMEscATGUhjyoF+0m1cdmly8dP+8Of/tL3vJPz35TO+wNUi0nctKVQlK4FxmkJxs4GAOQoB6AmQECAIEAYIAQYCcAAW0rGRIkAkCCJYWC4YjZk2Mh3Lo2vkwjX76h/7jb/3KmzYutNdd87SNS3MFk7XRgw/dt7Y2ZsUI8TAVVoydE0qei/WeFsirbhzQ5hLykefoejMrpC5PbHrHyRvPHD92br07W/sGu4QITDjRsaQU5F5VyCz6FCEcHIxHBIRQWMgVFnKFhVxhIVdYyBUWcoWFXGEhV1jIFRZyhYVcYSFXWMgVFnKFhVxhIVdYyBUWcoWFXGEhV1jIFRZyhYVwBBjBZa4ghJk1Xcl11fXFqtoLi7YpR/7+wRe/jsFRHi8iJPEBAhwCBAYCAnCWAuRg4Mi4zAgIVoyAriCjEpQ5MaU8wN1vu/ffvWFx9q8+aq03zWg6VirMAgMUPThLAnJgrLjCwcHYOSIwVgycR4glZ8V5P2H8DxKPYeBg4GCEEz1LyqEcCDAK4VhitPeBue5tx/s/8bOf+gVfy9Uf2/brzWCtDfaJFA3zKcMxNpo2ZThICeQd0bOkjKoiDMSVoZtO3HL6zmnmUIoxS2qwxlkyfEwY6lGwW3hYV9gcTtrbbj918DBkgoIcBJltCrb1CDAwdg/nP/3Fg//8JT/abR1YH1zfzNs6LVLdlH7LAnxMjDwqIKxB4WIn+SCn6XS6trZn1iyUfNFeOnR49J3f8+J/8Dn7AzSgaTYtp5yrpu1TqqqUWXFwKODgrBgYGCQwAgIE4u/CCWfFWDEery+es4GDQ4AicoCCEApCKAihIISCEApCKAihIISCEApCKAihIISCEApCKAix5MICFxa4wsDBcAfDHAwcLASY6Gb80uv/4taf+fVL52bXX/e05IaPunltYdgcW7gtiBzlAFF5mqPCTguxYlzmg2Heml0aDCm+mG5deOYnH3vxzS/6e89JG7PYc7UQ7m7mEE4U77LVICfzPoGBWHIwHha8P7HNWZJDAYcMCYwgWJnPGI24tNGv78uLrTKcJIPT75h+182ve+/p+WQy2bdv38WLF1NKe/bs2djYSCnxoRdKnov1nhbIq24c0OYS8pHn6HozK6QuT2x6x8kbzxw/dm69O1v7Bk+6IgSRQwhnKZwlOUuW+77L1aApnnPVBc2iK0duOHDzrQyO8ngRIYkPEFDAIYGBgGAlnCU5YciRAQECHDBEU1BmKUGZb9RpQVzgzJ/f/cbftHOnJ+399eLccFRRIIxdQgQWQmEhV3CZXME251EORhg7yInCkg2cVJSBHJ1oaRoma6Hhvc1gtn70qk/8rH3P+nyu+cS5Xd3CHqGY03eQqCY9KwkUPd6xkrEqhLhidNOJW07fOc0cSjFmSQ3WOEuGjwlDPQp2Cw/rCpvDSXvb7acOHoZMUJCDILNNwbYeAQbG7uHMN3npTT9151se2j85eun85oG9tTMPn7MUI6IiaiCsAXcZO8gHlTY2Ntb3Huy6rkTfdptdXPz0Gz/uJ1734kXDYA1l7/om5wS57fpBrnmY2ObgEFwmMDCWghXxdxPO+4j3mU3n48mEbbNZOx7XbRt1rQgQCkIoCKEghIIQCkIoCKEghIIQCkIoCKEghIIQCkIoCKEgxFIoFAqFgpArCKEghMJCKAihAKSgmXHvXdz0ou+98MDs+uuevtjsotSJERhqUIs6IkesEcmtQ4Ud5GCEWDEu86rOHou2nVd1NO10c3r+cz/vH333/3xi/1EuTe/fu/cAqO9pmm4yHgEBiIc5lxkoWAk+KGIpxGO4eJhtbm6tr02KM9+KyZoUfMPXnvpPb7o4qZ6yb98+YDqdVlVV1/XW1lZVVXzohZLnYr2nBfKqGwe0uYR85Dm63swKqcsTm95x8sYzx4+dW+/O1r7Bk64IQeQQwlkKZ0nOkuW+73I1aIrnXHVBs+jKkRsO3Hwrg6M8XkRI4gMEFHBIYCAgeAwHQw5R9wHLAAAgAElEQVQWrAjwHizMOughQRVYfwE/z/nT5//ol9/71jdeN/GDI/qtC7W5PAh2ERFCYSFX8HjOBwpjBzlRQGHDouQyBTk6xYK2I8FwT6u1s7N6Pr7u6LM+f+2zvozxU0lrYKykritFVuVkrCjY5qwYS+JK0U0nbjl95zRzKMWYJTVY4ywZPiYM9SjYLTysK2wOJ+1tt586eBgyQUEOgsw2Bdt6BBgYu0bX9FXKr/+JN//Ej/7aoX3P2Nro9u4ZNPONnJ0lH0AiMnhYB+4yMHaKVymm0+mefVf1fd+VPmXf2LqvHi3+1StfevyfHCVBAspssTUerbljMgLEo8QjnCdg/J0E4Kw4Ch7RNm1dT4BmHn3RZEzfkw2MHSRWBAGCAEGAIEAQIAgQBEt9S048dDffcvMtD949q2yPd9m8TkqsFOTgYBEDwOUo2EHOihEC4xFNO1tfH7XdHPW5ioceum/vvrXnfN4n/esfeX5hi7CUB4S1beQkM5ZCrIglx8ENRCYgQBAgCBAECAIEAYIAEcGKQEAPRfSs2KLph4N1b5ltsTbh52/9v1/1iv/16KHPGNfXllLm83lKqa7rruuaphkMBnzohZLnYr2nBfKqGwe0uYR85Dm63swKqcsTm95x8sYzx4+dW+/O1r7Bk64IQeQQwlkKZ0nOkuW+73I1aIrnXHVBs+jKkRsO3Hwrg6M8XkRI4gMEFFYEBmJbsBIgVkSAs2KgUrwrMax7KNDOY4/NTBfZOH3h939h4/Rf7M/T1G7WRlXXs81LIwuFs6vICUNOGOIRzhMKYwc54chCda8qMOE5OvmC1DMLMqwf3GwH98zS6LqPverjP2P8j57P4Gq0vmgtj9YLlM4HlSVWCpelABwcMuKK0E0nbjl95zRzKMWYJTVY4ywZPiYM9SjYLTysK2wOJ+1tt586eBgyQUEOgsw2Bdt6BBgYu0bXNZUN3v03fM2Jlw/tusRkWFddMxPOUmRQYKigFnAyGDvFs5WmaYbj9b73tivjSd2Wjen8vj0H7Vd/8zX7ruah87OrrhkDXbeo6iEBwaPEo8Q2B4cAB4MExgcvWJFDgR6cy+qtzSanyWAgHO/oO3KmW4DYOSFcWODCAhcWuLDAhQUuLHBhgYuqovQMB7zhZ//8DT/3f6qspVhPkU2OnKWwILGkAFzsMGfFCIGxFIa8bRfD0UAqHp0lL6Vp2lmvB1/4zc/5ppd+NcaF85v7D6wD81kMR5JALIXY5uCsGJggQHiAIEAQIAgQFiAIwHFAIIwOGtGwkmAwmzIejij8wb8/8/J/8cpDB45au99iPJvNSilra2tA13WDwaDvez70Qslzsd7TAnnVjQPaXEI+8hxdb2aF1OWJTe84eeOZ48fOrXdna9/gSVeEIHII4SyFsyRnyXLfd7kaNMVzrrqgWXTlyA0Hbr6VwVEeLyIk8QECnMsMxGMEiABnJcAhQepLKJVEz8oA1D/E7L3Nf7jtnr/8vcni3kP7B7GYNV3RcL1t24kV857dQw5OGHLCEE/EeJ9gJznhyEJ1ryow4Tk6xZzUswUBE6Pau7mwjRg0o2uffvwr+YRnM/4obP8ijTtIwUAkHKyFYCVBdoeCJTCuBN104pbTd04zh1KMWVKDNc6S4WPCUI+C3cLDusLmcNLedvupg4chExTkIMhsU7CtR4CBsVs4uJdsPS/66p+48y337R1dk6gqS156VgQEoII6wKnA2CleJe/7XqkuRW3XD4Y5VbFoz20t7nv253zqD7/2xRriBRuwubGxvmcPjxU8SqwIcCjQg4NBBZkPXrAihwItFFYMqq3NbjJew3nbX2689sde99C9m6PRaFiBegUhFIRQEEJBCAUhFIRQEEJBCAUhFIRQEEJBCAUhFIRQEMIV4GA8LMRlBg4GziPCus35Q2HlZ3/6p+95z6VvfOG/vGrtowfp4DAPZrPzqBCJqCMGyFGDeieDsVMcnBUDIwRGGPK6rptmbinAu36RklKOWXu/D+/7+m/8shd/8wmgb7EaS7RtqQcJOY8IlgycRzkrwfsTK8aKubMiEEYDc1HAPbJpjVLR8ldv3vyOl76inQ/27b1261Ik1UDO2czm8zmwb9++ra0tPvRCyXOx3tMCedWNA9pcQj7yHF1vZoXU5YlN7zh545njx86td2dr3+BJV4QgcgjhLIWzJGfJct93uRo0xXOuuqBZdOXIDQduvpXBUR4vIiTxRAIcjBWxLXhYCIdgxSFAUAWCXmxOF/vXhvgG07OLO/7t6T/6xWfs7fPm2W7a1PuHhF1obH193Zqpec8uISec9yPj/RnvE+wkJxxZqC5KThaeo5MvKB3BikBgw3nkTSbsf9qhZ38Zn/Yl1Nc3tq+BCirIOFgLzopBHQ4FJTCuBN104pbTd04zh1KMWVKDNc6S4WPCUI+C3cLDusLmcNLedvupg4chExTkIMhsU7CtR4CBsVs4lMVcw5R/45fe+ZpX//zIri5tWpvs9a7nMkcBvVsHRlRg7BSX9UDfRUoDD/q+r2qUu9HE3/5f3vyvXvHt3/CSzyQgg4FAPCpYCVbEZQI66MHBoILMB89ZEaiDFgorttjq8dFwOOhm/NhrfudXf+V36cej0XppFoCCEApCKAihIISCEApCKAihIISCEApCKAihIISCEApCKAg5eAgwHhbGZQYOBs7D5J62Wnvghs/8xJ/92VdQ+LZv/Pl3vOXudjYSNpkE9ESND4kRuOcNKEQFmZ3i4KwYGCFWDKjrupTSdQ0KqQQlpVSPOHfp3VTzl3zLi174DZ/RdkRisAaagYODQYIKMsFSiEc4K877M1aMbR6EEEtuNNCJJYs+SaPpOd71zkv/8jtevXEurrvm4x584OJ4uA7knFNKXdc1TSOprutSCh96oeS5WO9pgbzqxgFtLiEfeY6uN7NC6vLEpnecvPHM8WPn1ruztW/wpCtCEDmEcJbCWZKzZLnvu1wNmuI5V13QLLpy5IYDN9/K4CiPFxGSeCKBs2J8AGclWHEIVhIIDEozzamjfTDe+oen3/Qb+YG3Hz2UmT7IRsdeIw1nixiN12hmCmeXkBMOgVgJsSS2GSsGhFgJExDODnKigLDsVEUZSNFbNLQNGQQ9OCSohsVG9800+qhPO/CZz+eZn8fgKTMGBoKalQIOAQkSKEBcKbrpxC2n75xmDqUYs6QGa5wlw8eEoR4Fu4WHdYXN4aS97fZTBw9DJijIQZDZpmBbjwADY7dw6BaLGObh1nme/6Xf18/G803bt36oW3SsOCrgbj0UMKICY6e4R5uSNYt+NFrPVb2xsSExHNmlrfuvvmYyWzz4rS/7+i//qk8uhTQg3FUXcDAQZIL3J6CHAg4GFRgfPGdFoB46KKwkYoSz8QC//ztv/cFX/0ydrjp01dELD26MB0NWDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcDBwMHAwcPMQ2YykMxGXBw+TgQKSN8907v//VL/uiL/q0ZPz8T735Z378V9cGR8bDSdeeR44P8SG+7urJF1GHDyCzUxwcOWFgYITAgLbp9+/fP93aWCxmBw7uL6VsbFwcjgdKTBcXnI2v+Krj3/k9n09mujldO5igAQeDCgZEJlgKgfjgOQQIh2K4WEp4xqHwtj/feMX3vOb+e5q9k6fMtmJtshd80cwjQhIwHA6Bzc3N4XDIh14oeS7We1ogr7pxQJtLyEeeo+vNrJC6PLHpHSdvPHP82Ln17mztGzzpihBEDiGcpXCW5CxZ7vsuV4OmeM5VFzSLrhy54cDNtzI4yuNFhCSeSOCsGI/nrASXOSvBShSG1lE26B7grX989i9+b/buv/r4q6ute+6ajGHPmI0ZS6O1xXQxHFQEu4WccBSEEAQIMB5lQIiVMEDh7CAnOpasCnJRFViK3iiUBhUUBAQryqju89pdm7bnEz77ms9/Add/GvlAz2BeYpQkMFaclWAlgbgydNOJW07fOc0cSjFmSQ3WOEuGjwlDPQp2Cw/rCpvDSXvb7acOHoZMUJCDILNNwbYeAQbGbuFBt5j3o3pCzw9+/2///m//WT+fjOr9mUFEgKPO5TKXhMx7gbFTHPUshUEOxMNUii8OHpqcueuv919Vfd8r/8VnHT8CuGPjOXRt35tV2Ybu6nuvqlpsE9scHAIEBsYHL+g6ckLJS99GeK4qoiozUsWf/N67fuxH3vDAve1ocKhrqlG9x/tiAQgCBAGCAEGAIEAQIAgQBAgCBAGCAEGAIEAQIFeAc5mBWAoDcs4XL52/7rprm6bZ3Ly0Z+/adLrRp/NHP3nwk6/77vU94Fy8ly/7xy9PfpVRiZkkY6KYeEwiOrdzribFBDI7xcGREwYGRgiMpTAeJmfFgZCZDWV+ceNvSZc+9ws+7eRLnvfRnzAgEf2UVJQSJKIKzwQy2o6UMGNFPFYpuCORDIkVMes2h7UZVkLeUVdDHFqWfvHWN9/2+t8692Czb+1wZlJ6q/KgizkKdolQ8lys97RAXnXjgDaXkI88R9ebWSF1eWLTO07eeOb4sXPr3dnaN3jSFSGIHEI4S+EsyVmy3PddrgZN8ZyrLmgWXTlyw4Gbb2VwlMeLCEk8MQcC4xHOEwgIcAgYgMp5uvs5/Wen//3/sXXXW5/5tKuYPmQ0uKPCirNiUIGxi5S+a1PKSokIcgZrZ7N6MAhBGI+ncHZO9ETHkiqUXZXLAAs3CtETjoIQgshhVqxu8967m+Hwoz71yBd9PYc/iXRVywAwSP1cJpRC1SxwZ5xIXBm66cQtp++cZg6lGLOkBmucJcPHhKEeBbuFh3WFzeGkve32UwcPQyYoyEGQ2aZgW48AA2O3cKcXpsgU3v6WrZe86LtqrjNfz4zAIjq3DrmkwKQUhZ3krDgYEBgrgkg5Lm08tLY3h6br+9JLvuXrvuC5H0eGqitMExWoL+RUQ2rbvq5rHse5zPi7aJuoawFewpIAb7EEzv/zR+963U/+8n9+x72T0XVrw2tLV/eNGw4BggBBgCBAECAIEAQIAgQBggBBgCBAECAIEAQIwuVcZiDC2Obuo/Ggbedtt1hbG1+8dGF9fXLfhXd+16te+KVf+al1DU4s+OFX/e4v/8LvX3foSOkWYPjYY6QYywrVBvSUGjI7xcGRE8aKgRECYymMh8l5WOSu13htlKr2wqW7p/O/fcYnXPeCr/+SL3n+pyAwEERfek9VBWJbgMCh9DiRTZZREEJBgAIPCEhIW1CKK9sEN5xmk9Jw6hW/8p//5m/vv3tjPNg/HOxdTLu26QeDAblHwS4RSp6L9Z4WyKtuHNDmEvKR5+h6MyukLk9sesfJG88cP3ZuvTtb+wZPuiIEkUMIZymcJTlLlvu+y9WgKZ5z1QXNoitHbjhw860MjvJ4ESGJJ+CseJB5hHNZKbiThBmyEAEUlPtN/CHuevM9v/f6fP70obGXC/embEBgwqEnCu4IqFBmlxAlHJAEhMvMZIYUpfBEFM7OiZ7oWFJGCWUnuQCzcEAEjxGo6UvUo0ajreqq4UffcNVnPpcjzyLt22rKZFDjcyh0Tr0+UwoYQObK0E0nbjl95zRzKMWYJTVY4ywZPiYM9SjYLTysK2wOJ+1tt586eBgyQUEOgsw2Bdt6BBgYu4V3pc0pl55smZ5vfdGP/eX/9949k+tVxmCoQ32EByJqkAh2UrBNDs6KEQZUVTVfbFoqJaazxYMf83GHv/brnvfFzzvWpaiGfV/6rutGw9F8sWjbdu+e/TzK+B8RXLgwHQ9Hg2HqW1JC0M84e6b7wR/43/78P779mqufrtjTL9KgXl8sFlUqqICBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgYOBg4GDgbucFQNjKcS24v3evesXLz3U983a+rhptvrSHbg2v/72f73nKlYKCd75lu5rnv8t11z9NDx5Sd6PotRERXLLWzKPPkFmpzg4csJYMTCWQqwY7ycspWprPs0V40m1aC5NFw9de93eZxx76j//zhfsP8RgDQQGBuo3NzdElaq6zsmyJAcHB7quTVU2Mli4AjMZ8o3p/YPBQD4yRtnwBb/77977m7/2B297y+noq/Fg3/ravvA0n8+z2Xg8nLdzFOwSoeS5WO9pgbzqxgFtLiEfeY6uN7NC6vLEpnecvPHM8WPn1ruztW/wpCtCEDmEcJbCWZKzZLnvu1wNmuI5V13QLLpy5IYDN9/K4CiPFxGSeALOigcZcB5lUArupa4SOBRw6OlatMXfvuWe3/83zbv+9Pp6UVUtzRyZqy5UQI5ONJSeJctQsUvIFsWrwSCKL+WcSilRSj0YeCngbFPwPgpnBznREY4yCGVkTnJZYDyRlNK8WYzH443O7l6MDz/rC/cd/3rWn4bXVDWlAaekYoMmDwuMIHNl6KYTt5y+c5o5lGLMkhqscZYMHxOGehTsFh7WFTaHk/a2208dPAyZoCAHQWabgm09AgyMXSNwYLHYGg3W6fmzN97zsm/+gbXBU1LsJRLqUAkRblGGYKYOBTsmSOCoQM9lRuS27a655pr7H7gnWFx7eO9d737H+t78kpd+7VeefNbW3CcTQywW/XCUgel0Y21tzGUGxn+vjY3pnvU1gmbOYADOpQcY1HzbN/3429/2rvHgwDVXP+3cA5uzrW4y3tv1TZV6VNgZLsBZMRBLYWyzFE0zrwegsjW7dPXVB95z9szLXn7TC7/1hqhQQEChm/LSb/qxv3nb2fXRNVHGXgbeJyeCIlugkFdg7BQHR04YK8ZlxlKIFeNRXg+qfqkUSUHpunlfGtfi8PX7v+ALP+u5X/6sa4+CsZLAWJETjgJ6KFH6QsmpAgOB8IQMEhhLAQUKf/6nD/7KL/7O//snfz292D/9qZ/Qd8k7gYHLIiWZWds17B6h5LlY72mBvOrGAW0uIR95jq43s0Lq8sSmd5y88czxY+fWu7O1b/CkK0IQOYRwlsJZkrNkue+7XA2a4jlXXdAsunLkhgM338rgKI8XEZJ4As6KBxlwLjNWFGzrIfAW77CCX+Khu+75w1+58I43fcx4OujOszlnT6JYr2GvAZCjzdHgDQGqUGZ3CFmxmlx1TWNmg/G4tIvFbF5XSZIRrLiChwkIZwc54RAIQsjAkLnMSYEFxsPkCpaqtcns/IPj2qhH917qF+tPu/7ZX1F96nH2PIWS6XpGE1R51FtUKTGAxJWhm07ccvrOaeZQijFLarDGWTJ8TBjqUbBbeFhX2BxO2ttuP3XwMGSCghwEmW0KtvUIMDB2jWClaS4NB5N+lnPiZTfd+qdvfMe+tetFjTopQhaldh/hSqlBhR0SCjJyKKhFBVAYkRbzMpmsm1lfGo95Vza6fqpq/vnP/QcnX/JPjxyhBCmD6Au5AhycywyM/15N09W58oIKJt7+Fl77Iz/3N3/97myTKo3lySIny0DxPlILzs6RB8aKsRRiSTEYpPsfuPvqQ/uCdr7Y7PrZ4cOHfur137d2DcOJe2/JoEDPH//Bf/2u7/iBfeOn43sUQymFSlBK9HgkZTB2ioPzBIwVYynE+yg8FnVdedFi0YbbcDyqqsqjm25dKGxdc93ajf/wmZ/9OZ/+jE88tOcgGCuCCI9e9MpgrLgT8d/YgxMoO9OzsPP/53nf7353qSpJVa1St7rlbnnDwgZshxEoDGC2hgngA26YhDAYohE6ZA7rwMHDsHhCM2hIAgkE8GFAk4AGmCCTgM1g44UlGIwwxguy2+1IXuTuVm/a6t6qe7/vfd/nme+WhNuixRz6jCpdc45+PwhohUc6jrdIZnyFP3nHg7/+q//hL/78gbrauWf3/mG9c32S3LVkB2Klqt6mWTtr+v0h24dLsFg0W5ghVqWhQxuLiw0sesqqWggpjnRy6vChs/ceuLCYzvVsjVtuCgGPLghGx42OGB2NOadY1U2xGKvkNLNU9h1cPnqcej/Xc3cR4QaMOXMiYMwpc14QEDW8QEtpUcPGNA+ff/0vPnnm3c8ZlOH0fFXWiDA16sqkn6UyNHiOnsRbcAigbA8u0fuL6ym3syZGHQ0GZqWkHBWsCKY4IG6AYHScrSUKBoYbzpwoqEt0xEQdBQRTNxOKEdRjWidGdPDIurfLL9r72V/e+4JXUa2gQ3SIVE4sYE4lCDeHHLnv2JnTk8hq8CEdadDG6Cg2xBXJiLNdmGsqjPuj9sTJ+1f2QsQpiIFAZJM4mzICKCjbg0NKhIq2vTTo9fEBiT95yxPf+x3/27C3W6UWMQ04EetbWXCXIBtoYou4OD060iAtkhATixCqsLB2ZWMwWKgqnWxc6tUM+vbE5fPrZe3FL/u0V3/zN3zhK+6QQK9PqEBADAycOQEF5ZkrJYVQtTMwKuEP3nbh+M//2ql3fvDuvS8c9pcmVzbaNi/vWHJsfX08GNSZDM6WcQEX5pSnWKxksn6xPwhOO1qoPvjA+370/td+w5HPnJGrQWlnMqh7OGR8xj961Q8+8lFRXw4yDFEkJjDz4C4BYQsZc8aNKXNKx4WOFCS17Uy1Gg6WetUgpbIxm5aShqP6ytqTbRkPhrK0s7rjzuXPevmLP+tlL3rZy++q+1QDEOYECmZoxZzT8RlPXrRHH378ySfGv/c7f/r+9/7n8w8/tmv59p1LezbW0/qkDaHOyXu9flUFoFgLBtaJWoOyTbgEi0WzhRliVRo6tLG42MCip6yqhZDiSCenDh86e++BC4vpXM/WuOWmEPDogmB03OiI0dGYc4pV3RSLsUpOM0tl38Hlo8ep93M9dxcRbswARwFjTkEcN0TBWvKMYIhBoTm//uZfuvLgnzSXzq/0fVFmkiZ4IQRcTHpGcBQQTHFxEze2DZNqQ/vjWRn2e/1+f328ZiWNBnUQwbK4Caa4uCEmzpyzhUSzBCB4ETJecOYEJIA6kb8mmMOl8fryHatMr/ikkR1Db+WR9diuvPA5n/914eVfwcJziiyMN/LCqB8xK0lDzU0iR+47dub0JLIafEhHGrQxOooNcUUy4mwX5poK4/6oPXHy/pW9EHEKYiAQ2STOpowACsr24NDMqPqYjaMiDJrLUVt+6DWvP/WOD6n0NVgIAamwvuUd7q6ygTZsEQ9OBY40aIO0UMQD3uvFpbZhtt6MRqOFxfrK2pO5bNy+7/Ynrlx49OL5uu+v/Jov+aZv+fI77iQbC0ugQAbnGoHIM2ZgTVPqqr58kV85/ubf/I23p3F/9bbnXnlyNuwvenGz0otMZ5PUTkaLC6kEXNgyLoDSceWTxJy2V8vG9HLVA2mWVxZ+/nXfv3I3DChMctuvQlQFg8Jv/Z9/+TP//I3kFZW+aCFOwdwHIGogzlYx5oyrxPhUrswpc8qmQS+UUkQEGG+sdwaDwcrKSpubNjVGCUFymW1srOfchij79u1dXlnad9fevXfdvrK8NFioo4qLrY8nG7NmsrZ+6fL44hNXHj5//pFPPHbhybWl0WoVR2LM2hxCGA4XRKRpmtirZM5LSW1O7lb3q0E9nE4SKNuES7BYNFuYIValoUMbi4sNLHrKqloIKY50curwobP3HriwmM71bI1bbgoBjy4IRseNjhgdjTmnWNVNsRir5DSzVPYdXD56nHo/13N3EeFGHGNOAWNOQZw5N0i0G1SOF65cWPvQH3/sd37qxStlY+1SOxmv3LaD2frG2vpwZZHZDNSJLloILmqoYpUl8cz2kLW63FYyWFh5yYtZWJi95y+ffPzRXUsj8RIxcRNMcXFDTBwwXNkyLjFJbUL0NnrCEp65SiIIolzlBo5IKlotDCgtsw0Uqkgr5/OO8erfu/ML/9HoZV87rXZMM6NI7Q2W0D4SuRnkyH3HzpyeRFaDD+lIgzZGR7EhrkhGnO3CXFNh3B+1J07ev7IXIk5BDAQim8TZlBFAQdkeHHCaTF015jOlJz6g5dQfrH/fd/5YlIUQqqAVEvGB5yEdWUMSKHNKx4VPEuca4xrl787F6dGRBmmRhJi44tVk3O7asWrJU0qDQd9J6xuXqUSqvqk3s8uX1x/bs9r/iq9+xau+9ste8OlRAihzCg4CDsKcGHOKg4CDgIOA8xRnzrl0gbf+7h//x998y4MfPK+2NKh317pE6YnEXqxKyakZx0p6teaci/VA2SKuLoCCAeJsUrBc2sWdgytrTy4shrMf/6sf+pHv+cb//jMJeJ/EpGLBigfNENqx9IJ89Rf9uDcrJUezXGQDEO+LKG5g/K2U/68MDBSMG1OuUSAKeVMI0h8Ne71e007H43GvrkXEjFRyEK3qniI556aZOmaWc25zaaFoIAQRCWbmJiIatK6qOsZeoIphkGZJRPr9vgnT6boog8GgzU1KjXsJIYhSzIJqDFVJgLJNuASLRbOFGWJVGjq0sbjYwKKnrKqFkOJIJ6cOHzp774ELi+lcz9a45aYQ8OiCYHTc6IjR0ZhzilXdFIuxSk4zS2XfweWjx6n3cz13FxGexqGAgYJAABwwoGQLVQSjXUc3KJP1d//BB97+63c3Hx61jy8sLKK6sbbW70Wtq/bKWq+umFNHiwQnFgnqXnkjntlCxlxEwA0ML1wlgkQnMmfi1obBE+zaedeLRl/zKnp93vp7D77/3asj1dnlga1HT0IGHGWTOEIGA+VvMq5R5tRRQDCcvyOXmLTCVWmjF6yFghsdUVAQrnGuWlqaPnaxrkWHfa5MEVgcpDz48MZCfMEX7Pn7/3DnZ35RkVHrhHa9V/ecChA6hhsdUUcNnDmBAHiGQkcqUG5Ejtx37MzpSWQ1+JCONGhjdBQb4opkxNkuzDUVxv1Re+Lk/St7IeIUxEAgskmcTRkBFJTtwQHHBCVBK3QGZCXzvd/2K+9910dnG9Xyrj2XL6zt2LHr8uXLo4W+00ABxQMoHkDpuCIGhjgYksFB8AjK350LHXEwMK5RUFxAmTM64oC5GiWIuLZtM0k2XVkZ7dm78/Dhb7jneTvvvAcicwoCBlVBHQdRXOk4CCPB9SwAACAASURBVJ7IhjqhouPO+HIZX+Y//Np/etefPfjABz6kUu1Yuk2oSlbViAWeYmBcE3Fh60jlFKG4J3VEBK9Eqhh6k9naaCk8funs8w6s/OK/+58WVshOqDBMMShCgoANSLzttx95zff8xLB/R10t1b3Ytu10Ol1cXCwl8f9GmVM6LnTEecYMFIwbU27MuBEXxHFBnE9hXCXGnIPwSa7MKXOKC58kzlOMv+aCOJuU7cMlWCyaLcwQq9LQoY3FxQYWPWVVLYQURzo5dfjQ2XsPXFhM53q2xi03hYBHFwSj40ZHjI7GnFOs6qZYjFVymlkq+w4uHz1OvZ/rubuI8DQZGjCooIJQWvIGUoh1tn6JMcECRnqId73h4d//5f7a2R09D56ETzI6zlMEUEfZJBhubBXDjY70XRDPeMIyDgot7NhFHFy6dGWhX1V9ffiJWe8lX7n7ld/KjrtojEHv8jvf8sG3nHj+cH3nxid67RUKrlg9pBokV3LTZwoJUVBHAMHBcOMqUScUiUYFVFbEjb8jUUcBwXADo+NGR5Snc4NCRwKiuLLJpGLhttMPTxae/znP/erD3P3Z6Mq6DgoI9KECPOGZjlRFYoLCXIA+YFNsg05YQGpuRI7cd+zM6UlkNfiQjjRoY3QUG+KKZMTZLsw1Fcb9UXvi5P0reyHiFMRAILJJnE0ZARSUbcPBQEmQBYMepaLwnj+dvuZ7jlXcNl7Lo/5iznlQ99p2wzQxpyB4xAMorlwlGXHIiEEBxStQtkzJZkaM2uv1cknT6ThEhqP48XMfftGn3/3yzz7wogP3PO8Fe+/ev3vnClQQQcCZczBKohi9PqXlwhM8cv7Sxz7ysQce/NADH/jQw+fWartz/QruvrCwUFXVdDrNOVdV5e7cWGTruLgoGJ6RHEBchBoP06bdubI0nj5+ZfbQ//Lj3/6VX/c8Ik42IqAkaIUCARtRuHSe7/+un//Aex9ZHO0R76WURv1Bzm32jBiuiPE3uIIyp3Rc6Ihzy7PFJVgsmi3MEKvS0KGNxcUGFj1lVS2EFEc6OXX40Nl7D1xYTOd6tsYtN4WARxcEo+NGR4yOxpxTrOqmWIxVcppZKvsOLh89Tr2f67m7iPA0GRow6EEPxBu8wQ2NyMKlyXRxYRBtbeMvfvvKu//j7ifeFS4/JP0alO3CcANFIgJueMIzzly/lzZKo4PBjpW19ZnltOMF/1X8yu9k5SXIolnUnjJ++JG3nXjiXW+4Rx/dIVeQQs5OVaqhhb5aimWMJyQ64qKAuAmOZzoOqhCyRJOIS2VF3NginvFER2skGgFUKOJMm9lg952PTXvNyguf8w+OcM/BqazOQuhBhJ67eMIaSiH0PfYbSMxVUIPYFJuAEhaQmhuRI/cdO3N6ElkNPqQjDdoYHcWGuCIZcbYLc02FcX/Unjh5/8peiDgFMRCIbBJnU0YABWXbcK7KUIRORVEMMv/yR9/6WyffrizW1ajujabTJkZ1EjgIrqCguIAyZ3TEISPGVR5B2UKWUhIJ/X5flel0vW1bpOxaHjXt2qXLj69NHusPwl37du+9c3W0uLR7991oFYkmUGhyLk1pi51/6Px4fTq+vDZen5a2ELQXeipVauiF/mAwiDHmnFNKqlrXdUqJG4tsJXM6gou4OtJxFdFUkvbKk5fPfe4Xvvhf/dw/qRYxkGCgzGUoQoaI1Rhk3v7G8z/0mp9YWtg7uZL3rN755BOXFpcWUmrAQMG4AWVOuWU7cAkWi2YLM8SqNHRoY3GxgUVPWVULIcWRTk4dPnT23gMXFtO5nq1xy00h4NEFwei40RGjozHnFKu6KRZjlZxmlsq+g8tHj1Pv53ruLiI8jUMBHHVUDTc6osVNCZInyIRz7z375l8uHzu1vz+u8hpEthcFww0MUQQ8ghEEFV9fz6G20W2PTmP/jhfs+eL/lhd+MbpM6NNpZ4QZT3748bf/+8mDf7jqFxYYU2a44yGFgYhEz2BOdFFDAMWFLJ7BceYEEJcIiIOzZQxPoEjlEosEIFqBTEnUi5fL4HxZHD7/0N33/mP2vsRZSnFkECFieCK1hIhWRWIBB4EKxDOe6EiFRG5Ejtx37MzpSWQ1+JCONGhjdBQb4opkxNkuzDUVxv1Re+Lk/St7IeIUxEAgskmcTRkBFJRtw+kYGCB0IgYFCk8+wrd+848+9sh458Idbr3xWrO4sFSs5SnKDRhzxjWRLWS9Xpw1GyV7VVUhVGbm7iK+vjGu69ir0VA0FCetb6xNxo3bCOkFUTSIUwwvbvjOpV1IEFcXEceFIFHE615wLymltm2BqqpExMxEhBuLbKViBigqIgEBBFzKwlL1oTPvu+PupX/xr1/7WQdrKqZNqocqBOYMTHAQPGLQkGb8wPf+8u+/5c9XdjxnaWHPJ849vrq62qYpGCgYfyvllu3AJVgsmi3MEKvS0KGNxcUGFj1lVS2EFEc6OXX40Nl7D1xYTOd6tsYtN4WARxcEo+NGR4yOxpxTrOqmWIxVcppZKvsOLh89Tr2f67m7iHBDbmC4Y8UkWKgyuFPnicoVPvHu82/51XL+r0bNE708Hi30aVq2FVHc8ExHomnM1ECvJ+3apd6wRzX86MVS7XvZXV/6j/m0z8dXpt4fDHp4zlcuxMWKss5jH37oTSc4/77BlY+s1A2VkIsV8dALEh11xERxdUEcJSsFN9zAwJkTOqKgbBXDCwjaM4KJAtETngkyW5vFxZ0b/dsebhZ2f/rn3fbFr2LX84l7Nkqvp8TgeAFjTkEQBXUw5pQ54W8lR+47dub0JLIafEhHGrQxOooNcUUy4mwX5poK4/6oPXHy/pW9EHEKYiAQ2STOpowACsp2YU7HQEGFTQYOLSi/+5sPHPuxn1vs752syWhwW8mKFzCuEmfOmDOuUeaU/xIsVp5za4aICgE0hrqqKut4adtZmzbcLVbEqKDifUPEQYKKIKIoKuMrk1jVvVhprDAvbuIgOeVZCA64e9yUUppOp/1+nxuLbCWzDKoShEpdEYPsMs0yvjz5xDcfue87vv/LUTyQi8ee8CmETQ4GCYT//P72W77pO3eO7l67LCs77x6P14MaUnBBnL+V8RTllmeLS7BYNFuYIValoUMbi4sNLHrKqloIKY50curwobP3HriwmM71bI1bbgoBjy4IRseNjhgdjTmnWNVNsRir5DSzVPYdXD56nHo/13N3EeEGjNyghoMxs571qiLU0LOLPHF64y2/+MR733RX3YZayiyFqqIU3NhGjI4boiZ1ll7SCuiLldm4V8U1718a3H33K/4hn3Mf1R0b1A4DXH2GJzyDk8d87D3n3/nbk796yx3h4sIQUkOGekBR98pFDQVx5gRXsrrhBc9g4LghIBWibBXDDVEkGsFEgegJa7FET2k9VzvahdvPb1Qrz/2Mna/6NoYvct1lZiEERHDDDQwcAY9oKGiGAgoVBG5Mjtx37MzpSWQ1+JCONGhjdBQb4opkxNkuzDUVxv1Re+Lk/St7IeIUxEAgskmcTRkBFJTtwpzCXAAVZ86Zc0hQ+LHX/urr/6/fv33l0ywvlBSDKB0xMMTBwBDjk1wh4sJV4myhXGwWogStQEvGTAVV6bVtGzepKmIijjhQSnEvZphl0KtEJIaqlJI3leIiHmMvBNmYjvv9XlVVZlZKERFVBcyMG4tsITPLIkGlFir14J6NadG1Tzx6+iu++tD3/cDRu+6ppKbjgPKpxHmKQwPG6376Lb/w87+x2H/OXXe85OMfe2Rh1APjhsS5xniKcsuzxSVYLJotzBCr0tChjcXFBhY9ZVUthBRHOjl1+NDZew9cWEznerbGLTeFgEcXBKPjRkeMjsacU6zqpliMVXKaWSr7Di4fPU69n+u5u4hwA5l2RhQ6rpm+BXGoadj4+EOv/6n8/jfcXV0Ua4jQ39Gut72guLFdGF7oSHDpZamyBkPVsXY22rnzsQuTcbX8/Htfzd//Wnp3b8jCDAQG2fuso0YpJXnoR2wtv+dtj7zj31dPnL6tXKjKFIW6R6kgOArqqAkgDoIrpp7xgme84BkBrZDIVjHcEEWiEUwULHrBGySTmat6rQ8uzkLcsWf0ws8bvPK7qe9EKiykoqGKqoolMMigSHSpGmhBYACRG5Mj9x07c3oSWQ0+pCMN2hgdxYa4IhlxtgtzTYVxf9SeOHn/yl6IOAUxEIhsEmdTRgAFZbswJwFCjXM9s9Y1hI9/ePZ9333syuOh2RiqDyvtM2dIRgoYUniK4AoRFzwiBoY4WyXnMo2VqkQIVnAPVsRNVKM7HREBN7NSkpNGQ3Vad3Ev7gKICDCdrldVNRgMer2eakypaZrUtu1ocaebmFkpJedsZvWm2WzGjUW2kCFZCOJDkegWzBtjXPRi7F/64R/99i/4ihdOp81gsS45hxjNEaUjzpwzJ2wyXJs1phO+9Z/cf+ERoqy2U3qVgIFyA4Y4cwbGNQrKLc8Kl2CxaLYwQ6xKQ4c2FhcbWPSUVbUQUhzp5NThQ2fvPXBhMZ3r2Rq33BQCHl0QjI4bHTE6GnNOsaqbYjFWyWlmqew7uHz0OPV+rufuIsINWMk5RAV3c9EIRtrg4kfH7/3dR/709csX/2r3LqMpOAwX0rRUUXFjm/CMJwR01GpdqBCrLKnbNBmLq5erPYsv+NylL/vvGN2dfXEWe2OjVpYgemI2BrX+UEXxGZNH+MDbH3v37+aPv3uHXViIGTe0BgVFAHURJxZRR8QRSiCLJTzhGQGpkMhWMSggSDSJRgALXsRbavELrSxB1Vt/og0Lw/7O3R+6oC/6mu/mhf81O+8gjNpUaT0ABIIbJNwQReoGGhAYQOTG5Mh9x86cnkRWgw/pSIM2RkexIa5IRpztwlxTYdwftSdO3r+yFyJOQQwEIpvE2ZQRQEHZLsxJgFDj4MwJiHmeSoxpQ6qq99Y3nvmOf/rPnnf3wfXLVulIHMSQAhkxcDDmFARXiHjAlY5kxNkqWdTcixlmrhJj7AtqRWOMKZVOCCHGKOKlY00MCSmqKiKAe3F3oK7rtp21bVtKEZGwSTW69KYbTSllMBhUVZVzTimZWVVV3FhkC5loEYLQxys3yWwUv2Thwpd/1Utf88PfGAYQctvOzKTfH7kjioM4ONcIiFFmhECpSfzhWx7+H7/z2KDat2vhjma2Ic4m5QYMcTAwxHAFBeWWZ4VLsFg0W5ghVqWhQxuLiw0sesqqWggpjnRy6vChs/ceuLCYzvVsjVtuCgGPLghGx42OGB2NOadY1U2xGKvkNLNU9h1cPnqcej/Xc3cR4WkcChgoSElBM2XCxY9y7v1/+ms/9dI9Opw+zNplRmC0M3qjJUrC2TYSlhFcR0lrQxXrWePoTIcfXa9u/5yvXf4Hhxnua3Nf61GGBMVYVAKWxmvVwsilWluflNQs76hJj4//6PXn3/XG5ebh23SNyUViRBxnkyDq0isSjGgiQPASPYnP8MRchUS2iuEJAamcWCQAwYuQbaPRXTVtQwMLI4zZNM8Gex7r3fNpr/h6Xv4K4i5sKdeLGVJhGAgYXuhIyGjLXA2BG5Mj9x07c3oSWQ0+pCMN2hgdxYa4IhlxtgtzTYVxf9SeOHn/yl6IOAUxEIhsEmdTRgAFZbswSKBQ4eAgzEmGBhivzRYHKxg/+5N/9L+/7vUrO55z+bHZ85/7/FkzffLJx3ctL5qVy5cv3nbbbW3bgoLgERQPuCIGhjhbxZAMDoIrKHOKC58kzjUGqKs4n8L4JDGuMTa5YCjPTGQLWWrWdyztWps0QeulXYsf+/iDK7fH/tL0DW/+MSKEltBCgAqPdIQ5B+caAcmz2eV+fzBeaxZHyyR+/LVvft2/OfnSzziUNtrZRgNaxZ5IkA6hbdtYKXOGOBgYYriCgnLLs8IlWCyaLcwQq9LQoY3FxQYWPWVVLYQURzo5dfjQ2XsPXFhM53q2xi03hYBHFwSj40ZHjI7GnFOs6qZYjFVymlkq+w4uHz1OvZ/rubuI8DQZ1qFAH4YYzePYY7zvrQ+84d/dUY1HZRK9EYxrjI4r20gm4utJFheI9cbFS4O6ktHCbD1/fKN+wSu+Xr/om1h4LmHXrIQ6CmDMKQgdY5OjCaxt+lUmX5i987c/+Hu/srj24AvuXGoff7i3MqBtWDMGEJTk9IYzqiLREcEra6Mn9QSGV6BslQyJuQqJJpFN4iZkMHBcEAU1iY32r9jSlWr10175Lbzo82DVB7vHjggBxIglRYqEgAZHDRSEG5Mj9x07c3oSWQ0+pCMN2hgdxYa4IhlxtgtzTYVxf9SeOHn/yl6IOAUxEIhsEmdTRgAFZbswKMxVOE+RlNKkqiqIXvpifOh0Pv66k2964zteePdLzz/0xK5du0R9be3K0tKCqm5sbIRQ0fEACooLKHOGOFvFwLhGuQFDjDmn40GtEo88xeiI8RTnr7mYifHMRLaQDXrVlStXXMPq6uoTFx6Vqml58id/5gc/9/Nv84iEDTAIEPEKB2XOwZkT5iRB06amVy2106oX+MiH+Z+/7189+IGH9952D6brkynocLCYUmmaZjhYMM/MGeJgYIjhCgrKLc8Kl2CxaLYwQ6xKQ4c2FhcbWPSUVbUQUhzp5NThQ2fvPXBhMZ3r2Rq33BQCHl0QjI4bHTE6GnNOsaqbYjFWyWlmqew7uHz0OPV+rufuIsLTZNgAh9L4clinnOcv3vDw2/7trvbRoW9AztrPUrmokGtrxDMormwfYlRK0+RksQ70+k0THs8Lqy/9svolX8KBLyKuuAyyUQmQoYAilTMngGdEM1qYq2l48sH197zp8l++MT38vntWAnlMawhUkKHAsN9a1WrlBEC9VJ4qmwmOB1zZKhkScxERl+iooYBigDhXuQBaCFfWpivP/ayPz4b3fMk38plf6mVHGu5qQCFABQHDDSuIIIooKDciR+47dub0JLIafEhHGrQxOooNcUUy4mwX5poK4/6oPXHy/pW9EHEKYiAQ2STOpowACsp2YVyjdBwEMCjFGxUVKrdKHAp//s7LP/Fj/+aRM2vLO/ZevHh5ZWXF3S9dvLJ79+4rV8a9Xo0rKChXudARZ2sZf5PREWPOweiI0fGopY/36IjxFOMpxieJmxgYz0BkK/WCrq1dXty1OJ2tVX1/6PyHv+s1h49+x+cTIBg0UCBAxCueTgCDBBk0F6IOKGD80duf/N7v/JFe2bl7176UysbGtF8v5GxtUxYWFnLOzBniYGCI0fEIyi3PCpdgsWi2MEOsSkOHNhYXG1j0lFW1EFIc6eTU4UNn7z1wYTGd69kat9wUAh5dEIyOGx0xOhpzTrGqm2IxVslpZqnsO7h89Dj1fq7n7iLC02RooMnsikh+jAfeev4tx3vn3rnSbxAQ2rg81UGRUHkzKmvqCQKubA8ucSZxMKy49DgZdkVm+om8XN198PavOsptL6S/mzByE5EIhmVoQdCBixooiCfApWphBjX0bcL6Rzf+6NcfeNuv7d+x0W8vDHugxhQMKlCS1K3WmRoIlOC5sia4iSuubBWDBIYoKAQXddRQF+Fpgrvm1HrvkbxDn/Py53zVt7Lvpc6u1BsmJwgRAohnSgOGRqRCIjciR+47dub0JLIafEhHGrQxOooNcUUy4mwX5poK4/6oPXHy/pW9EHEKYiAQ2STOpowACsr2ZWDMedO2dW/kRttQV7QNf/i2j/zI9/7kztHtOVkIddDe+vpUqOq67yagoFxjXKP8F2LMGWLMOXNGR4yrXNVqPPB04vxNBpgYz0xkK7XT2Z49KxfHj7lOzz9x9mu+/kt/4Ee+abgLjSAZChgorngEQbhG2GRQwMxNJV68OF7eteyF1NKL/PMf/51f/6U37RrdMRwu5ETblioOVKqcTUSYM8TBwBCj4xGUW54VLsFi0WxhhliVhg5tLC42sOgpq2ohpDjSyanDh87ee+DCYjrXszVuuSkEPLogGB03OmJ0NOacYlU3xWKsktPMUtl3cPnocer9XM/dRYSncUhO5a34mIfe95E3/Gw492d3Dy/TTHFQZnF5FkZFJHoalbVoLSiubA+msYlD9bZuLxHB5NFJ5LlfcPuXvpoXvoKwgtY5W3CTGHHFC96AEAYuaqAgnsFTxquqgVLYGTLlAh//y8t/8X8/8pe/szuOd++oade4sE4FQxhjg6rVfpLakECJlnveqBuuuLJFxMDAuUZAXbQQXcRRwISOugGVFRnGySeu9O+45xPtgux72T1f920s3Y0NU1jwWImAEz2LFCzjRhggkRuRI/cdO3N6ElkNPqQjDdoYHcWGuCIZcbYLc02FcX/Unjh5/8peiDgFMRCIbBJnU0YABWX7cOYEMCjMCShoTjioYkYnRiTzyz/3zp/9qX+7uvuO1Mralebu5zz/sUcvDvqLpTguXCUFDDFcQUHZQsY1xlViPMWZE65xnjHBlWcgspUiAUnanz306Ide/NK7furnXrtnH8moejjGnAnq7piAijCngEEB45qwsdEOhkOctqVX0bn8OD/83cff/c4HzXTP6u3TjQJh0F9cu7Le6/WZM8TBwBDDFRSUW54VLsFi0WxhhliVhg5tLC42sOgpq2ohpDjSyanDh87ee+DCYjrXszVuuSkEPLogGB03OmJ0NOacYlU3xWKsktPMUtl3cPnocer9XM/dRYQbSKxfpNdw7vSHfvdXqsfft8ceX2gvMoQGlBSWWqlNVCm1TaNlXNk2TKNVg/WN8Y6eI+HRSZY9L97zxd/MZ/03xDuyLjhYoWetBAEBxw0BqRDlKjcE0AIZzOl7K8woYy6defgNr8vnTw/zlZ06jRsXRKEHU6hi1jpJbaLBc/BS+Qx3CLiyRQQXHAQTDGeTumgRddQRNgkuWLSMZfqjduK2dPtDzXB0z8vv+LojhGWGt6MLxWMyr1SCZryQM9UAlBuRI/cdO3N6ElkNPqQjDdoYHcWGuCIZcbYLc02FcX/Unjh5/8peiDgFMRCIbBJnU0YABWX7MOYUyJCYi1DlRAyY444GEHJpK+n5Gv/6J970fxw/sbS4e3nnnRvrZVAvz2ZZpcIVMTCkIBmcjlegbCED41OJ0XHlGgXlGkMSkrnKlesoNyC48gxEto5LRVyfXUr+RH9H8y9++gde8vdu7y3gChgomwTcXTBcQegokKAFB4FeKTGoOJghgigdKbz3j9p/+b/+0vve9/59dz1PpdpYz1Xsp+QxVKBgiDOXuUZBueVZ4RIsFs0WZohVaejQxuJiA4uesqoWQoojnZw6fOjsvQcuLKZzPVvjlptCwKMLgtFxoyNGR2POKVZ1UyzGKjnNLJV9B5ePHqfez/XcXUR4OlsnP8ajD1x4xxsfP/2OVXtyZdCSrjA1apDoUhWiC4Kpm4A4ONuFQNCNNmmvfyX1poPVe77kG/jsryLubWWl1SAQoOeoF6wgggREmTNQOoIzJ+CWRQwcDDfsMudOPfb7v/HYA6fuqJvddUNzCXOiYMGlzlK5qHqOnvCEG1KBsjVcNGtwUErwLF74ay7BURNlk7oJJm4+TbK0yDSnMNyIOx6Z9W7/jC/Y9cpX07+TuExYaF0VgiBYTk2MA4QbkiP3HTtzehJZDT6kIw3aGB3FhrgiGXG2C3NNhXF/1J44ef/KXog4BTEQiGwSZ1NGAAVlm3Bw5hRI0IJDDZUZGCLMKQjGeppJn6Gv8T/8058+e+aRpYXbP3r20b23P28ybqo4AAVDMlKQBEbHK4hsFQNDjE/lypyC4gKKKygIFA8NZK5RrqM8jbjxzES2jku7nhZ2xMuTj/yzn/iuz/2iu/o78TALQSAYUZkTBwEMExA6CkwhgUGEejrTfi9MpwwGIGzMJv2BlGbQy/qGX33013/t5KPnn6h7CyWHnL1XDd2Uq8SZy1yjoNzyrHAJFotmCzPEqjR0aGNxsYFFT1lVCyHFkU5OHT509t4DFxbTuZ6tcctNIeDRBcHouNERo6Mx5xSruikWY5WcZpbKvoPLR49T7+d67i4iPF25yOTBJ3/rF9Y/+p7b43qcPhZioR5sXLjYH4zA1BOe6Yi6VE5UN5xtI0NC46Vw28bi/ts+44vrz3sl/ds99ctgtYEWFGroOVo2kFBC7RAdyLgjoYg6CGiaic2IBgpVw6CWKekRTv/Bw+98c3n0g3vkSl0uk2ZE8IhUrpWj6gVvsYQYUiGRreESG61cCJ6jJ/WEZ66SiIijgGC44xkUqrzRxJXlcnnsvdGGLnx82v+Mr3w1Bz6f5edRr2apC3MB3KmEv40cue/YmdOTyGrwIR1p0MboKDbEFcmIs12YayqM+6P2xMn7V/ZCxCmIgUBkkzibMgIoKNuHMadAgsxchMqd6Qb9GlGmM6vqHEOCSjZ6CHnM93zXz//em/74xQcOrl0uKgOxgEfEwJCCZCigapUR1DFBcRNuKgNDjKtcuUZBcQHFFRSEOXdtkAzK3+DKnHAdFwwMFAwUDBQMFAwUDBQMlKcoGCgYKBgoGCgYKBgo1zHmjKcoc4oLqLqapqqXz3z0PT/42m9/9be+nAFEkDRL07oaQmSTOAiQQTGlo0ADCQwC1E68dLHdtbOH0LRW13Z5/Oiuxb00Wsb8ws/9pxO/8vqoO5YW9mysp369WFKmI86cgXGNgtJxYU55itERZ864Rvn/E+Ma4yopIHgPD8wZ4mCgYGCI0fGIV7giGXG2iEuwWDRbmCFWpaFDG4uLDSx6yqpaCCmOdHLq8KGz9x64sJjO9WyNW24KAY8uCEbHjY4YHY05p1jVTbEYq+Q0s1T2HVw++ovUzytcoyAOXlDB1YWOYHjCE+mxtd/+mfSxP5uc+8CeBenftsiFJ9bW89Ltt6fpRvCiNsWNjoDUJlHdcLaQGOBENgn/D3twA23pVRZ4/v88e7/vez7uR9W9VZWkQioJCcSIoKJgonyo2AGxBbFAEQExpiO2s5yedtRRW9fqldFq6zA0AAAAIABJREFU7FFHUUcHIT1mADUCNjra4gJBAQkoIERoIBWSCvmqqlsf9557znnfvffzzDm3KiSBaFd6pda6NZPfz3DDDQFRiM6ckPEEhuq03nlvuGDpK7519XmvYPEJlB71ckfsoAOFHlQQSkbIGg1qBzLuSCiiBSx7TzM+wTMSoepCXyGWY+QjfPJ9n33XW3rHPnfhIIdu3bupNBUoAg4YM+6IgCLgivDIBFwRTnPjjLlo0sYgkKMn8YwXMGZEQUGYczDckIgMQEmb9Ht2ciNrU+998kfv3Hj6q/8t+57OyuWEldYqD8wo1A4Yog7GnIIAnuW6/Qduu3UU2RN8wIy0aGvMKDbAFcmIs12Yayps9IbdTTffsLoXIk5BDAQiW8TZkhFAQdk+HIQtBsacguI8SNiSIVIYjxj0OHQ7v3DDr//dhz61c/nCbuyBwfLSrum4nUwmw14/5y6ldmFhKbe4qLi5IJgD4swZDzDhIZRHx3gEyikunKbMGeJgoDwKBgoGCgYKBgoGCgYKBgrGnIGCgYKBgoGCgYKBgoECTmDOkSwUMMSAft0cW1tfXNgh1DlpjE03Kc1y9+kv/NlP/OxrfvDaFzcLmEFAA+4uIjyMgTEXOc3AwEFAQXFOE8DAmLEAYmN+8YZ3vOPmv1loLuzVK+ONaa9unBSD1XXE8mQysaJ1XReEGRdQPILgyowYOJLBkIJkcBA8grLduPAlxMHAEAMHY0ay29gtBl+NYbGUNJ5shIbFxX7bppTaUBcNllKKYSGyu52WEFo0cZa4BItFs4UpYlUaOHSxuFjfoqesqoWQ4lBHt1x79cFrrlxbTIdqW+dxjwkBjy4IxowbM2LMaMw5xappi8VYJaedpnLRM1euf4M3l3XgIBAhmGEZM6q6iOZCExJlnZOHpn//Z8f+9vdX0v3RU/SEG2KgoA6C4QaGgwARAecsEoOCSJJekRCM6ElsAsaMVEl6BVGxmimWcU4MLvxC3nH+13zbrud9LwuXoCstTYEAAgEUxJlzXDBBQZgxZlxdOEUwvHCKBEcLFGjKOuV+bn335//izeXo5/YuN3UZ0Y2iFqRgYCDa6sBNepLxDIrwAGVGlC0O4urCKYLhxhkSnMicCQaGA8aMKF/CDak76QtUNsFbPDMThqOw437fddmLfoCv+hZkhWZ3lv4Eamgs4YY2WcjMKdQONpLr9h+47dZRZE/wATPSoq0xo9gAVyQjznZhrqmw0Rt2N918w+peiDgFMRCIbBFnS0YABeWc1bVeV4KTE3fcVl534PXv+pO/fsqVzyTXJ9YmS8MdVdXfOHFyeWnHwnB45513Li4sMyPGnAMuxsOZsEU55xlzxplSRzlFsmDgYMyY7Vhe+cJd9y4vrwpxMmlXd+z+5G3v+5Gf/tbnf9czrrxyH+AgwmnCAwyMOQcBBeVM5eLTIL3JKFbCv/upt9/81nfvO++K4WBlvDF2y8NB03XjjRMnF2eGS8dPnohNzZzigkdQPDAjBg6GZKQgGZwZr0DZblw4RRwXxJkzMMTAwZiRTpj0muXxej/qomiZthsX7Fv5u7/7yBMvfVLXdVp3qp5yG2QhckE7tRgnaOIscQkWi2YLU8SqNHDoYnGxvkVPWVULIcWhjm659uqD11y5tpgO1bbO4x4TAh5dEIwZN2bEmNGYc4pV0xaLsUpOO03lomeuXP8Gby5L4BAggDhYQQNOdqK3yIjJPeUf3nfwb27eOz64kI+xTYhBcZGkPSMEt2hFbIIbDk2PMOiymadGk9CZ9P+xu+CCr/uOXVe/kPOfjOya6lKCDAOoQTzjDgHRLMwEEM5UgQQVhLLG+u328fd85oN/wrE7n7S7Jxv3BRthzAmEONZFdx96wjpOEWVOmREFHOUBjgguGG6cHS4xSQNU3opN8YSAxKyD9bDrZL3n0m95GU//NnTXJA9lsCzQWMYdrbKQmYsQHWwk1+0/cNuto8ie4ANmpEVbY0axAa5IRpztwlxTYaM37G66+YbVvRBxCmIgENkizpaMAArKOcxyxk2rAIWPfuTETW+8+a/f+/e7d1zUjsVzNRws19qcODGywsrqjulkHclscb6EMqcmzLkgzrnNmDPOnBgzHplTXNgSYzxx8viOHQvTdjwc9ibTzeNr93/X9z7vf/jpF+48n5lS0IAIM2Zo4AEGxpyDgILyKNj6+nhpYYHCyTV+8sff8P53f2z36iVL/d2TzXayOQ0hDPu1iOfcOYUgnOIBFBQPPIwhDgbGnIKyfbgwI85pBgrGnHGKGKeVKubJuGuaC/Dq+In7Lr3sgts//6mLL754vOnTSSexaLCUpkEHgV3txKsqoYmzxCVYLJotTBGr0sChi8XF+hY9ZVUthBSHOrrl2qsPXnPl2mI6VNs6j3tMCHh0QTBm3JgRY0ZjzilWTVssxio57TTlfVetXv8G6kvBcGMuupAdEwJIOw0ywu/nH973qXf/UX901wV6olc22SYEU2PGFVA3ZszAMUMDqgXJSFE195OyXM7/hn3PfyVP+EriSlcWvBlmyNCHGsNb3JCIVBk1qEA4c0bJqGOGj+mOnnj3zXd96B0X1+tL+QhpneIohMalLiLiFrzgmVNEmVNmRAFHeYAjgguGG2eJqKMuiCMYbsyIZqnGNEfautr7lH3f9j08+Rupdm+mQWx6jTPjgoGDgIJgeJLr9h+47dZRZE/wATPSoq0xo9gAVyQjznZhrqmw0Rt2N918w+peiDgFMRCIbBFnS0YABeVcZVDWjq2t7NwthPEGgx5HvsDP/vT//oH3fuzyJz61dNWJo9Pl4Yp7mIzzcNjLdhJN4jjKnHCKKygoYAhfJM45zJgzzpAYFECtMiq8xgMoM5LNW5fxyu7B/UfuPHb8nld8//7rf/RFuy4BJSWKea8nQM4gFqMyZ8wZcw4CCsqZc2Y2R/R7qHN8jX/9Q7/wmU/d2w+7z99z2fG1jW6SLrrwgs3x+tG1e/actzpux5ziCgqCK3MKyvbnwow4GHPGl1LmlDnTkDY2Nnet7Nvc3JAwMTbQ9sAvHvjFG357c9S5WKwk5U2hUd+ROqqqIIWzxCVYLJotTBGr0sChi8XF+hY9ZVUthBSHOrrl2qsPXnPl2mI6VNs6j3tMCHh0QTBm3JgRY0ZjzilWTVssxio57TTlfVetXv9G6ouxTbyAQpND1YKBJBZ0RL6Xgx+49y9/f/yFWy9ajnFyXD2xTQhZFSx6wg0HFAm4EsTHYwcdNDn0jnVxUi91Cxc/6YU/xCVfR1hCF6mWJjBJDCoqCLR4QjJEqDKNQQXCGfNM2kQj9LGMJjbu2Pyrm9Y+/l/OK/c2+SQ4sUJrt0IpIo4U3JgRQJlTZkQBR3mAI4ILhhtnkSE4tSNFIiBkZqTK1cLdm1pf9NSLXnQd5z+FsNqyGIICAgriPEhMrtt/4LZbR5E9wQfMSIu2xoxiA1yRjDjbhbmmwkZv2N108w2reyHiFMRAILJFnC0ZARSUc1UuPg6iEPDoVgmQOHw3/9uBN73/rz/WbsYLL7g8t7GbSlMvdGkicYQkdQxlTkEANQUFZcaFOQUzdc5hxpxxhsSUBIg17g3WxysjIhZrUlmv+9Nxd//hY5/97pf+i//l567rDTFFK8yIERFmciZWPMCYMx6koJwhB6cUQsANUTZOookffe2Bv33vf73koq8Z1Ls31tuSuqoWDSVES3nCwygzrqAguIKC4gIKxow424cLM+JgYIjxUB5BcQHFI1iXN3as7Gyn+eT64dXz9ODnP/763/iV53373v0v+O2Tx7ObVLXksgmqLKTOqwjinCUuwWLRbGGKWJUGDl0sLta36CmraiGkONTRLddeffCaK9cW06Ha1nncY0LAowuCMePGjBgzGnNOsWraYjFWyWmnKe+7avX6G6kvpKzjCVd00Ib+FATaYxu7F9Y58om73/If0l0fu+S8AaOjSM224aJZVcixTJhxQNHGiVIpo5MoDAej0r8vL8ZLn3Hh0761etrzkB3k6DqwQdNB2zGoqckwxTvEIUDsaCBUqHDGLJFHEImLk0KtBN/k6CfX//L3Jp9572J3pE8rdUCUlHBDQDMPJeDKjCjgnKI8QDDcOFsMT6Cu/SRN0gBUVqJ3GqWbtNNq4URYzXue+sQXvop9T++6PoNVgwgRcAMDRTSDXLf/wG23jiJ7gg+YkRZtjRnFBrgiGXG2C3NNhY3esLvp5htW90LEKYiBQGSLOFsyAigo56o87U726gq0FA+h7yV6hwbW7+c3fu3t73z7u8UXlhf3dhP1EofDYVeOQ2FOmRNcAXUF5Ytc2GLqnMOMOePMKCYUZqzBG/c+XhnqYi7TIusSj9977NPf98rn//TP/0CsIeKgyhflTLHUNBWnGXPGgyJnzimZmRBA7fD99+w5by9FP/2xY7/7m2/7iz/7SKN7Ltl35eHDa0FY3bXj6Np9TRMRY844zUBBcYWAK0RcQJkzxNk+XBBnLiMGzoMEj3jAIygeEJt0Gysryxujk+jGvUc+/oPX7f/Jn385Y172kt88ftRL1qapjLGZKf1SLKhw9rgEi0WzhSliVRo4dLG4WN+ip6yqhZDiUEe3XHv1wWuuXFtMh2pb53GPCQGPLgjGjBszYsxozDnFqmmLxVglp52mvO+q1R++keoiyjreQkCGXWg6iNCzTT7//rv/yxure27ZzZqkTWZChUS2CSGrKllLizMn6tJ3USlZrCWIa31PXh7tvOLCZ79s4RnfwaSmt4o2uVBqXFAIEGjxFhJiEKDuqJxQE4Uz5pk8ZdKxsJKVzQnLDaQj3Pfxw3/yu9Wxz8T1e4faanSs4E4IeEYNB+E0V2ZEAecU5TQTN84iwxOoa7/VJksDVluqvPXxhvYr6uFaWx3W83c95dm7n/Nizn8K8cIOKhAHMjOiBc0g1+0/cNuto8ie4ANmpEVbY0axAa5IRpztwlxTYaM37G66+YbVvRBxCmIgENkizpaMAArKuSpDSmVahdqdrstNM8TiZMP7fcH4/Rs/+uu/emM3jRc/4YrpWE6e3Oj3G05TZlyFB7iogzhzxhYT5RxmzBlnRh3B1NWo8Nq9gmhiLvnoibue/JQLD937Dy966XN/6mdfog1IAoMGZ8YMVbqUzazXqznNeJAxFzlzDs7Jk93yjvr48ft3riyAjk50CwvLn/90+8u/dOMtf/PpnUsXBV0oHaq6ubnZ79VgzEgBQwyM0xSPIHjEAyhzhjjbhwvizGXEwME4TfEKD3iEgEfANbV5w3yyY5ct7Dz5e29+Xd1j8zg/+IpfXzssJdW9Xg1j86RSmQHK2eMSLBbNFqaIVWng0MXiYn2LnrKqFkKKQx3dcu3VB6+5cm0xHaptncc9JgQ8uiAYM27MiDGjMecUq6YtFmOVnHaa8r6rVq9/o9cXi7d4xhWtXKIYjI8Q14/959ff+Tc3f+3eiK3Z3Zu6C3JEKrYPMSh4Zk6R4NRAaaexiW4c836366t2fu0Lek9/MTsuKWMPvUWULEwSdUUAKSWEDm9xQ0CiUyUqJ9YgnDEHM3KmqhEccvIqZvIxPv2+zVvfs/npv+qP71msMwEsIg6GgIPw5Rzl4cSNs8hwQ9SkyVIXCYJFb6O3vtHKrobOp6VpFy66Ly/seOLXnPfiaxleQVjCjRkBtKAFDOS6/Qduu3UU2RN8wIy0aGvMKDbAFcmIs12Yayps9IbdTTffsLoXIk5BDAQiW8TZkhFAQTlXGZRpO+41DbhZAVWpyYEiKGmdP/9/Pv2f3vSHd9x+/87lvXW1mFvFIwhzCojzAFMHcTAwxHA1UVDOVcaccWbUEY8guLooribmml1bqunayTtf+2Ov+OEffRaRTHEZRYlW6qBVSo5YVQXADFUeYDzIQEF5NKygStdN6kbN2pxzXS9aq6rhyBf41df93h/9wbsuOO+Knct7j61t9qoh5syIIQUyUsAQ4xRXCLhCxIUZcbYVF8TBwBADB0MMV1A84BUeIeDRxeo+4+7kZHJ45y77nRt/bt+T+xjdOq982S8fva8qqen3+7Bp3qoGN3EXUM4Sl2CxaLYwRaxKA4cuFhfrW/SUVbUQUhzq6JZrrz54zZVri+lQbes87jEh4NEFwZhxY0aMGY05p1g1bbEYq+S005T3XbV6/RtKfamCsMUNb8kblCOff/Pr0x0fvmRhnA9/boCxUnOyI1ZIZLswSGBIBHGJjgLiSBDq/skxa7Lj/Ge8aPCC19A8YX1SDQfDNhErHFIBo1/haRKj4QUMFK2cKhGBCoQz5VAKUbF2WixV/SGio812oS+UI/bRdx16703VkU+dX09DZaTiJUsM/NMc5SEEcONsEzWCiToaPCsJT/Tq7r5xvQC79h5bm94/1pWLrxxc+nWL//K1xF1IhVRIVYgFjDm5bv+B224dRfYEHzAjLdoaM4oNcEUy4mwX5poKG71hd9PNN6zuhYhTEAOByBZxtmQEUFDOXc6cGBgUTvGAxzwlRjA+esvx3/j1N3707z+5NLwo2mrU5bZNMwvDxX6/X3Jq29ZLjpWC5dKqW1WrU1JXJPRAOVcZc8aXMbMQAuDuIhJCcPdSPE1o6j5ikLX2rozbdIIwXTmv/69/7Aef/52XEjCQkCG1qe1VS6A8MuMRKI+CMWec5pziwTrRIPd8vvzW6//v973nE8FXm2rXdOSDZim1GXKstNi0S5MQvNevc05goMwJrqDMKduRgSEGDgZUVdN13XizHQwWlpdWNtYnm5uTHauLWab3HL59377Vn/yZ1zznBXtwS9O20v7LvuOXDt8dmrgbKHYiVp5SrqueGaCcJS7BYtFsYYpYlQYOXSwu1rfoKatqIaQ41NEt11598Jor1xbTodrWedxjQsCjC4Ix48aMGDMac06xatpiMVbJaaepXPTMlVe/Pi8/ZQIpM4hUuQubdxFPnPyj3yz3fdqP39GX8aAWpJBbiqERV7YJz5BIMBy49jbGXa/XqysfH18bLK0cXu+mCxdf8PRrqm/4TnZ9BXHXhErBOU0gQCALBcucIhEqF03MVSCcqQIJBBoS1iEOVZEGkO64ykn+8S8P/vmNw43Pnz8oTDcoGa3aLrt7VVWqmnPWQKhrz5kHiPMg5ywSzVI5BDehiGcouIGBgiLBpc5SZamy1Cfi6s5nfNfCs19Ms0Lp0dvVoh0EiCDX7T9w262jyJ7gA2akRVtjRrEBrkhGnO3CXFNhozfsbrr5htW9EHEKYiAQ2SLOlowACsq5y5gT5iSDgwGeXKRnGRVmNk7wezf+6Rv/z7etLD61HTfLy8v9un///Uem0+nicCGEUFJX1UHUcu7EU4iISCnF6YFyrjLmjC9jZiISQgDatu26rqqqwWBpcbhy1113hehLO5rN6dHkJ5d2VLGff/F1/+7yK3f0F+gyLrmuMVxBCKA8AuORKY9ChsRchIArcwaW29ZM66bvLa//5Xf97hvekSfDJ1/29SePTJaGO0V9Y+N4sW4wrEV8c7xe1xExvoQrKCjbiDFnzIgx58Dm5uZFF+3LOR++/2gIoWn6IqHp66H7brvw4pWXv+LF3/eqK7TBfFNjf7ymP/CyA4fvjk21G9diJ2LlKeW66pkBylniEiwWzRamiFVp4NDF4mJ9i56yqhZCikMd3XLt1QevuXJtMR2qbZ3HPSYEPLogGDNuzIgxozHnFKumLRZjlZx2mspFz1x57RtSddkEHCyzUzfZ/Czve+voE39Rjb7g3aiOSt0YuFtQNBtubBcJzbSU/oL3lkfjlLrpcu11v39sfTpt9ixc+dylZ72U85+K7uis51Uo4CCgoFjAAg6GG66gEBB1KMJMAOFMFWhBoUeCFjdEnaYQBAvtGt19fO4Dd7z7zXL40xcvGGlM1ac45qgi4jkXS2ZWVRUPEOdBztnjEpNWhtbeqndYwo0ZASISXKKL4gIIvhmWTuy4YseVz1549r+kd/5k3CsLu0QxGIBct//AbbeOInuCD5iRFm2NGcUGuCIZcbYLc02Fjd6wu+nmG1b3QsQpiIFAZIs4WzICKCjnKAcHB2FOQDI4GCgIHnNHDMwcvjt/+tZ7f/Ynf3tpuG/95Ebuyq5de1Iq4/XJ0tLSZDyuqhBUcp56SRo8iLpQrAblXGXMGV/G3buuCyEsLi7GGNu2TSmpxvWN8eLigss0+3qbj7Z2/Du+87k/8/PX1kNQinvOXd1UQLESNAinKBhnRHkUMkyZa/AKZ05ADBIwHuVBf0jm7X948Mbfedtdt6/vO/+K0YmuS9PBoN/r9XLu2m5ilqs6gjFniIEzJ3gEZbswMB6knGa9Xu/Y8aP9fm8w6I1GI1EPIayduHdhV/ixH3/tt7/w0v4iRJApHqYnqld+94HDd4de3A1SynqsKG2p6152ziKXYLFotjBFrEoDhy4WF+tb9JRVtRBSHOrolmuvPnjNlWuL6VBt6zzuMSHg0QXBmHFjRowZjTmnWDVtsRir5LTTVC565spr39DGJ3YiQK/kyu7jE++87S2/dKHf37cpNdS9RG+CqGoTiF0nntkuEmSUJItdXPDQm07Hmia94dI9G3n3Vz57+VnfwyXPJJ437SJQNSGBgWKCBTxgwhZXEIjMOA5FQAggnCmHxJxigSJ04MxJIU4mmwt9paydfO9b7/7gO86f3r5TJsXUJSi4u4iHENw95xyDMGeAOA9y5axxia02QGOt2BRPnCIgjUtdRIDgLp7x5NrcnZfSyuWXfst+vvp5VBd0tmCxEWgwuW7/gdtuHUX2BB8wIy3aGjOKDXBFMuJsF+aaChu9YXfTzTes7oWIUxADgcgWcbZkBFBQzlEODg7CnIAYGDiQuk61CqHGsQKOwl0Hed3/evN7/+p9y8urTeyLVJX01tdHvbofZzSUkrwkd4+qEoIVNVHOVcac8WXqus45l1LYYmZd16XS7T5v9yRtONPR5P7V3dV1r/2+7375M1Cmbapqd7EYAkhxJuPU9KoqKI+O8ihkaJlr8IgzJ8xJ6rpJXQ+w6BlxPvK309f/yo0f++Dn9qzsGw4Xp9NuOp1WsZ4BSnEwxMHAkMIpXoGyXRiSmXEFBcWFLSlP+/2m2DTlSd0EDXkyGY/bY9f/j6/8oR/5JqBNNEOQthsl6xZe+d2/cPie0IuruJayESstrdd1L7tx9rgEi0WzhSliVRo4dLG4WN+ip6yqhZDiUEe3XHv1wWuuXFtMh2pb53GPCQGPLgjGjBszYsxozDnFqmmLxVglp52mvO+Zq6/5rbLwFa3R86n6ST7xrrve9bvNvR/fE9dRqJTY67yeuszU6nXuxI1twjM5Mey3KWxaWNi5JxtHjx0be718ydde8JyXcMW3Es/baKt+v45OsVJCMEwxpQQQjDnFA0QEBxzjNBWEM2eOGTgRLFCEDgpooSmEjA+YMLl99L7fv+8Df7BajjWem6junlISL3Vdawi4u2XmDBDnQa6cNS5apAKLXrAOEg6iEJDoEouI4uqGdXhCYxcWjoUd3Y4n7fvml/KU5xFXj6/npeVdgSzX7T9w262jyJ7gA2akRVtjRrEBrkhGnO3CXFNhozfsbrr5htW9EHEKYiAQ2SLOlowACsq5y8BBmBPmxMC6tq2qSiS4iQTFmemm1AEK7/zPB3/1V37zyL0ndu+8MEoTZJA7F2KQCHh2L6YzMZhhwjnLmDO+TM55MBgAo9Eo59zv93u9nms6fPKOum+pjJ7xzKf+m3/7ry7/ygZlPGljpO4FcObEDDONUcHAeBjln6M8CgaFGQ+48kXC2tGjq7tXcO3aUtcB5+gRYuE//vs/+MRHbzt0572Lizt3LO/OSbrW6qpvxmlSwMCQAoJHULYLQxJzgkc84JEtk+nGhU/Ys3bsvi6f3LkyuOPQZ/act+Pf/MRrn/+SK0IDjkHXTXr9APWxu/36V/7i4XukF1dAStmMMZap1nUve0acs8QlWCyaLUwRq9LAoYvFxfoWPWVVLYQUhzq65dqrD15z5dpiOlTbOo97TAh4dEEwZtyYEWNGY84pVk1bLMYqOe005X1Xrb769Sxdjm0yuoe7Pn7Pe/5g8zN/86SdStkAA3WpsgYHwfFSueNsF2IUo666zovGarh8bFJOllr3XH7Zv3gFT/4m4gVTG046WRxoNMjZ61gwwQKFOQMFheCogYMwp8wJj4pBAi1UDgJKFgrQmqD1xNBuvFRvcvwzx9/zltFnPrjU3rdcZYJ6zqntgCAOqDhzBgjGKa64claJ8UWuzIjyUG6I4YYzV8dJ6d0xbRYvu+oJL3gVT/hqUp/BTohy3f4Dt906iuwJPmBGWrQ1ZhQb4IpkxNkuzDUVNnrD7qabb1jdCxGnIAYCkS3ibMkIoKCcu4zThAeJcYrrdDJJxQb9YQjMOesnWRpy9DA3vuEdf/z2v+gmujzYo96zUokHlTqYmjkgqo6ZcM4y5owvk1KKMbKlaZoY43g8Pr5xt/ePrVzQf80PfN8rXnUVQspUDQiIgYF3bRvrWiWCmmVVvozyz1EeFecRODOjjelg0NOAORqYKzDiLf/pw299y9vvu+f4cLAr6rDkWqUXtMaVGTEwpIAxp6BsFxlJzAW8xgMeQYDFxcHho3dJmPaHNhof3nPe4qtf870vedXXUOGByYjBANTwglfj47x6/4HD95RetYJrKZsxVmUa62qQmSLOWeISLBbNFqaIVWng0MXiYn2LnrKqFkKKQx3dcu3VB6+5cm0xHaptncc9JgQ8uiAYM27MiDGjMecUq6YtFmOVnHaaun1X7X7tmwi7SPdxx4eP/NmN6e5PnN/LmkZIQLwzz2Z11FgJXsgZibiyTYhS96aTSSBV/f60zYc2ysITv2HvN7+Up3wb1QVZdmRQqBwpUDrqGgEMCm7MiIIUooMxpyAQMOaUR8HwwowEUAcDBYME2YlCBaE9Rhhz7Paj73lr98k/Xc5HqyrWdY2TU7LcAVVU5gwQjC+yyNkz9xIzAAAftklEQVTjGU8ISOVSZ2kcBZQcPIlnKDggqELEDZtkZ9I7by2s5t1Pufz5r+Sip8Ei1YJct//AbbeOInuCD5iRFm2NGcUGuCIZcbYLc02Fjd6wu+nmG1b3QsQpiIFAZIs4WzICKCjnKsONLxLFlVOErssle79fsaUUutT2+iqEnDQqFD74vrt/701v+9iH/+vq8hOmE/dcV3HQaFOymJkLIsXUOVcZc8aX6ff7m5ubOecYo5mNx2N3rxYmL/yer3vFD77wkot7LpRMrHCn7YpQmqYqlsxyVddAydnMqrpiTvhSypdS/jsU5gTEEGPGI07XUVfMtB1NH5i0+UQTl2iHGPfcxm/9xo3v/stbqrBjaeH8dqJCD4/MGWJIAWNO2UYykpgLeI01eAAFNJRpd3xhKbRpbff59U/81I9+7TfumI5hYbPpx7aNVQghGibTUakkfu93Hjh8T+lVS6Alt3WoUlvXVT/TIoWzxCVYLJotTBGr0sChi8XF+hY9ZVUthBSHOrrl2qsPXnPl2mI6VNs6j3tMCHh0QTBm3JgRY0ZjzilWTVssxio57TR1+67a/SP/l3eN3P2B/OE/WrvlbedVE3aulGMnu7jkVeNeKOO+TDQ67mTQCBXbg2nsqsXUjhd1DHk6MVvZN3jW93LVfurLR7bceWwiDXhrmtpQN0TlFDfEmBEQzWgBBwHBAiWQmasgcoYc3MBwZ0arIrSQQcAzixGxxOQkvcjMoVvaP/8P3PP3481Rv9/v9Xo555K7EIK6AYIBgvFFFjl7PFEyMyHmsDDVYZGg7pFpr4zFJrgxI4o2nQyVHNMJZpZ3HesGd3ULT3j681e/eT/Ll1Dtkev2v+5z/3g8yi71AS5IQooLeMAbQChgbA8u2cMky3pvkN/8h7+0uhcUF0cKKCggDgIOYmAQOYcZGDguCKC4smVzPBkO+mxp26KqVSUI2U5GDVCNx6VfD8QZn+RD77/7P77uN6cbnruqiYtNXDTTnHxGFcT55xgoGChf5II4LohzJlwQ54wYj0x5JOqcYsIWY86cYuReP0I5fOQeEX/Btz//pd///Kd9A1nRgBkpUdcEZcYNUebEgJI7IMTIwygYKI9M+e9gnKYGhRmvcOacGYfiXYwJxil7JXt8glTYhHf+8T+88XfeeuftaxfuvTx3lVgFEQ88yJACxoOUh1H+m1z4p4iDgfEwysMoD6FuzHgwUTxyinSi2cNk7fid3/Tsr/mZn7vu/EvpRtQ7IbbZplEXQUfrG00zrIIevYfrX/Pvj97TNdUOcc05V6GX2lBXA6MF42xRtQCW4xSxmCvQLhhQU0vXqZoJHpWNj778m44/7yvXd00/2/djPO6x4KgLoGDiIMYDRDWlFOomZQuxym5tm3jC05f/1W8wlZN/+abDH3rbZfG49gqTROyPrBeaQVQjbVZlE824Y6AVEtkekjQnvFc1vSWZrp841oXBnue8mOe8gv5lSS5o48AgQOPEAsKcgIOAA4aAgGgGA2cukIUSyKBQQeQMOXNmUJiRUFRbyMw1oG1X2ZS6QnQ6tV51jFvfzN+9876Dn1Upi/3aUyvWNjFgnbgJD3BlTjmrPFEyAlKlMGy1X6RS98i0V8biE9yYkejStNoPnis/iXrbMq13TgcX3N0t7rji6ie+5Drq8+WHX/6rH3z/rbt2XmylwStcmVNQPCgmFDC2B9dJvTw+cuKO4UL8kz990/IqKAgIWwyU/68xHqT8Nxi0YKAQocLAwZiMeOcf/8Mf/v6f3nHb/U21NBysWIndJPe0FhMghKCKiJQtTdPYllKSGaqEUMUYS2bGXcBAwdydLxLnIUzAxQVQMB7GmRHjIcQxy+rIFsC3MKeAiOgWwOagaIy1SEg5F0sSRRWTzplK1Z4Y3W+MrnrW0175qpc986onhAYCCA8S/gnGI1AwUB5DDgIOAhhzyozzIAEyFNBSYlDBwcG583PdH771nTf/wZ8GG1S62G9Wq7BUutBOqaTp9YOx0ab1rutEpK57MdRmlnNRVVxBmVN3x8UEVXXh4ZQv4coWIaNTJXOaMuMK0rZtXfWqqjKj6zp3r+teUw9yG3MCyU0/IunY+v1ou7J7cNfdn73w4pUXvuh53/+qb1vaxcxkTH8JtAVzC0IFglOmdFNe+pIfH50sqY1NvRC0SR1uVRNry85ZI65qAXHTziUxp0UUD5IkmPVrD7KxMfrCoLr32V8//K6rF3edeO+Oci+PeyyY4ODCjDgPZTO4qoYQknkppa5rWbygevn/nD/wd7d/7P0Ltr67ydKNrKS617PiJqgDJrhggIML20erzbhZXc9xc5LCcPeTv/654Ru/nf4TmA596bwWDBQqCA5uzIjy5QRnzphTDBCMOQXlzDlbjDl1wcCZEwiAGxgoouRjtJ/hcx869pEP3vW5TzS+sXe5N9BpGR+rpYhnHFAIEJ3oCFI4awQTz4BLLESTYKhiggUvQhZnxkUdLRKEomlTBKvrKYPjpbchS77j0mr3ZU968avlf7r+1z78oU/26p2pU7zGAx6ZE+Y80CFFXF1MXF1MXF1MXF1MXF1MXF1MXF1MXF1MXF1MXF1MXF1MXF1MXF1MXF1MXF1MXF1MXF1MXF1MXF1MXF1MXF1MXF1MXEuYdHK8K+u79+z8rf/j11Z39foDNOJOrADjNOX/pwwSGChzCgFXHDfEOXI/733PZ97+R3/+0b//xxj6F513iU9Vi5gZc8IprtPptJprYowiYqdhZoCgiOMiysMZD2GCozyUGA8y5owHqSLquAsYW0QCoKpli7sDukVERuubIL1mMFxcEPFxN0llqlUeT9eybHz1113+/a95yTd/68VEHEQ51zkYdNMM0q8DzuQktx889iu/9Nv3feHk4Xs2xJaWF86v46J1oeva4qOmp3Vdq2oplnMGRMTMhMADRAJgguE8lCsPEh5GoYi0ivFFrsxJU/en02lKRVWbpgGdTqeTcV4enleKV7VnnxYbLe+qMxu33fGJZz3n6a949f7nXnMpyvHjbTOIg0FAgIQXiqA1CI61pJbvevFrRxspd6GuFmPop87dNMYopSAmri4mri4mri4mri4mri4mri4mri4mri4mri4mri4mri4mri4mri4mri4mrriI14BL55pMs6N4xCtJlbr1Q2niRklf6PVOPPnJS8+8ov/EeHDRjvC4x4gJziPwLbqlbKnruhrs2HXRVx38/BeOHbl/cVAvNdHaTc/jJqpi4gbqghFccCIYUsDYHgpVG5pRjvR37XniV+376udy6dMIO9CFImTmBAIEwA0MUVC2CZuQ1xgftds/dfunPnLy7s/E7vjAN6uy0VCCFxBci1ROXahcQBIY24N67oVUSipSJe2Nvd4sTa5XbPj/tgevv7qmh32Qr9/9PO9a+zR7PLbj0yR24tQxddI01E3qhNKgBlG+hW+IIFV8QCqfEH8SH1AlBKIClVCpKkRKgpxSXDun1nVc201Sj+2MM4d9WGu9z3P/WO/ea2Z7jDlUStE24+t6/8//0i/n9z7/R2++cXX39nvHONOFocNbhi25lH00Mx3NTEcz09HMdDQzHc1MRzPT0cx0NDMdzUxHM9PRzHQ0Mx3NTEcz09HMdDQzHc1MRzPT0cx0NDMdzUxHM1nObz26eLjtx7/06Q8KIcQT043hXWoyndRJGAyllEldXfhH/9sb/+1/8z/82t//jXF1uHN+/86dO8ty2Pfu22RdxuHs7PZ2nNs2972d1vVsXddlycXlQ9liyaiOjCLJvu/e1uGpzHpL6pnpmemZdXG705zaHUnGGElm9zFGnmBizpm5f+SHf+ib33zlwYMHy9kh6aOLB7Ldujv+4qc/9R/+x7/8V/7qPcPjS+u5w5mr7fJsPff9rCb22e0413FYV3bz0lj8g//xn/9X/+V/93u/8+Vb63vf8+IHOw+PHh7Pz+51LnNux+Nx3/eMHg7LeliOx0tmRhPXkiLJ3s07DM8M36lBujL8n2zHfbwlb1nk0aOLW7fOLq8ezHEc6+Wrr/3xBz98/5f+xi/8yt/85Q//iBwYhOHagwdv3Lt3p3O2GVkJ5mY7+sOvPXz8aNuOORxuL+OwHbXOVjw2Lkcz09HMdDQzHc1MRzPT0cx0NDMdzUxHM9PRzHQ0Mx3NTEcz09HMdDS6mrcxx1XHcWYWPdez0bFMC0sfZn7rsL724nu2u/fj8nV2P/D/gVYise/mtK5u3bt65PFxX7l7e7XE8ZH9aEydOhmCxcnq2pieH/PIY2+85uwFL3/C+fuMe/Zb27jjYHeysBBTd9eyMDw3jts8rMO8ePzqH1++/vVDH91dd9lk1xJWDqxycC1HpudEj9YLl4/tHG5Zzu3DNi562HKe7WpflqG+t1BCCSWUUEIJJZRQQgkllFBCCSWUUEIJJZRQQgkl1Eld2zbrweMLFxcXL7331sNHj+/ePffMcK3Eu9V0Mp0Mhjqpq0tzpx686fVv+zt/+1f/6e/9we/+7u8/enjxvvd94KX3/NDVZd94/dH52b3kEOvIWTu24zwe9+P2+N7dVXZPJCGeaOttHd7STKkb0zPT2zI91TPbua5tXctEUhzO1v3kuG1XbcficDish7754JvroWNxebzY9+OPfOzlf+9v/PW/9tf/yk/8FMPjC5ebey9YzjDffPD6/XsvMny/msf9almWCGLse7plRSiXfv1/fuW//tt/57P/6z/uPHzg/T+6X71wdbFs+9XhcLhz5/a6jsurxxcXj9bDwiaTJnUt07Wxe2Z4W4dnhqe6ZL/L4kadTOzzuK7rsmTbtqvj5ZxzXdfDIYfzeXH55p07Zw8ev/ba69/4d/7dz/yt/+w/+eTPrIZ9Om5u3SUeXbxZ886tOzq0nRljEUrtm2VxMgl1UgZhUEIJJZRQQgkllFBCCSWUUEIJdVIng2hMisq07NRJWR/K67rJHc78wJ+VOimhhBJEEGqfVIb1cHllPTtfMnXaL2Wys5ubax0yCEOGaxmeH31sPrBdysHhntzW8+N+GOfr7sbCgm7sruXA8HzYuaIsLKyOXOlRd/PKycrCKgsHyhX1vNhkt12Z03pmrMQex11G2iuyHfdlWZhUJlN2pi56xpJqpBqpRqqRaqQaqUaqkWqkGqlGqpFqpBqpRqqRaqQaqUaqkWqkGqlaHz1065ZlIcRJHI+Xh8OByXAyXCvxrlMn8cRkUmz7ti4HVnVS164eWzZ/8oovfOGLv/a//MZvffZz33jl27dvvfjelz4498O+jbmvcbYut9blfIyVeXn5JltbtGW0xbqeudbhJG40JlOmZ+qZ6R2WbTsbOUsyBplzbu2c3R49enB+frh1+/xwWObcjte2y30+enT5yt1744Mf+qFP/dSn/tov/sLPfubj99/HIB4/ltX5HdcePnrz1q2zZSwxGL5fzWmb3ZYsiGuDxRy9FAzq+IZ//Llv/k+/+vc/+5u//81/mRdf+PD9+/fbPnjw4OLi8bqu5+fnMtHuaHe0lS5jMt0Y3tbhmeGpnnfe0XPKlMmUSc/O1qvjo+Pxaj2MW7fOklxcPHp8+drF1Tdv33Vx+fAn/8K/8Z//F3/rL/38SwbD3IxzhprH/WLfj+dnh1j0zAwS4sZ0bd/NaVkkWq0xCNlSjVQj1Ug1Uo1UI9VINVKNVCPVSDVSjVQj1WA2e3Octtqn1Bm3ri7HrXVdwmYdR8uVPKLc4eAH/kyUOimhhBJKKGHWiJJhLE6m7cp+5TDY7LsxnIQhg0FkMMTzotOjh+zN2uVsjjPjPIu6EQYx2dkYHBieH8XsdqVblhh1dXH1+OLs/n0ZLAwWVnHSTXbPi8OVsTkZhDgZtNJe4Xh1dThbmUx2NnYmB17goIQSSiihhBJKKKGEEkoooYQSSiihhBJKKKGEEura8crh4Nq2W1eC+ejxgzu37zgZToZrdRLvLnUjmOxMphujcnV1jOVwOE9jUqZrf/pNn/3sF//er/6Df/gPf3u/WuRsdWc93DmMO/vM1cV+eXn53vfcS11ry0AbHUmIk+Fah2uZ6ZR6ZnpmupapQ6YORi3JkjQhs91ra/c7d8/2/Xh1fHxx8eh4vMxwfn5+dnv+wr/9qU9/5qd+9md/5oMfYmUQF5f2/fLu/fO6Nmc3GXj9zddfeuGlGL5fzdqZ02R2nmSuYyzLcmYOlxwo04NX/eFXH/69v/u/f/5zX/7c5z736OHFyy//8Ic+9JHOvPHGA4aG0cYTnZEZG/VMvK3DjeGpHjrvslCmTNnYZUvIVlu77/Nyzm3ftzke3X9pe/lH3/srv/If/dK//wm7Nx954T4HQkzHuDanybzc9tvLC2k8Fc9kujGd1EkYDCWUUEIJJZRQQgkllFBCCSWUULKxc6yr6bjb6tqtOo9brGFhEEcu0XmoJZRQQgkllFBCCSWUUEIJJZRQQgkllFBCCSWUUEIJJZRQQgkllFBCCSWUUEIJJZRQQgkllFBCCSWUUEIJJZRQQgkllFDiJJP6Hua0LK7tu2tjoHPf0mVdR2rbjCllurywnoknhiwMBmlGCSWUUEIJJZRQQgkllFBCCSWUUEIJJZRQQgkllFAjY0wnZduti2v7bl1cG8S1jZ3J4MDwnOhmuzLqWtzIYJhIM2rUwGQQkxlKKKGEEkoooYQSSiihhBJKKKGEEkoooYQSSihhy3qMzcnEtA6rk5DjcV/XgTmnbFQ2diaTg/2FkmqkGqlGqpFqpBqpRqqRaqQaqUaqkWqkGqlGqpFqpBqpRqqRaqQaqWtjcW1Ox+Mu2/n5YZ/HZQwnYTgZrtVJvLvUjWCyM5m4uHq0bfPWrVvrWBnYpyXnpv3KXksZbLbd3/3vf+eff+Xrv/v5L37xS1998Nqjw/mdl+6/dO/uex786YWOZORkSaIjWfZ96nAyGJ5IpZjelumZ6VqqkWpkN/Zpzm7tLltiLDOZr377G7Iti/sv3vuxj3/005/+N3/u537uz33i9osfYhCiuxwI2WjNabKSvXuyDGMY8f1rbvO4jBHXJtNb9qttOdzWYY7jxXY4rAZld/G63/7Cq7/2a7/+m7/xW1/9yh93rrdvvXjn1kt6iPM4Y4klWVK6Mz0zvK3DjeEttTSYUjbZZWOfvTicDdkePnzj4vLBnTu3Xv7hD3/45Rf/5n/6H/yFn3n/cu7xA7fvsTgZ2n3aRzJN5qPLR8uynK+3FweGJ9oyk+K4XY0TtSPq5Kz7WUk1Uo1UI9VINVKNVCPVSDVSjVQj1Ug1Uo2UEHLVXE57HSe1cBjuMlqjuuuOqzGcnZ2VUEIJJZRQQgkllFBCCSWUUEIJJZRQQgkllFBCCSWUUEIJJZRQQgkllFBCCSWUUEIJJZRQQgkllFBCCSWUUEIJJZRQQoknSn0Pk+FkEuJai5nFSSdl6mQyXMtgEBmMEkoooYQSSiihhBJKKKGEEkoooYQSSiihhBJKKKGEnYebZbWw16jDEObRYSWemMwqkxELw3Oim3mpO4sMs60sZ5a1TqZnhmdCCSWUUEIJJZRQQgkllFBCCSWUUEIJJZRQQgklnqinJqYsUnuNIVcXzbCubgSTSZkstarnx3bs4Sxtk7R70jcfvPHCvRechOFkuFYn8e5SJ/HEZGc6mW6M2fno0aOzs1tnh7O5G+PgWl3rbu7Usujujde98nV/8KV/8YUv/M4XvvA7X/vKK/vjdcyzMZYxxjIOY4xkSZaRlTBc62B4Ik3qRuqZ6WT6Dh1Hy8W2Pz5ul9t2xVwPOZxlPeSnf/pTH/vRH/6LP/OTf/7Pf/QDH+LgJAzbdG09I2TjyKxWd2NYWfaZZizJQnwf27uNjLDtV2NkBHPft2Ussri2MxYdDMdpG8LC9Nq3/M5vf+U3f/0f/f7vfflLX/wXcSe9NXK+jNtjHEbOkmE2qvEOw7UO7zCa2bGxy2TKLlfscry4fHDcHs1e3X/x7ic+8WP/1l/9zC/+4mc++hPEHstKXNvmXNfBrEmv5nY8Hm+dn0VqHLerW+vtuDHnlJlrzM4RT0w3Jmd1UP+apG4MdeRqamVaOd/L5rAKmcoYxPQDf2aG723brKtr+y4xhmvbZl1da3XuumNRY0hkMMqkTAbxHClX1MnCSljqpIRM1JyUGMOI50Y3c7ddaRzOjQM2jrUMJU4GYbgxPS+Wsl1JtOZuOQgxr7ZxWNO9vks8E/V8icn0TN2Ik+FkuFYn8W41mU7qJG4Mhmc2ShgMdVItFU/Utnn82NVj/+Tzr/3xH33zS//sy1/96ldfffVP33zzwcMHjy8urtblrC2DjDGWcViWZc06rHOaT7R7kjFGkjl3zG7H43HbNhwOh/XQ87vHe++5/f73v/eDH3r/yy9/+OM//tFPfvLPfeTlw+37TkLciJMQQrDVzkaZjGlh5eAtg/j/jcmkTqZnhqfqRheGSSnT537r1a98+ZUvfP6f/rMvfu2br7x2cXE8XrWbF++9d9/bZl3Xs7OzJNu2Ha+227dvt+k7RI6WS8ue0aurxxeXD47bRcY+lv0jH/nAT3zyxz7z83/503/5p3/ko2fLOdPcjdsMN6KuTaYnpqeGk4Fhi//3Rg3/2qTslEEI2eramIYnxnQtJRoz6gf+bEzqX1ncGN5hOillUsLK8LyY1MlCWEqddMoUJxm7sVPCgXie1FN77EwmdSMshIXhZFLPi7Vsj/XIEIQhZDDSvf5vRDPZCSWUUEIJJZRQQgkllFBCCSWUUEIJJZRQQgkllND4vxIng+GpEu8+k8lgujGcDE/VO2SjboThZMyp07UxJNS+24/OhpO61qNvfcsf/dGf/sm3vv21r/3h5eXlw4eP33zzzTdef/Phw4eXl8dtm/MqnfHEGGNZsyzLGOPu3bvn54d79+69+J7773nxpfe+76Vrd++e/8jH7997wQv3Wd0ogxDiJJgyGTrESdTGzkadZFo5MDwxKojvY/VMPDGZTuq7TTYnQ4ceGCal7PYrjx569U989atf/4Mvffnr//LVL/2Trz18cHzzzTcfP368bVvbfeucsyfaYoyxLIdlWcayWy/lOBa3b59/+CMf+OQnf/wnf+qTH/3Yhz/+4x+6dcutuyxO4mQ4CXGtrk0n08mYrg1vGa5tUTfixmD4TnUSNdkJJZRQQgkllFBCCSWUUEIJJZTE6shkEAYh042hbtRJXGukGqlGqpFqpBqpRqqRaqQaqUaqkWqkGqlGqpFqpBqpRqqRaqQaqUaqkWqkGqlGqpFqpBqpRqqRaqQaqUaqkWqkGqlGqpFqpBqpRqqRaqQaqUaqkWqkGqlGqpFqpBqpRqqxM/0rGJ6JZ+pkOil1ElYGqUaqkWqkGqlGqpFqpBqpRqqRaqQaqUaqkWqkGqlGqpFqpBqpRqqRakwGQelkaj0VEhmbsVPCyuI5U3uUyfRMCAtLnXS6ltFINVKNVCPVSDVSjVQj1Ug1Uo1UI9VINVKNVCPVSDVSjVQj1Ug1Uo3UyX6p040hTjJEZuv/wcbOYDKYDCaDyWAymAwmg8lgMpgMJoPJYDKYDCaDyWAymAwmg8lgMpgMZnyn4SROhpPhXW0yKXFjMFyrZ+pGCI6+l9nZFstY3FjM4dqkhFAmw0l1s23m1FJz0ymRGMOyWhYZLG5M3bXGYNinZWVxEqrTnHM5H0zZmUymk5XzettGmW4MFoZr9VQQ38fqu8VbJtM71FONk8FQz9SNmkfHK+fntsdeecU3vvHta2+88cajhxeXl5evvfZamzknlmU5HM4Ph8Oy5IX3nP/QB1762Mc+9pGP3L13n8E0p3FGiCequ0EGo77T9MzwnUqwsTOcxMlgeFs9E0yODCaDyWAymAwmg8lgMpgMJoPJYDKYDCaDyYiDjUkIg0ym7E4mg0EYiqk7mw6ZOmTqkKlDpg6ZOmTqkKlDpg6ZOmTqkKlDpg6ZOmTqkKlDpg6ZOmTqkKlDpg6ZOmTqkKlDpg6ZOmTqkKlDpg6ZOmTqkKlDpg6ZOmTqkKlDpg6ZOmTqkKlDpg6ZOmTqkKlDpg6ZOmTqkKlDpg6ZOmTqkKlDpg6ZOmTqkClDJoPJYDKYDCaDyWAyXOvQ4al4S9wYngodTD2y6ZCpQ6YOmTpk6pCpQ6YOmTpk6pCpQ6YOmTpk6pCpQ6YOmTpk6pCpQ6YOmTpk6pCpQ6YOIatQiqneMiTGqLGzU8LK4vkxdToZDN+pnth056gbkyGrRIdMHTJ1yNQhU4dMHTJ1yNQhU4dMHTJ1yNQhU4dMHTJ1yNQhU4dMHTJ1yNQhU4dMHTJ1sMpBnNRJvC2zV07CcDJ8t8kMJZRQQgkllFBCCSWUUEIJJZRQQgkllFBCCSWUeKpMJ8NJ3BhOhne1yaROwmB4qm7UMyHYPFMn08nENCNRT+z7XMRYXUsYrjVaJ0PC8FSpkxLKoESPOowQ4h3KNKcxWMhkSplMJnUyOXC73jadTDdGjJIqKXES38fqe4t3mp7q8A7Tyey2ZXjLNIZED/Ny7NOorMYglFDCrgSDOomT6GbbJdYDi+1yX9ZmHUymuWEaY7lV32U6GQglVVIdmOzEjcHwtvpuwRZKKKGEEkoooYQSSiihhBJKKHFtNZnEycCUnY1J3QiDoXTTEkoooYQSSiihhBJKKKGEEkoooYQSSiihhBJKKKGEEkoooYQSSiihhBJKKKGEEkoooYQSSiihhBJKKKGEEkoooYQSSiiREqMaqUaqkWqkGqlGqnGyujaHMXX4Lonv1OrGTiihhBJKKKGEEkoooYQSSiihhBJKKKGEEkoooUTI8FQx1BNDwpDRmOyUcCCeH9PJZOjwVJ10sjPZdGejRFYGoYQSSiihhBJKKKGEEkoooYQSSiihhBJKKKGEEjnbxmEjTuJkEAb/B9QWO9+DSgKWAAAAAElFTkSuQmCC\"}}"},"timestamp":"2026-02-26 10:32:18"} 
[2026-02-26 10:32:18] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":1,"objects":[{"index":0,"position":{"x":0,"y":0,"width":788,"height":244},"actual_filled_area":2915.76,"bounding_box_area":4459,"image_base64":"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","scaled_width":120.0,"scaled_height":37.16,"exact_perimeter":456.92,"approximate_perimeter":365.52,"convex_hull_perimeter":300.62,"perimeter_pixels":3000.44,"approximation_points":12,"original_contour_points":462,"shape_analysis":{"perimeter_to_area_ratio":0.1567,"compactness":0.1755,"aspect_ratio":3.23}}]},"timestamp":"2026-02-26 10:32:18"} 
[2026-02-26 10:32:18] local.INFO: Nested area calculated {"data":{"nestedArea":4459.2},"timestamp":"2026-02-26 10:32:18"} 
[2026-02-26 10:32:18] local.INFO: Mapped objects from Image-to-Text API {"data":{"objects_count":1,"objects":[{"id":"b67efed6-4dc9-4aea-ba1f-e4b08e4833f8","height":37.16,"width":120.0,"perimeter":456.92,"area":2915.76,"image":"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"}]},"timestamp":"2026-02-26 10:32:18"} 
[2026-02-26 10:32:18] local.INFO: Number of letters detected {"data":{"noOfLetters":1},"timestamp":"2026-02-26 10:32:18"} 
[2026-02-26 10:32:18] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":456.92,"perimeter_in_feet":38.08},"timestamp":"2026-02-26 10:32:18"} 
[2026-02-26 10:32:18] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[2915.76],"actualFilledAreaSum":2915.76},"timestamp":"2026-02-26 10:32:18"} 
[2026-02-26 10:32:18] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":20.25},"timestamp":"2026-02-26 10:32:18"} 
[2026-02-26 10:32:18] local.INFO: Average character height calculated {"data":{"avgCharHeight":37.16},"timestamp":"2026-02-26 10:32:18"} 
[2026-02-26 10:32:18] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":788,"originalHeight":244,"ratio":3.2295081967213113},"timestamp":"2026-02-26 10:32:18"} 
[2026-02-26 10:32:18] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":37.16},"timestamp":"2026-02-26 10:32:18"} 
[2026-02-26 10:32:18] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"objects":[{"index":0,"position":{"x":0,"y":0,"width":788,"height":244},"actual_filled_area":2915.76,"bounding_box_area":4459,"image_base64":"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","scaled_width":120.0,"scaled_height":37.16,"exact_perimeter":456.92,"approximate_perimeter":365.52,"convex_hull_perimeter":300.62,"perimeter_pixels":3000.44,"approximation_points":12,"original_contour_points":462,"shape_analysis":{"perimeter_to_area_ratio":0.1567,"compactness":0.1755,"aspect_ratio":3.23}}],"image_metadata":{"name":"FedEx-logo.jpg","saved_path":"uploads/20260226_103218_FedEx-logo.jpg","original_height":450,"original_width":800,"target_height":244,"target_width":788,"target_bounds":{"min_x":5,"min_y":104,"max_x":793,"max_y":348},"channels":3,"size_bytes":19355,"content_type":"image/jpeg","scaling_factor":0.15228420304568527,"cropped_image_base64":"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"}},"dataObjects":[{"id":"b67efed6-4dc9-4aea-ba1f-e4b08e4833f8","height":37.16,"width":120.0,"perimeter":456.92,"area":2915.76,"image":"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"}],"no_of_letters":1,"perimeter_of_sign":38.08,"nested_area":30.97,"occupied_area":20.25,"avg_char_height":37.16,"widthOfSign":"120","otherDimensionOfSign":37.16,"width_of_smaller_line":20},"timestamp":"2026-02-26 10:32:18"} 
[2026-02-26 10:32:22] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","quotationId":"892","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"b67efed6-4dc9-4aea-ba1f-e4b08e4833f8\",\"width\":120,\"perimeter\":456.92,\"height\":37.16,\"area\":2915.76,\"image\":\"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\",\"boxArea\":\"4459.20\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"37.16","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","no_of_letters":"1","perimeter_of_sign":"38.08","nested_area":"30.97","occupied_area":"20.25","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"37.16"}},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"37.16","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"1","perimeter_of_sign":"38.08","nested_area":"30.97","occupied_area":"20.25","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"37.16","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: Initializing MathExecutor {"data":{"variables_count":192},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: MathExecutor variables set {"data":{"variables_count":192},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"12.73725"},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"136.8415644"},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"1.19952"},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"8.4457632"},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":17.71875},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":120.5191356},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2.4776"},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"118.33637"},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"0.135"},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"0.6965"},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":0.0077617937143999996},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":7.7617937143999995},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":0.0006164669983333334},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":0.6164669983333334},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":0.005880146753333333},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":5.880146753333333},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"0.012085128293333"},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"12.085128293333"},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"0.00586529636"},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"5.86529636"},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"0.0078533752"},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"7.8533752"},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"0.00062662101333333"},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"0.62662101333333"},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":8.1377656665466},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":23.2275},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"23.5372"},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"5.5650696311906"},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] 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":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":508.53342719927963,"totalDenseWeight_before_formula":64.88907845952333},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":559.3867699192076},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":1,"totalDenseWeight":71.37798630547567},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":1,"sign_depth":"1"},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:22] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":120,"height":37.16,"depth":"1"},"timestamp":"2026-02-26 10:32:22"} 
[2026-02-26 10:32:23] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1772101943_d64515f9a1dbc2c38b461f0221dd6868","bins_packed":[{"bin_data":{"w":120.3,"h":37.46,"d":1.3,"id":"unique","used_space":100,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":37.46,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/07c3d2689b7ed2dee90d97232b34d1e3/1772101943-2304-3447792.svg","items":[{"id":"item-1","w":120.3,"h":37.46,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/07c3d2689b7ed2dee90d97232b34d1e3/1772101943-2303-1111461.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-02-26 10:32:23"} 
[2026-02-26 10:32:23] local.INFO: Box added from packed bin {"data":{"length":1.3,"width":120.3,"height":37.46,"denseWeight":71.37798630547567},"timestamp":"2026-02-26 10:32:23"} 
[2026-02-26 10:32:23] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":3.3,"width":122.3,"height":39.71},"quantity":1,"denseWeight":71.37798630547567}],"cheapestShippingCost":808.02,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":927.7156393692242,"tariffAndDS":927.7156393692242,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1579.6983073979363,"totalShipmentCostFormula":"((tariffAndDS (927.71563936922) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1579.7","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":537.906714689108,"tariffAndDS":537.906714689108,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":997.5186783881827,"totalShipmentCostFormula":"((tariffAndDS (537.90671468911) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 997.52","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":706.6379005897423,"tariffAndDS":706.6379005897423,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1086.102453206434,"totalShipmentCostFormula":"(( tariffAndDS (706.63790058974) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1086.1024532064","careerDDPValue":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":"673.02","tariffAndDS":673.02,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":808.02,"totalShipmentCostFormula":"(((tariffAndDS (673.02) + overlengthSurcharge (30) + overweightSurcharge (105)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 808.02","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","DHL USA Not Available (Height exceeds 38.19 in)","Extra Charges: Weight too high for Single Box"]},{"career":"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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":1163.7798630547568,"tariffAndDS":1163.7798630547568,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1163.7798630547568,"totalShipmentCostFormula":"((tariffAndDS (1163.7798630548) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1163.7798630548","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-02-26 10:32:23"} 
[2026-02-26 10:32:23] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-02-26 10:32:23"} 
[2026-02-26 10:32:23] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-02-26 10:32:23"} 
[2026-02-26 10:32:23] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"37.16","sign_depth":null,"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":null,"combined_production_cost_usd":0,"total_production_cost":0,"totalDenseWeight":0,"totalVolumetricWeight":0,"bin_packing_result":null,"shipping_rates":[],"cheapest_shipping_cost_usd":0,"totalCost":1740.0,"productionResults":[],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"37.16","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"1","perimeter_of_sign":"38.08","nested_area":"30.97","occupied_area":"20.25","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"37.16","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":0},"timestamp":"2026-02-26 10:32:23"} 
[2026-02-26 10:32:23] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 10:32:23"} 
[2026-02-26 10:32:24] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":37.16,"sign_width":"120","dimensions":[{"id":"b67efed6-4dc9-4aea-ba1f-e4b08e4833f8","height":37.16,"width":120}]},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":37.16,"sign_width":"120","dimensions":[{"id":"b67efed6-4dc9-4aea-ba1f-e4b08e4833f8","height":37.16,"width":120}]}},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"b67efed6-4dc9-4aea-ba1f-e4b08e4833f8","height":37.16,"width":120}],"sign_height_raw":37.16,"sign_width_raw":"120"},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":38.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Dimension Calculation {"data":{"dim_id":"b67efed6-4dc9-4aea-ba1f-e4b08e4833f8","height":37.16,"width":120,"ceilHeight":38.0,"ceilWidth":120.0,"biggerDimension":120.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":1,"baseProductionCost":502,"result":[{"id":"b67efed6-4dc9-4aea-ba1f-e4b08e4833f8","height":37.16,"width":120,"depth":2,"price":502}]},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":38.0},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.89"},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Total Production Cost and Tax {"data":{"productionCost":600.98,"taxFactor":0.0887,"tax":53.306926000000004},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Box Calculation Details {"data":{"breadth":44.0,"boxDepth":8,"oneBoxCapacity":55.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":55.0,"widthOfHalfBox":10.0},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":349.46762589928056,"shippingWeightInKG":158.48871922869867},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":158.48871922869867,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":7,"min":"136","max":"160","rate":"150","created_at":null,"updated_at":null}}},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":502,"PSUCost":98.98,"tax":53.306926000000004,"shippingRate":1800,"miscellaenous":0,"signPrice":2454.2869259999998},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":37.16,"sign_depth":2,"totalCost":2454.2869259999998,"TATDays":7,"baseProductionCost":502,"productionCost":600.98,"PSUCost":98.98,"tax":53.306926000000004,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":1},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"b67efed6-4dc9-4aea-ba1f-e4b08e4833f8","height":37.16,"width":120}],"sign_height_raw":37.16,"sign_width_raw":"120"},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":38.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Dimension Calculation {"data":{"dim_id":"b67efed6-4dc9-4aea-ba1f-e4b08e4833f8","height":37.16,"width":120,"ceilHeight":38.0,"ceilWidth":120.0,"biggerDimension":120.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":1,"baseProductionCost":502,"result":[{"id":"b67efed6-4dc9-4aea-ba1f-e4b08e4833f8","height":37.16,"width":120,"depth":3,"price":502}]},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":38.0},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.89"},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Total Production Cost and Tax {"data":{"productionCost":600.98,"taxFactor":0.0887,"tax":53.306926000000004},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Box Calculation Details {"data":{"breadth":44.0,"boxDepth":8,"oneBoxCapacity":55.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":55.0,"widthOfHalfBox":10.0},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":349.46762589928056,"shippingWeightInKG":158.48871922869867},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":158.48871922869867,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":7,"min":"136","max":"160","rate":"150","created_at":null,"updated_at":null}}},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":502,"PSUCost":98.98,"tax":53.306926000000004,"shippingRate":1800,"miscellaenous":0,"signPrice":2454.2869259999998},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":37.16,"sign_depth":3,"totalCost":2454.2869259999998,"TATDays":7,"baseProductionCost":502,"productionCost":600.98,"PSUCost":98.98,"tax":53.306926000000004,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":1},"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:24] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 10:32:24"} 
[2026-02-26 10:32:25] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":37.16,"sign_width":"120","shipping_weight":0,"shape":"rectangular","dimensions":[{"id":"b67efed6-4dc9-4aea-ba1f-e4b08e4833f8","height":37.16,"width":120}]}},"timestamp":"2026-02-26 10:32:25"} 
[2026-02-26 10:32:25] local.INFO: Validation Passed {"data":[],"timestamp":"2026-02-26 10:32:25"} 
[2026-02-26 10:32:25] local.INFO: Input Parameters {"data":{"dimensions_count":1,"shape":"rectangular"},"timestamp":"2026-02-26 10:32:25"} 
[2026-02-26 10:32:25] 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","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"}},"timestamp":"2026-02-26 10:32:25"} 
[2026-02-26 10:32:25] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-02-26 10:32:25"} 
[2026-02-26 10:32:25] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-02-26 10:32:25"} 
[2026-02-26 10:32:25] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-02-26 10:32:25"} 
[2026-02-26 10:32:25] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-02-26 10:32:25"} 
[2026-02-26 10:32:25] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-02-26 10:32:25"} 
[2026-02-26 10:32:25] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":260.12,"dimensions_count":1},"timestamp":"2026-02-26 10:32:25"} 
[2026-02-26 10:34:00] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","quotationId":"892","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"b67efed6-4dc9-4aea-ba1f-e4b08e4833f8\",\"width\":120,\"perimeter\":456.92,\"height\":37.16,\"area\":2915.76,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAAxQAAAD0CAYAAAACL2COAAAgAElEQVR4AezB769ebZsQ5OO87mutvbv3dOadTikDTEMaYkwR/BGx5dGZqug0agyaVtQBKUnTlIlGfD76wcQPGmokmgnFECCN/4vGaP1BJqQkUvqAFKYzb2e6mXb22+77Xmudp2/vNyNM7PdmZ6/jiL/+v/w/wqFwUJaOhqaVH0oiRaUKUkezOu9me5FUQ6fCZnNgHPn4ceds+1uu/q7LtrvfstTH+Kf/yHU2CKvV6gIqPxJS1qxFQ7fs2H7i1/7+R9//tfcOD368NgbznHpvpnlnGDaqwtdSkTJmzWRjFtXEcokaZCNjsWw+URuD72kTRxs+/Mbf8Af+wEc/dvk32f0mtbM6pyLtVbNXfqSavdgwz4wHzDN9g+LsjJ/+J8LVP8TmJ3xJVYkIq9VFFn/2T/+X9ct//aWhXRYOtRyoJvy2FEqhImRYnVfV7MWC9CON2qD5hye/5Xvf+3HDuPHp7INyZqlTP3fntv/qyX/m+IrQrFarC6h8lsIiK7VoGCxbtp/4E//Of1rf/9WPLo3fE3VgWcrYm2n6ZBg3qkqGr6RU2xGTTU1abrTlMjVYWlraZBcfhI1N/qS2bX5iU0x/28/9i90f/P0f/b7hN1zKU1FUEEUFUVQQRQVRVBBFBVFUEEUFUVQQRQVRVBBFBVFUEEUFUVQQRQVRVBBFBVFUEEUFUVQQRQVRVBBFBVFUEEUFUVQQRQVRVBBFBVFUEEUFUVQQRQVRVBBFBVFUEEUFUVQQRQVRVBBFBVFUEEUFUVQQRQVRVBBFBVFUEEUFUVQQRQVRVBBFBVF+KP3joprf1qrJoLWNaZoM46HdPGlDl1U+bnf67/3D/tlf/O8Zfjp8QVWJCKvVRRZ/+t5/Uf/n//a3/MTl3+Og/bjIAzRRzY+kJmWUjLA6x6oRiUL6RzZU0/uhqtJaKju7+b3f/PCr/ti/9nN+6a8+ZhA2VqvVBVQ+SyzSbKNjsGzZfuRP/PH/vH79V88cDVdFXTLPi6FvTNMn/SBUla8lY1FtInZ6bW1ysJl+QhosLeVma9ffa9Ftpp+Sp+k4z/T5b/m3/83Rz/7BM9c+/U0/lu+0IoNWZNCKDFqRQSsyaEUGrcigFRm0IoNWZNCKDFqRQSsyaEUGrcigFRm0IoNWZNCKDFqRQSsyaEUGrcigFRm0IoNWZNCKDFqRQSsyaEUGrcigFRm0IoNWZNCKDFqRQSsyaEUGrcigFRm0IoNWZNCKDFqRQSsyaEUGrcigFRm0IoNWZNCKDFqRQSsyaEUGrfxj0mdRzW9rFTJo0e3mST84tJsmm2G0VPm03anf90f87kf/Awe/P3xBVYkIq9VFFn/u4V+qv/nL/8DRcNX2B0EdiOo+a+WHEkmkJaiwOreaH0mUf2RDNcNw6PT0t2TtHP9Yd3hU3p288Uf+hT/sL/zFB/qPCxur1eoCKp8lFmm20TFYtkyn/Kl//7+u7//K5Gi4qjm2TKkPzTR/NAwhM1X4KjJKxSxi0uuTTQ420/eoA/NmsWw+2Y0nWuvG5afFx3K4/YE6/b/8Gz+/87M3P/iZsxd+fPk1NCQaEg2JhkRDoiHRkGhINCQaEg2JhkRDoiHRkGhINCQaEg2JhkRDoiHRkGhINCQaEg2JhkRDoiHRkGhINCQaEg2JhkRDoiHRkGhINCQaEg2JhkRDoiHRkGhINCQaEg2JhkRDoiHRkKIQZa+C8kPNjzQizEvqw4HdMtO7VM4+7SzX/6if+k/+Rw7+QPiCqhIRVquLLH7xF/5S/fL//ncsu0u+d/mnRR5o1agmzESikJbWlNX5FSgi/Q61QVMZqoqYVJwpH/3g02+48y/f9hf+8i9wIGysVqsLqPy2SZptdAyWM6Yf8Av3/3y9fTM5Gn63VodyTr2HafmojxuZSTVfQ0VaGmHSfTLMgzZfIQ/Mm9k8nPrYfo22cSl/xsE0+MncWk6fu/uvnPjmn/yHfn/9HYf5G1QjkmpEUo1IqhFJNSKpRiTViKQakVQjkmpEUo1IqhFJNSKpRiTViKQakVQjkmpEUo1IqhFJNSKpRiTViKQakVQjkmpEUo1IqhFJNSKpRiTViKQakVQjkmpEUo1IqhFJNSKpRiTViKQakVQjkmpEUo1IqhFJNSKpRiTViKQakVQjkmpEUo1IqhFJNSKpRiTViETaKz/U7FXzI43WmSfGUc0zfZDK2dnO/DN/1E88+isc3ghfUFUiwmp1kcUv/od/uV789dd+/Oj3mj51atQqfBYWYtaqZKSlNeWzQCFQCBQChUAhUAgUAoVAIVAIFAKFQCFQCBQChUAhUAgUAoVAIVAIFAKFQCFQCBQChUAhUAgUAoVAIVAIFAKFQCFQCBQChUAhUAgUAoVAIVAIFAKFQCFQCBQChUAhUAi/U/mdNlTTWjcMG9EWZ7vfNC+/5fTjr/vZO/+8v/BLf0b/SWFjtVpdQOW3zdJio2FQn9h+5Bfu//n6jV9ZXBquCYeWaTYMzW7+gWEISzY/EigECoFCoBAoBAqBQqAQKAQKgUKgECgECqGCJZow6T4Z5kHfXaUOzJvJbvwt0+Fv2O5mw+6nHc2j39Vmm4/P/fwf+75/6Q++d/XTKz+2nFidU5FIqtmrhuZHGm1jmRebcbSdF5uhywoft2eWn7ntp37xr3FwI3xBVYkIq9VFFn/mj//F+r//xhvXrtxw9gPUoBWhNDMWETuFqXUVqEYk1YikGpFUI5JqRFKNSKoRSTUiqUYk1YikGpFUI5JqRFKNSKoRSTUiqUYk1YikGpFUI5JqRFKNSKoRSTUiqUYk1YikGpFUI5JqRFKNSKoRSTUiqUYk1YikGpFUI5JqRFKNSKoRSTUiqUYk1YikGpFUI5JqRFKNSKoRSTUiqUYk1YikGpFUI5JqRFKNSKr5/4m0Vw2B5uzTjkibng4OObiUTj9+363bf9h/89/9R1wWNlar1QVURQYNaWujYVCf2H7kT/57T+rXf2XnUv/dWlyyTDt9YJlPbcZuXvxQoxqRVCOSakRSjUiqEUk1IqlGJNWIpBqRVCOSakRSjUiqEUk1IqmmIkzRNbODPNOXQd/9lKoDc59M/YO8/JvOdlvt0zWXptGV5Uz84H/2b/389/3cHzp1dfp7jpcPVudRIu1l8yPNjzQq2DTzvOjjgd2cNkOXxcftmeVnbrnyZ/8qBzfCF1SViLBaXWTxH/8Hf7l++f/4+8bNVd2PabUhFlFJLMSsFRks0VRYnUfV/LaQKlJUU5rfdnR0ZLvdEqm1NC2nfv3d3/Wv/uv/nF/6a3+WUdhYrVYXUPlHKmetNaqpLbsf8CfvPanv/8ri0viTwijnSR82lukHNuNgmUtF8zWUjdSRuk+Gpeu7K9Jg3kzm/gN18JumZTbm73I4Hzpadrz/n/y7P/8P/LF/5qPvffp7DvOD1XmU9sqPlB9qfqQRaBvLPNkMB3ZL6n00K2dnW8vP3PKTj/8KBzfCF1SViLBaXWTx6P5/W3/7xXuDazZ1RDXaFjOxIKiRCtnK6hyrDVIzyZZajlIQhVm1SWvdMg1o+ticvP87bv/c7/H02Z9jEJrVanVBLctksxkoKomw9/EdD+7/Ur391cXheOCzZUq9j6ZpMo6jzPTVVFBdtVm1M63CMB1jY9sn2SZDpJpmLQ6pQYtBO/1f/amf/bv+tX/qH/re9rUxP1idQ+GHmv9P+aH0O2y6eZr08cB2WfTNaCq228ly/ZYrj/8aBzfCF1SViLBaXWTx6P6TevXiVHfNpo7sxZa2lT5r5BHViJkoq3OoQquGpG3t1UiFbEXsVPukxWiZjqlBH7uT9y/dvnPV02ffMgjNarW6cBJpycWmDVRjQbP38YQH957W2zfp8CCIsuxK74em3WwcR5lJlK+iwia7pc1yc0akYTpS2PVFRbqUXU2z1prFxtSPtdPnHn7znbs337k8vTbmB6tzKFBdBSHtVdqLtNe6eZ704cB2Sb0PpmJ7Nlmu33Ll8TMOboQvqCoRYbW6yOLR/Sf16sWp7ppNHdmLLW0rfdbII6oRM1FW51CFVg1J29qrkQrZitip9kmL0TIdU4M+difvX7p956qnz75lEJrVanXhJNKSi00bqMaCZu/jCQ/uPa23b9LhQRBl2ZXeD0272TiOMpMoX0WFTXZLm+XmjEjDdKSw64uKdCm7mmatNYuNqR9rp889/OY7d2++c3l6bcwPVudQoLoKQtqrtBdpr3XzPOnDge2Seh9MxfZssly/5crjZxzcCF9QVSLCanWRxaP7T+rVi1PdNZs6shdb2lb6rJFHVCNmoqzOoQqtGpK2tVcjFbIVsVPtkxajZTqmBn3sTt6/dPvOVU+ffcsgNKvV6sJJpCUXmzZQjQXN3scTHtx7Wm/fpMODIMqyK70fmnazcRxlJlG+igqb7JY2y80ZkYbpSGHXFxXpUnY1zVprFhtTP9ZOn3v4zXfu3nzn8vTamB+szqFAdRWEtFdpL9Je6+Z50ocD2yX1PpiK7dlkuX7LlcfPOLgRvqCqRITV6iKLR/ef1KsXp7prNnVkL7a0rfRZI4+oRsxEWZ1DFVo1JG1rr0YqZCtip9onLUbLdEwN+tidvH/p9p2rnj77lkFoVqvVhZNISy42baAaC5q9jyc8uPe03r5JhwdBlGVXej807WbjOMpMonwVFTbZLW2WmzMiDdORwq4vKtKl7GqatdYsNqZ+rJ0+9/Cb79y9+c7l6bUxP1idQ4HqKghpr9JepL3WzfOkDwe2S+p9MBXbs8ly/ZYrj59xcCN8QVWJCKvVRRaP7j+pVy9Oddds6shebGlb6bNGHlGNmImyOocqtGpI2tZejVTIVsROtU9ajJbpmBr0sTt5/9LtO1c9ffYtg9CsVqsLJ5GWXGzaQDUWNHsfT3hw72m9fZMOD4Ioy670fmjazcZxlJlE+SoqbLJb2iw3Z0QapiOFXV9UpEvZ1TRrrVlsTP1YO33u4TffuXvzncvTa2N+sDqHAtVVENJepb1Ie62b50kfDmyX1PtgKrZnk+X6LVceP+PgRviCqhIRVquLLB7df1KvXpzqrtnUkb3Y0rbSZ408ohoxE2V1DlVo1ZC0rb0aqZCtiJ1qn7QYLdMxNehjd/L+pdt3rnr67FsGoVmtVhdOIi252LSBaixo9j6e8ODe03r7Jh0eBFGWXen90LSbjeMoM4nyVVTYZLe0WW7OiDRMRwq7vqhIl7KradZas9iY+rF2+tzDb75z9+Y7l6fXxvxgdQ4FqqsgpL1Ke5H2WjfPkz4c2C6p98FUbM8my/Vbrjx+xsGN8AVVJSKsVhdZPLr/pF69ONVds6kje7GlbaXPGnlENWImyuocqtCqIWlbezVSIVsRO9U+aTFapmNq0Mfu5P1Lt+9c9fTZtwxCs1qtLpxEWnKxaQPVWNDsfTzhwb2n9fZNOjwIoiy70vuhaTcbx1FmEuWrqLDJbmmz3JwRaZiOFHZ9UZEuZVfTrLVmsTH1Y+30uYfffOfuzXcuT6+N+cHqHApUV0FIe5X2Iu21bp4nfTiwXVLvg6nYnk2W67dcefyMgxvhC6pKRFitLrJ4dP9JvXpxqrtmU0f2YkvbSp818ohqxEyU1TlUoVVD0rb2aqRCtiJ2qn3SYrRMx9Sgj93J+5du37nq6bNvGYRmtVpdOIm05GLTBqqxoNn7eMKDe0/r7Zt0eBBEWXal90PTbjaOo8wkyldRYZPd0ma5OSPSMB0p7PqiIl3KrqZZa81iY+rH2ulzD7/5zt2b71yeXhvzg9U5FKiugpD2Ku1F2mvdPE/6cGC7pN4HU7E9myzXb7ny+BkHN8IXVJWIsFpdZPHo/pN69eJUd82mjuzFlraVPmvkEdWImSirc6hCq4akbe3VSIVsRexU+6TFaJmOqUEfu5P3L92+c9XTZ98yCM1qtbpwEmnJxaYNVGNBs/fxhAf3ntbbN+nwIIiy7Ervh6bdbBxHmUmUr6LCJrulzXJzRqRhOlLY9UVFupRdTbPWmsXG1I+10+cefvOduzffuTy9NuYHq3MoUF0FIe1V2ou017p5nvThwHZJvQ+mYns2Wa7fcuXxMw5uhC+oKhFhtbrI4tH9J/Xqxanumk0d2YstbSt91sgjqhEzUVbnUIVWDUnb2quRCtmK2Kn2SYvRMh1Tgz52J+9fun3nqqfPvmUQmtVqdeEk0pKLTRuoxoJm7+MJD+49rbdv0uFBEGXZld4PTbvZOI4ykyhfRYVNdkub5eaMSMN0pLDri4p0KbuaZq01i42pH2unzz385jt3b75zeXptzA9W51CgugpC2qu0F2mvdfM86cOB7ZJ6H0zF9myyXL/lyuNnHNwIX1BVIsJqdZHFo/tP6tWLU901mzqyF1vaVvqskUdUI2airM6hCq0akra1VyMVshWxU+2TFqNlOqYGfexO3r90+85VT599yyA0q9XqwkmkJRebNlCNBc3exxMe3Htab9+kw4MgyrIrvR+adrNxHGUmUb6KCpvsljbLzRmRhulIYdcXFelSdjXNWmsWG1M/1k6fe/jNd+7efOfy9NqYH6zOoUB1FYS0V2kv0l7r5nnShwPbJfU+mIrt2WS5fsuVx884uBG+oKpEhNXqIotH95/Uqxenums2dWQvtrSt9Fkjj6hGzERZnUMVWjUkbWuvRipkK2Kn2ictRst0TA362J28f+n2nauePvuWQWhWq9WFk0hLLjZtoBoLmr2PJzy497TevkmHB0GUZVd6PzTtZuM4ykyifBUVNtktbZabMyIN05HCri8q0qXsapq11iw2pn6snT738Jvv3L35zuXptTE/WJ1DgeoqCGmv0l6kvdbN86QPB7ZL6n0wFduzyXL9liuPn3FwI3xBVYkIq9VFFo/uP6lXL05112zqyF5saVvps0YeUY2YibI6hyq0akja1l6NVMhWxE61T1qMlumYGvSxO3n/0u07Vz199i2D0KxWqwsnkZZcbNpANRY0ex9PeHDvab19kw4PgijLrvR+aNrNxnGUmUT5KipsslvaLDdnRBqmI4VdX1SkS9nVNGutWWxM/Vg7fe7hN9+5e/Ody9NrY36wOocC1VUQ0l6lvUh7rZvnSR8ObJfU+2AqtmeT5fotVx4/4+BG+IKqEhFWq4ssHt1/Uq9enOqu2dSRvdjSttJnjTyiGjETZXUOVWjVkLStvRqpkK2InWqftBgt0zE16GN38v6l23euevrsWwahWa1WF04iLbnYtIFqLGj2Pp7w4N7TevsmHR4EUZZd6f3QtJuN4ygzifJVVNhkt7RZbs6INExHCru+qEiXsqtp1lqz2Jj6sXb63MNvvnP35juXp9fG/GB1DgWqqyCkvUp7kfZaN8+TPhzYLqn3wVRszybL9VuuPH7GwY3wBVUlIqxWF1k8uv+kXr041V2zqSN7saVtpc8aeUQ1YibK6hyq0KohaVt7NVIhWxE71T5pMVqmY2rQx+7k/Uu371z19Nm3DEKzWq0unERacrFpA9VY0Ox9POHBvaf19k06PAiiLLvS+6FpNxvHUWYS5auosMluabPcnBFpmI4Udn1RkS5lV9OstWaxMfVj7fS5h9985+7Ndy5Pr435weocClRXQUh7lfYi7bVunid9OLBdUu+DqdieTZbrt1x5/IyDG+ELqkpEWK0usnh0/0m9enGqu2ZTR/ZiS9tKnzXyiGrETJTVOVShVUPStvZqpEK2InaqfdJitEzH1KCP3cn7l27fuerps28ZhGa1Wl04ibTkYtMGqrGg2ft4woN7T+vtm3R4EERZdqX3Q9NuNo6jzCTKV1Fhk93SZrk5I9IwHSns+qIiXcqupllrzWJj6sfa6XMPv/nO3ZvvXJ5eG/OD1TkUqK6CkPYq7UXaa908T/pwYLuk3gdTsT2bLNdvufL4GQc3whdUlYiwWl1k8ej+k3r14lR3zaaO7MWWtpU+a+QR1YiZKKtzqEKrhqRt7dVIhWxF7FT7pMVomY6pQR+7k/cv3b5z1dNn3zIIzWq1unASacnFpg1UY0Gz9/GEB/ee1ts36fAgiLLsSu+Hpt1sHEeZSZSvosImu6XNcnNGpGE6Utj1RUW6lF1Ns9aaxcbUj7XT5x5+8527N9+5PL025gercyhQXQUh7VXai7TXunme9OHAdkm9D6ZiezZZrt9y5fEzDm6EL6gqEWG1usji0f0n9erFqe6aTR3Ziy1tK33WyCOqETNRVudQhVYNSdvaq5EK2YrYqfZJi9EyHVODPnYn71+6feeqp8++ZRCa1Wp14STSkotNG6jGgmbv4wkP7j2tt2/S4UEQZdmV3g9Nu9k4jjKTKF9FhU12S5vl5oxIw3SksOuLinQpu5pmrTWLjakfa6fPPfzmO3dvvnN5em3MD1bnUKC6CkLaq7QXaa918zzpw4HtknofTMX2bLJcv+XK42cc3AhfUFUiwmp1kcWj+0/q1YtT3TWbOrIXW9pW+qyRR1QjZqKszqEKrRqStrVXIxWyFbFT7ZMWo2U6pgZ97E7ev3T7zlVPn33LIDSr1erCSaQlF5s2UI0Fzd7HEx7ce1pv36TDgyDKsiu9H5p2s3EcZSZRvooKm+yWNsvNGZGG6Uhh1xcV6VJ2Nc1aaxYbUz/WTp97+M137t585/L02pgfrM6hQHUVhLRXaS/SXuvmedKHA9sl9T6Yiu3ZZLl+y5XHzzi4Eb6gqkSE1eoii0f3n9SrF6e6azZ1ZC+2tK30WSOPqEbMRFmdQxVaNSRta69GKmQrYqfaJy1Gy3RMDfrYnbx/6fadq54++5ZBaFar1YWTSEsuNm2gGguavY8nPLj3tN6+SYcHQZRlV3o/NO1m4zjKTKJ8FRU22S1tlpszIg3TkcKuLyrSpexqmrXWLDamfqydPvfwm+/cvfnO5em1MT9YnUOB6ioIaa/SXqS91s3zpA8HtkvqfTAV27PJcv2WK4+fcXAjfEFViQir1UUWj+4/qVcvTnXXbOrIXmxpW+mzRh5RjZiJsjqHKrRqSNrWXo1UyFbETrVPWoyW6Zga9LE7ef/S7TtXPX32LYPQrFarCyeRllxs2kA1FjR7H094cO9pvX2TDg+CKMuu9H5o2s3GcZSZRPkqKmyyW9osN2dEGqYjhV1fVKRL2dU0a61ZbEz9WDt97uE337l7853L02tjfrA6hwLVVRDSXqW9SHutm+dJHw5sl9T7YCq2Z5Pl+i1XHj/j4Eb4gqoSEVariywe3X9Sr16c6q7Z1JG92NK20meNPKIaMRNldQ5VaNWQtK29GqmQrYidap+0GC3TMTXoY3fy/qXbd656+uxbBqFZrVYXTiItudi0gWosaPY+nvDg3tN6+yYdHgRRll3p/dC0m43jKDOJ8lVU2GS3tFluzog0TEcKu76oSJeyq2nWWrPYmPqxdvrcw2++c/fmO5en18b8YHUOBaqrIKS9SnuR9lo3z5M+HNguqffBVGzPJsv1W648fsbBjfAFVSUirFYXWTy6/6RevTjVXbOpI3uxpW2lzxp5RDViJsrqHKrQqiFpW3s1UiFbETvVPmkxWqZjatDH7uT9S7fvXPX02bcMQrNarS6cRFpysWkD1VjQ7H084cG9p/X2TTo8CKIsu9L7oWk3G8dRZhLlq6iwyW5ps9ycEWmYjhR2fVGRLmVX06y1ZrEx9WPt9LmH33zn7s13Lk+vjfnB6hwKVFdBSHuV9iLttW6eJ304sF1S74Op2J5Nluu3XHn8jIMb4QuqSkRYrS6yeHT/Sb16caq7ZlNH9mJL20qfNfKIasRMlNU5VKFVQ9K29mqkQrYidqp90mK0TMfUoI/dyfuXbt+56umzbxmEZrVaXTiJtORi0waqsaDZ+3jCg3tP6+2bdHgQRFl2pfdD0242jqPMJMpXUWGT3dJmuTkj0jAdKez6oiJdyq6mWWvNYmPqx9rpcw+/+c7dm+9cnl4b84PVORSoroKQ9irtRdpr3TxP+nBgu6TeB1OxPZss12+58vgZBzfCF1SViLBaXWTx6P6TevXiVHfNpo7sxZa2lT5r5BHViJkoq3OoQquGpG3t1UiFbEXsVPukxWiZjqlBH7uT9y/dvnPV02ffMgjNarW6cBJpycWmDVRjQbP38YQH957W2zfp8CCIsuxK74em3WwcR5lJlK+iwia7pc1yc0akYTpS2PVFRbqUXU2z1prFxtSPtdPnHn7znbs337k8vTbmB6tzKFBdBSHtVdqLtNe6eZ704cB2Sb0PpmJ7Nlmu33Ll8TMOboQvqCoRYbW6yOLR/Sf16sWp7ppNHdmLLW0rfdbII6oRM1FW51CFVg1J29qrkQrZitip9kmL0TIdU4M+difvX7p956qnz75lEJrVanXhJNKSi00bqMaCZu/jCQ/uPa23b9LhQRBl2ZXeD0272TiOMpMoX0WFTXZLm+XmjEjDdKSw64uKdCm7mmatNYuNqR9rp889/OY7d2++c3l6bcwPVudQoLoKQtqrtBdpr3XzPOnDge2Seh9MxfZssly/5crjZxzcCF9QVSLCanWRxaP7T+rVi1PdNZs6shdb2lb6rJFHVCNmoqzOoQqtGpK2tVcjFbIVsVPtkxajZTqmBn3sTt6/dPvOVU+ffcsgNKvV6sJJpCUXmzZQjQXN3scTHtx7Wm/fpMODIMqyK70fmnazcRxlJlG+igqb7JY2y80ZkYbpSGHXFxXpUnY1zVprFhtTP9ZOn3v4zXfu3nzn8vTamB+szqFAdRWEtFdpL9Je6+Z50ocD2yX1PpiK7dlkuX7LlcfPOLgRvqCqRITV6iKLR/ef1KsXp7prNnVkL7a0rfRZI4+oRsxEWZ1DFVo1JG1rr0YqZCtip9onLUbLdEwN+tidvH/p9p2rnj77lkFoVqvVhZNISy42baAaC5q9jyc8uPe03r5JhwdBlGVXej807WbjOMpMonwVFTbZLW2WmzMiDdORwq4vKtKl7GqatdYsNqZ+rJ0+9/Cb79y9+c7l6bUxP1idQ4HqKghpr9JepHMJGGcAACAASURBVL3WzfOkDwe2S+p9MBXbs8ly/ZYrj59xcCN8QVWJCKvVRRaP7j+pVy9Oddds6shebGlb6bNGHlGNmImyOocqtGpI2tZejVTIVsROtU9ajJbpmBr0sTt5/9LtO1c9ffYtg9CsVqsLJ5GWXGzaQDUWNHsfT3hw72m9fZMOD4Ioy670fmjazcZxlJlE+SoqbLJb2iw3Z0QapiOFXV9UpEvZ1TRrrVlsTP1YO33u4TffuXvzncvTa2N+sDqHAtVVENJepb1Ie62b50kfDmyX1PtgKrZnk+X6LVceP+PgRviCqhIRVquLLB7df1KvXpzqrtnUkb3Y0rbSZ408ohoxE2V1DlVo1ZC0rb0aqZCtiJ1qn7QYLdMxNehjd/L+pdt3rnr67FsGoVmtVhdOIi252LSBaixo9j6e8ODe03r7Jh0eBFGWXen90LSbjeMoM4nyVVTYZLe0WW7OiDRMRwq7vqhIl7KradZas9iY+rF2+tzDb75z9+Y7l6fXxvxgdQ4FqqsgpL1Ke5H2WjfPkz4c2C6p98FUbM8my/Vbrjx+xsGN8AVVJSKsVhdZPLr/pF69ONVds6kje7GlbaXPGnlENWImyrlVoaKJShVEUUEohUAhUAgUAoVAIVAIFAKFQCFQCBQChUAhUAgUAoVAIVAI/l/24ODXrgRNDPrv+8659913X7vH00U8xD2dZKaLCCMQqSTqjpMobJBhkcrChg0LLyxrOlFpIpQFbJFKyMsosRKNMjNkUYBA9Zd476XdJQwyYLAz7Xptv3fPOd+H33PVdCpTNUpW5sX399MINAKNQCPQCDQCjUAj0Aj/qhlJr5yLRcdMTDJHy+4Qg3GdXvzikZ/+rd9w/w9/l5WQ9vb23juFstRiyBWdLEjnXr3g9s37/exp2RwE0ZZdG8eNaTdbr9eqimjvRIehRkvOajghymraauzGRUc5rFFPs8y0GEzjkTx+4M71x25ce+7S9MS6XrqwovyxTsJX0q8UjSjaW11EIomkEWgEGoFGoBFoBBqBRqARaAQagUagEWgEGoFGoBFoBBqBRqARaATaG6kjNMKZFo0obxU5mqdJrg9My2IY1+biZDep3/yJH/zO73PwW+FbdLeIsLf3Pou7t+71o4fHRlcMvXUuTslT5UxSWzqJmWgXUoe21kJoHSWajhJKRwulEWgEGtGpg+jQQTQdRNNBNB1E00E0HUTTQTQdRNNBNB1E00E0HUTTQTQdRNNBNB1E00E0HUTTQTQdRNNBNB1E00E0YsHsXB/QI70iijjV0SiZK8u0dmZ1MHvxi5/76d/88+7/wc84ENLe3t57p1CWWgy5opMF6dyrF9y+eb+fPS2bgyDasmvjuDHtZuv1WlUR7Z3oMNRoyVkNJ0RZTVuN3bjoKIc16mmWmRaDaTySxw/cuf7YjWvPXZqeWNdLF1IUXUQjkDqSTh3pTLQ3Sih6phtFF0byQMcgmg6i6SCaDqLpIJoOoukgmg6i6SCaDqLpIJoOoukgmg6i6SCaDqLpIJoOoukgmg6i6SCaDqLpIJqWlkhn0pkSjShfixhN82RYHZiW2TCuzd1OTif1mz/xg5/9Hge/Fb5Fd4sIe3vvs7h7614/enhsdMXQW+filDxVziS1pZOYiXYhdWhrHb5SKKLQKOei/Amd3koXVszEKZLaUgdIFHmKBSljZZlHlNXB5MUvfu6nf/O33f+Dn7EWBnt7e++dQllqMeSKThakc69ecPvm/X72tGwOgmjLro3jxrSbrddrVUW0d6LDUKMlZzWcEGU1bTV246KjHNaop1lmWgym8UgeP3Dn+mM3rj13aXpiXS9dSFFYnIvQUkukMvhaatElzFShUUhypWJ0IXUgkaLLmVDeaudyMM+TcXVgN5dhtbZUOz2dzL/5E7/+s99j81vhW3S3iLC39z6Lu7fu9aOHx0ZXDL11Lk7JU+VMUls6iZloF1X7V0T5lfJN5U9KpItpJk/ppI7oFRJFvkYhZawt80jMVgeTF7/4uZ/+9R/7x3/4CQdC2tvbe+8UylKLIVd0siCde/WC2zfv97OnZXMQRFt2bRw3pt1svV6rKqK9Ex2GGi05q+GEKKtpq7EbFx3lsEY9zTLTYjCNR/L4gTvXH7tx7blL0xPreulCikIRzrXUEqkM/mXZiJZdvtZRligd5SKKTmMlnXR5q7xVzuXINLE6YCnGte52ejKZf/TXfO/v/j6bH4dv0d0iwt7e+yzu3rrXjx4eG10x9Na5OCVPlTNJbekkZqJdTKVjJtq5Dm+lb1dE+4YOpAspFuIESR3RKzqJmTglFqSMlWUesVgd7Lz4xc/99G986B//wd/nQEh7e3vvnUJZajHkik4WpHOvXnD75v1+9rRsDoJoy66N48a0m63Xa1VFtHeiw1CjJWc1nBBlNW01duOioxzWqKdZZloMpvFIHj9w5/pjN649d2l6Yl0vXVhROnwltTOJVM6Et9KftBicEIuLKDqpoBPlraYR5VyMzBOrDcvMuKHL7mQy/einjv7uP2fz4/AtultE2Nt7n8XdW/f60cNjoyuG3joXp+SpciapLZ3ETLSLaSZPMSOR9IigE+mbiig0yluDi6uJE4zUIb2ik5jJE2J2JmNtmUeU1cHOi1/83E//xm/7R3/4D1gLaW9v771TKEsthlzRyYJ07tULbt+838+els1BEG3ZtXHcmHaz9Xqtqoj2TnQYarTkrIYToqymrcZuXHSUwxr1NMtMi8E0HsnjB+5cf+zGtecuTU+s66ULKeig/Ur4SqcOb6QzJZBaaunM2LNcXlOLCykRQSSKRjTtjXIuR+aJ1YZlZtzoKqenk/lHP/W9n/1zNj8O36K7RYS9vfdZ3L11rx89PDa6Yuitc3FKnipnktrSScxEu5hm8jWx0IGRHukBIx2+IRozUWjnenBhRRETndSWHpHEjjwhZjpljpZ5RFkd7Lz4xc/99G986B/9wX/NWhjs7e29dwplqcWQKzpZkM69esHtm/f72dOyOQiiLbs2jhvTbrZer1UV0d6JDkONlpzVcEKU1bTV2I2LjnJYo55mmWkxmMYjefzAneuP3bj23KXpiXW9dCEFFamC7HImlGj/itRSR9KDJbwxGnqW8yk9u5AiySR9pZzrci6aGPS8iNWBZZkN48Zc5fR0Z/7RX/NrP/tDDn4cvkV3iwh7e++zuHvrXj96eGx0xdBb5+KUPFXOJLWlk5iJdjHNMk6JmR7pkR7oFUY6Ed5qojATjdlbIx0upFiImU76kF45FxPxmpzolLGyzCOxWB3MXvzi537613/sH/7h73IgDPb29t47hbLUYsgVnSxI51694PbN+/3sadkcBNGWXRvHjWk3W6/Xqopo70SHoUZLzmo4Icpq2mrsxkVHOaxRT7PMtBhM45E8fuDO9cduXHvu0vTEul66kII505nsEkoouml0+WORCHok0aMOb5SLbIn0tVTOhPK1iNE0T4bVgWmZDeOBucvpyWT50V/zg9/5fQ5+K3yL7hYR9vbeZ3H31r1+9PDY6Iqht87FKXmqnElqSycxE+1immVMKHqkB4z0ik4MdDoXhSIWFMpb6a1EIVFIFBKFRCFRSBQShUQhUUgUEoVEIVFIFBKFRCFRSBQShUQhUUjMxIKkNvQaRUzka2J2JmNtmUeU1cHsxS9+7qd//S/6h//DzzgQBnt7e++dQllqMeSKThakc69ecPvm/X72tGwOgmjLro3jxrSbrddrVUW0d6LDUKMlZzWcEGU1bTV246KjHNaop1lmWgym8UgeP3Dn+mM3rj13aXpiXS9dSEFFqiC7hBJdaKpQ/lgj0luJIFPFaAlvJAqJQqKQKCQKiUKikCgkColCopAoJAqJQqKQKCQKiUKikCgkColCeiucifZGS2dKNB0lc3Q6T8bVgWle5GptKU5PJ/WbP/GD3/l9Dn4rfIvuFhH29t5ncffWvX708NjoiqG3zsUpeaqcSWpLJzET7WIqmUQE0i9/+drR9vuGPPDLX74SBsOw8lYRhUYR5VyntxKFRCFRSBQShUQhUUgUEoVEIVFIFBKFRCFRSBQShUQhUUgUEoVEIYmZWOiBOqRHoogdeULsHKwP7XZls/41X375pXE9OZn+L//RX/qhf/rZ3+NAGOzt7b13CmWpxZArOlmQzr16we2b9/vZ07I5CKItuzaOG9Nutl6vVRXR3okOQ42WnNVwQpTVtNXYjYuOclijnmaZaTGYxiN5/MCd64/duPbcpemJdb10IQVzl2EYLMtiSGI1Mu04ndiMzLM/1r4pklyZM5EoJAqJQqKQKCQKiUKikCgkColCopAoJAqJQqKQKCQKiUKikCgkCulflu2NEs6UaG91MKTqYEhi8Prk1DCsTD/8qUt3f4/1b4e9vb1vFXdv3etHD4+Nrhh661yckqfKmaS2dBIz0S6qZVlUt3EYRA7W44Fpmc2ni6NL33Py6rUOouks0XSUaDqIpoNoOoimg2g6iKaDaDqIpoNoOoimg2g6iKaDaDqIpoNoOoimg2g6iKaDaDqIpoNoOoimg2g6iKaDaDpamLVR1EYbRZceTkW81rE4eXWqrVw6/MAvT45tD1OPL/0H/+Gf8Q//6V2+Jwz29vbeO4Wy1GLIFZ0sSOdeveD2zfv97GnZHATRll0bx41pN1uv16qKaO9Eh6FGS85qOCHKatpq7MZFRzmsUU+zzLQYTOORPH7gzvXHblx77tL0xLpeupACq3Rm2e0syyIzzfOsZ9brwbBaoWg0omlfCWIk0kXVkQrpTIlGFO2N0kIMgy56GGUOXr0+FcPK9MOf+P6d3+PgL4S9vb1vFXdv3etHD4+Nrhh661yckqfKmaS2dBIz0S6qHAbDarRMs7kmpyevdJDauB4NSQfRtBRoBBqBRqARaAQagUagEWgEGoFGoBFoBBqBRqARaAQagUagEWgEGoFGoBFoBDpKmLUUdagNolvnTsRrnZPD9fecnJbN6vtOdqf0ieOT/9tf/qs/8o//2d83XBLS3t7ee6dQlloMuaKTBencqxfcvnm/nz0tm4Mg2rJr47gx7Wbr9VpVEe2d6DDUaMlZDSdEWU1bjd246CiHNepplpkWg2k8kscP3Ln+2I1rz12anljXSxdSlKpJZuoYVK7ksGY4IAcd6eRk50w2ogzVQjkzdIkF7WJKlkyVJRpRor3R0ltztRwHtVBDGPLAyW5Hpt1v/BU/+J3fY/0Xwt7e3reKu7fu9aOHx0ZXDL11Lk7JU+VMUls6iZloF1Hj9ekrB9sDr3/5pVyF16/+haPvbx2swpevXhqTipKdKsgaVZAdKshuFWRTQTYVZFNBNhVkU0E2FWRTQTYVZFNBNhVkU0E2FWRTQTYVZFNBNhVkU0E2FWRTQTYVZFNBNhVkU1HSrCLlcqgMUqvcyXitYhGV/ugXJw5Xl602B5bp2L/45f/hxo2/6p/88/+GUUh7e3vvnUJZajHkik4WpHOvXnD75v1+9rRsDoJoy66N48a0m63Xa1VFtHeiw1CjJWc1nBBlNW01duOioxzWqKdZZloMpvFIHj9w5/pjN649d2l6Yl0vXUhRWIhgOHC6hOM51LB1au3l68n26Psqkk6iDF2iWypjzdbVsstFVMGUqcMbJRpRsr1RzlSRq9FSVIdcrZzuZhGD0w/+ff/e7/4z1j8Me3t73yru3rrXjx4eG10x9Na5OCVPlTNJbekkZqJdRB1lPByc7I5N0y/95PpfMs9fWrxWyyu/PPnS0Xato0SnlqJHbRCdGqF0lGg6iKaDaDqIpoNoOoimg2g6iKaDaDqIpoNoOoimg2g6iKaDaDqIpoNoOoimg2g6iKaDaDqIpoNoOlqYdaRYDrVBKB2LiNc6Z4fr71lqkL0VOarlxKvdM3/pL/95f+93/yt5IIS9vb33TqEstRhyRScL0rlXL7h9834/e1o2B0G0ZdfGcWPazdbrtaoi2jvRYajRkrMaToiymrYau3HRUQ5r1NMsMy0G03gkjx+4c/2xG9eeuzQ9sa6XLqYZC12sjhzb+GUd2v7GX7D5wQ89PwmTtTlWSGdCyS5pQUkz2kUUTXYIZ1o0omSXry3LYjzYmJdWTa7Wprl0h+nX/pzf+i/+AcMHYW9v71vF3Vv3+tHDY6Mrht46F6fkqXImqS2dxEy0i6hjNhy2/+fF/+6HP/p3/JN/+t/60W8zT4wHGBB+pdFotLcC4eIKNMqvBNK52pEjipNfsloTAz20YdPIsLe39x4qlKUWQ67oZEE69+oFt2/e72dPy+YgiLbs2jhuTLvZer1WVUR7JzoMNVpyVsMJUVbTVmM3LjrKYY16mmWmxWAaj+TxA3euP3bj2nOXpifW9dLFNLNMamY53Hqd37dcuurXf/Kf8h//TfKI9WXiACOBLhTdRBHlQlu81d4otG9YFsYBQWEYkVQzXmL8M+RR2Nvb+1Zx99a9fvTw2OiKobfOxSl5qpxJaksnMRPtIurYGS/N/s//9+d++Js/8D//L5/6tQ/YTUixPixVJ851YqBWNNpbgXBxRSMotLcC2Si7XdkcrFhYZoY1Evna65MvHW5+gNHe3t77plCWWgy5opMF6dyrF9y+eb+fPS2bgyDasmvjuDHtZuv1WlUR7Z3oMNRoyVkNJ0RZTVuN3bjoKIc16mmWmRaDaTySxw/cuf7YjWvPXZqeWNdLF1LPHDSvZqerIy/qyKvDq378t/4OP/3P8H1Wv0ZsQ64RdNOFQiIR/u3QNKL8sXlmPHBuaVZrJMvCMBKJtLe39+3i7q17/ejhsdEVQ2+di1PyVDmT1JZOYibaRdSxs4tfmPoXfuPPXvJP/tl/58qfZdwIOeMUi7cGjFjRSXsrXFxRWBD0SHsrEBMKAz16fczhFsHp6YlhdWIcR2ww2tvbe98UylKLIVd0siCde/WC2zfv97OnZXMQRFt2bRw3pt1svV6rKqK9Ex2GGi05q+GEKKtpq7EbFx3lsEY9zTLTYjCNR/L4gTvXH7tx7blL0xPreulimslFn5TeHPmj/L4/Ovxzfvs/+S/5K/858eth9X1iYzFqvzL4lUI2FWRTQTYVZFNBNhVkU0E2FWRTQTYVZFNBNhVkU0E2FWRTQTYVZFNBNhVkU0E2FWRTQTYVZFNBNhU0Cumt8E1LkencVGQ6V0isEfb29r5L3L11rx89PDa6Yuitc3FKnipnktrSScxEu4g6ZuLUEl9af2/nf/pf7/ngh0jROaEEWgoDkvYrUXQSLrDyVvqm8itJ+5XwxuytRNrb23vfFMpSiyFXdLIgnXv1gts37/ezp2VzEERbdm0cN6bdbL1eqyqivRMdhhotOavhhCiraauxGxcd5bBGPc0y02IwjUfy+IE71x+7ce25S9MT63rpQgpfKZTT1a/735Z/11/82z/jo79DXA7jhkhnWlq8NSAUUiPQCDQCjUAj0Ag0Ao1AI9AINAKNQCPQCDQCjUAj0Ag0Ao1AI9AINALt31z5psHe3t6fJu7eutePHh4bXTH01rk4JU+VM0lt6SRmol1MpXOy+NLmaOezzz/1wVWMoi1EITD6WrSvzIQ3Emlvb2/v/VIoSy2GXNHJgnTu1Qtu37zfz56WzUEQbdm1cdyYdrP1eq2qiPZOdBhqtOSshhOirKatxm5cdJTDGvU0y0yLwTQeyeMH7lx/7Ma15y5NT6zrpQsp0hwplazXlvGyL/qqDz/+hI9uqbwcmSsCXQSzVFghzBjt7e3tfZe4e+teP3p4bHTF0Fvn4pQ8Vc4ktaWTmIl2MZXOyeJLm6Odzz7/1AdXMYq2EIXA6GvRvjIT3kikvb29vfdLoSy1GHJFJwvSuVcvuH3zfj97WjYHQbRl18ZxY9rN1uu1qiLaO9FhqNGSsxpOiLKathq7cdFRDmvU0ywzLQbTeCSPH7hz/bEb1567ND2xrpcupEhzpFSyXlvGy77oqz78+BM+uqXycmSuCHQRzFJhhTBjtLe3t/dd4u6te/3o4bHRFUNvnYtT8lQ5k9SWTmIm2sVUOieLL22Odj77/FMfXMUo2kIUAqOvRfvKTHgjkfb29vbeL4Wy1GLIFZ0sSOdeveD2zfv97GnZHATRll0bx41pN1uv16qKaO9Eh6FGS85qOCHKatpq7MZFRzmsUU+zzLQYTOORPH7gzvXHblx77tL0xLpeupAizZFSyXptGS/7oq/68ONP+OiWysuRuSLQRTBLhRXCjNHe3t7ed4m7t+71o4fHRlcMvXUuTslT5UxSWzqJmWgXU+mcLL60Odr57PNPfXAVo2gLUQiMvhbtKzPhjUTa29vbe78UylKLIVd0siCde/WC2zfv97OnZXMQRFt2bRw3pt1svV6rKqK9Ex2GGi05q+GEKKtpq7EbFx3lsEY9zTLTYjCNR/L4gTvXH7tx7blL0xPreulCijRHSiXrtWW87Iu+6sOPP+GjWyovR+aKQBfBLBVWCDNGe3t7e98l7t66148eHhtdMfTWuTglT5UzSW3pJGaiXUylc7L40uZo57PPP/XBVYyiLUQhMPpatK/MhDcSaW9vb+/9UihLLYZc0cmCdO7VC27fvN/PnpbNQRBt2bVx3Jh2s/V6raqI9k50GGq05KyGE6Kspq3Gblx0lMMa9TTLTIvBNB7J4wfuXH/sxrXnLk1PrOulCynSHCmVrNeW8bIv+qoPP/6Ej26pvByZKwJdBLNUWCHMGO3t7e19l7h7614/enhsdMXQW+filDxVziS1pZOYiXYxlc7J4kubo53PPv/UB1cxirYQhcDoa9G+MhPeSKS9vb2990uhLLUYckUnC9K5Vy+4ffN+P3taNgdBtGXXxnFj2s3W67WqIto70WGo0ZKzGk6Ispq2Grtx0VEOa9TTLDMtBtN4JI8fuHP9sRvXnrs0PbGuly6kSHOkVLJeW8bLvuirPvz4Ez66pfJyZK4IdBHMUmGFMGO0t7e3913i7q17/ejhsdEVQ2+di1PyVDmT1JZOYibaxVQ6J4svbY52Pvv8Ux9cxSjaQhQCo69F+8pMeCOR9vb29t4vhbLUYsgVnSxI51694PbN+/3sadkcBNGWXRvHjWk3W6/Xqopo70SHoUZLzmo4Icpq2mrsxkVHOaxRT7PMtBhM45E8fuDO9cduXHvu0vTEul66kCLNkVLJem0ZL/uir/rw40/46JbKy5G5ItBFMEuFFcKM0d7e3t53ibu37vWjh8dGVwy9dS5OyVPlTFJbOomZaBdT6ZwsvrQ52vns8099cBWjaAtRCIy+Fu0rM+GNRNrb29t7vxTKUoshV3SyIJ179YLbN+/3s6dlcxBEW3ZtHDem3Wy9Xqsqor0THYYaLTmr4YQoq2mrsRsXHeWwRj3NMtNiMI1H8viBO9cfu3HtuUvTE+t66UKKNEdKJeu1Zbzsi77qw48/4aNbKi9H5opAF8EsFVYIM0Z7e3t73yXu3rrXjx4eG10x9Na5OCVPlTNJbekkZqJdTKVzsvjS5mjns88/9cFVjKItRCEw+lq0r8yENxJpb29v7/1SKEsthlzRyYJ07tULbt+838+els1BEG3ZtXHcmHaz9Xqtqoj2TnQYarTkrIYToqymrcZuXHSUwxr1NMtMi8E0HsnjB+5cf+zGtecuTU+s66ULKdIcKZWs15bxsi/6qg8//oSPbqm8HJkrAl0Es1RYIcwY7e3t7X2XuHvrXj96eGx0xdBb5+KUPFXOJLWlk5iJdjGVzsniS5ujnc8+/9QHVzGKthCFwOhr0b4yE95IpL29vb33S6EstRhyRScL0rlXL7h9834/e1o2B0G0ZdfGcWPazdbrtaoi2jvRYajRkrMaToiymrYau3HRUQ5r1NMsMy0G03gkjx+4c/2xG9eeuzQ9sa6XLqRIc6RUsl5bxsu+6Ks+/PgTPrql8nJkrgh0EcxSYYUwY7S3t7f3XeLurXv96OGx0RVDb52LU/JUOZPUlk5iJtrFVDoniy9tjnY++/xTH1zFKNpCFAKjr0X7ykx4I5H29vb23i+FstRiyBWdLEjnXr3g9s37/exp2RwE0ZZdG8eNaTdbr9eqimjvRIehRkvOajghymraauzGRUc5rFFPs8y0GEzjkTx+4M71x25ce+7S9MS6XrqQIs2RUsl6bRkv+6Kv+vDjT/jolsrLkbki0EUwS4UVwozR3t7e3neJu7fu9aOHx0ZXDL11Lk7JU+VMUls6iZloF1PpnCy+tDna+ezzT31wFaNoC1EIjL4W7Ssz4Y1E2tvb23u/FMpSiyFXdLIgnXv1gts37/ezp2VzEERbdm0cN6bdbL1eqyqivRMdhhotOavhhCiraauxGxcd5bBGPc0y02IwjUfy+IE71x+7ce25S9MT63rpQoo0R0ol67VlvOyLvurDjz/ho1sqL0fmikAXwSwVVggzRnt7e3vfJe7eutePHh4bXTH01rk4JU+VM0lt6SRmol1MpXOy+NLmaOezzz/1wVWMoi1EITD6WrSvzIQ3Emlvb2/v/VIoSy2GXNHJgnTu1Qtu37zfz56WzUEQbdm1cdyYdrP1eq2qiPZOdBhqtOSshhOirKatxm5cdJTDGvU0y0yLwTQeyeMH7lx/7Ma15y5NT6zrpQsp0hwplazXlvGyL/qqDz/+hI9uqbwcmSsCXQSzVFghzBjt7e3tfZe4e+teP3p4bHTF0Fvn4pQ8Vc4ktaWTmIl2MZXOyeJLm6Odzz7/1AdXMYq2EIXA6GvRvjIT3kikvb29vfdLoSy1GHJFJwvSuVcvuH3zfj97WjYHQbRl18ZxY9rN1uu1qiLaO9FhqNGSsxpOiLKathq7cdFRDmvU0ywzLQbTeCSPH7hz/bEb1567ND2xrpcupEhzpFSyXlvGy77oqz78+BM+uqXycmSuCHQRzFJhhTBjtLe3t/dd4u6te/3o4bHRFUNvnYtT8lQ5k9SWTmIm2sVUOiflSwdHJ/7Hz/97P7iKUXTs0EgMSNH+JYUiyAdKTAAAIABJREFUEkkj0Ag0Ao1AI9AINAKNQCPQCDQCjUAj0Ag0Ao1AI9AINAKNQCPQCDSi/OnS//+U75b+tTXCvwVmv5LeSn9CI9C+Kewpf7r0pyvflP5NNAKNQCPQCDQCjUAj/Bto3y3862lEeav8SluqDLmikwXp3KsX3L55v589LZuDINqya+O4Me1m6/VaVRHtnegw1GjJWQ0nRFlNW43duOgohzXqaZaZFoNpPJLHD9y5/tiNa89dmp5Y10sXUUeachDaqk7M46/5eV31Fz/+e3x0i7gchhVRdBFplgorJRRG5xqBRqARaAQagUagEWgEGoFGoBFoBBqBRqARaAQagUagEWgEGoFGoBFoBBqBRqARaAQagUagfVP419OIotMfCzQCjUAj0Ag0Ao1AI9AINAKNQCPQCDQCjUAj0Ag0Ao1AI9AINAKNQCMKCwrpXAcS6VuFr5S30oXXvlv4hvZN4SuNQCPQCDQCjUAj0Ag0Ao1AI9AINAKN8P+RB3+/th5oYZif9/2+tfaP4+PxD8Yx9niGmUAGD5AMtBCcViVUqqUQpgQ7tMpFfWH5qhWlav6ARpUit7f1TW/SmzJSBWnVRqWNKEpDglIMSUOCqxJhD2AGz8yZsWew99lnr/V93/t277Vsb+/4DI2YqtbGz0Mj0Ag0Ao1AI9AINAKNQCPQ3jZ7vyTsdYrnnn6+X37pxOghQx/biQ25US4kdUwnMRPtepqJyRJvObxx6vM//1+67xGMQpyiMGCFkbbX9sK5ItAINAKNQCPQCDQCjUAj0Ag0Ao1AI9AINAKNQCPQCDQCjUAj0Ag0Ao0oLK5Ke4FE2ml3F7417ZsL2nsVyl67EMKltJfe1e6uqaa0yAXpHREhhPfqpqpVlYiQmSLoRtNtJ5IIIrxPN8tC9yJzkMkyT4YhZKa99I6qkpm6medFdxuGwTAEjShsUEgkBiSdrmgE2l64FD7ECuVSe68WSKS7CYVyVSK9o4tlsZNJpnd1UEgUEoVoKhhQSCzIpoO0F+2uulkWItBEkOmKbiLttbsLbyuisKBQSKSlGHJFJwvSzukbPPPUC33rtXJ4EERbtm0cD03b2Xq9VlVE+0B0GGq05KyGM6KspmON7bjoKEc16mmWmRaDabwhT1707BOvePLx192cXrWuN11Hc47OhgMd5Wi5Yxru9erysE9/7j/ksz9B3hdyRRS9EGmJlUaYDM71yk4j0Ag0Ao1AI9AINAKNQCPQCDQCjUAj0Ag0Ao1AI9AINAKNQCPQCDQCjUAj0Ag0Ao1AI9AItKsCYaddFS6UnXauqLQTSaARaAQagUagEWgEGoFGoBFoBBqBRqARaAQagUagEWgEGoFGoBFoBBox4wQLHRjpgV5jQNoJe4FAFMpeIl1bjXYpvK3sJWGnUWgUEmPbawQagUagEWgEGoFGoBFoBBqBRqARaAQagUagEWgEGoFGoBFoBBqBdq7oDRYEgU4ikUQgxXNPP98vv3Ri9JChj+3EhtwoF5I6ppOYiXY9FTFZ4i2HN059/uefd98jGIU4RWPEQI802qWwF2gEGoFGoBFoBBqBRqARaAQagUagEWgEGoFGoBFoBBqBRqARaAQagUYWFhTSpbCXSDvt7sK3pv2ROvxLCqWQCOn90juqyHSpXQrnSishlVbzorQ0kKGXIgYZITIkOoimg2ga0RTCuSSaDu7cnuSYVsMgBhIdRCO8rZAuVJXu1t0iwjAM7maaFtvtqRs31igkEgOd3tWuCufKpSR8iJW9stfeqwUS6b0KiXCh3F1alsUwDN6rm83ZbF62Do9XOlt2qiCbCqJCIdExGNBBopDoJoNlacuyiAjDMMhEe59uquwEIolAoO21u4tCEQvKpbQUQ67oZEHaOX2DZ556oW+9Vg4PgmjLto3joWk7W6/XqopoH4gOQ42WnNVwRpTVdKyxHRcd5ahGPc0y02IwjTfkyYuefeIVTz7+upvTq9b1puuoMt0ZB9ntsO6Yhnu9ujzsO3/8P+L7fxL3h2EkGkWkJVYWpNmAMNI+vNpe2Omg7DXC3uBcO1c02rkkEK6pIk4xY6QHeqQHOr0r7AUCUSh7iXRtNRrhmwsaZa9RSIzteusZi720E0En4VyK555+vl9+6cToIUMf24kNuVEuJHVMJzET7brqKOUthzfOfP7n/ob7HsUg5EIUBi1F2WvvF66v9K+uXRW+dW0vXGrv0+Guot1dFIou1bNpmszzFmW1Wlmv1whvvXVqtT50eHDkqrTTSaARaBq9UM04INA0oukgnAs0Eo1As9SiF+fKuFp5V7fuFplEubDMs+5GiQjDMBDh0minXRX22l4Uyl67NCB9aLW98LZCuSq1dDfR7i4KhcZinmfLMolo4zjKTARSI6RGoBFSo7uIlEIj0M51aAsWGelfVrXYbreGYTAMg8zB+6W9QLoq7bRLUa4qtKXKkCs6WZB2Tt/gmade6FuvlcODINqybeN4aNrO1uu1qiLaB6LDUKMlZzWcEWU1HWtsx0VHOapRT7PMtBhM4w158qJnn3jFk4+/7ub0qnW96VqKmVhQLBhHX6xHfexzP81nf4p8IAwHRKDJwVYqBAYE0odXtJ0OCo3yfgMS0fYaYafDtbRgRtlLBAKJaBLRCDQCUSh7iXQdNco3l/5kKyxoe2Ev7QUS8dzTz/fLL50YPWToYzuxITfKhaSO6SRmol1XHWVx2+GNUz/783/DA49gFB0LURiQotFol8JeoBFoBBqBRqARaAQagUagEWgEGoFGoBFoBBqBRqARaAQagUagEWgEGuGPFv5/UC6lK9q7OlxqO+FcI1wVhUKjUCg0CmVvoI8w0izbWRWZaRiTxGIvEC61by5cWpAIdxeu6GZZWkTLJAZvK7RLhYEeaYRL4T0K5ZtLpA+tRiMQ3lb2CulCu5DeKxptL1wVhcKCsldo1ZPuBaOuURukIEMKYhARLiWNQFONat2LYdUo2+3GPM8yWa/XMgcXlmVrGEY0WnWhVLEsi4P1DaS7S4SdHgm0vUY6V5aaDLmikwVp5/QNnnnqhb71Wjk8CKIt2zaOh6btbL1eqyqifSA6DDVaclbDGVFW07HGdlx0lKMa9TTLTIvBNN6QJy969olXPPn4625Or1rXm66nGRONxpheq8c88rmf4Qd+ivi2MB7aCZZgg8aAxIBB+XBKGo2w00HZa3thLxHONdpeOleuo1m6gxlpL5EIDAgkhiacC7RL4VprlLtLe+FcO1couu0EIpCuo0XaYEHaG+wFAgPiuaef75dfOjF6yNDHdmJDbpQLSR3TScxEu55Kx2yJE4c3Tv3sz/9NDzyCUXScYUEqo7RyIRrhXKFcaAQagUagEWgEGoFGoBFoBBqBRqARaAQagUagEWgEGoFGoBFoBBqBRrgw0miEuwvvUS6VvdEfX6FclUjvau/X9sLbyl55V7SdZSKCaDvdWIigD/VmRROJAe39GjObDZsN86yXmW42m8mFiBBJRMhMmSGCj37UhXCum24yMSA5O+XgkBjtBT3TTSRVJYcSQxBNtJ2aVafMA+1ceI+yV94RaCmkRrS98OHWaIS98LayVy6lS2mn3UXZK8t2S7SIcCGiRSaZ9ECPdhqBoptANTnYa3uNRNsLhEvhXNGtl0msBhSKbnomE+Ed7b3apUBiFAYtRdOIRiBYamPIFZ0sSDunb/DMUy/0rdfK4UEQbdm2cTw0bWfr9VpVEe0D0WGo0ZKzGs6IspqONbbjoqMc1ainWWZaDKbxhjx50bNPvOLJx193c3rVut50LUVhwUxhvOl3+jGf/NzP8AP/njnuCyNlr7C1N2CFtQ0mH0od9Eg7lwQC4VKH92lva2JLtOvp0KnRhEDYSwQGBBKBRLSrwjVWdKERSKRLhaKbnlH0QhcWIsiRTNfTga2VcintJQKJeO7p5/vll06MHjL0sZ3YkBvlQlLHdBIz0a6jjtIxmeMth/ec+vzPPe/BRzGIciqUEhilFVK4MKNR2nU2iB59U+E9yl65KpH+eAqFthf20l56V7uqEYgJs71E0oFE0k2FnUS7VFjQ1Clf/4b+2q07Xvvyl3zpD77sja//oa986ZbtPLtzcubk9I7Tk9vOtpNlmi1d1KKDaGQYghhSCjLcOD60Oli7cXTk5kfudf9H7vPAtz3ogfvud3zzwGf/9e92cMSNG6wPRAQSibAX9gJLE0UmES50eFuh0CiXBiSSttcIwrnw4dVohL3wtkLZa1eFS22nw14iaVe1S21vpia2G05POTmZ++TkxOnpqc1mMs+zW7du6W610N2GYTCOo/X6wDBy733Hbt575IEHHnD//YeOjslBdNPNnbPFjZsDgUCjWebZne0d99x7pDUKhUK7FBgxYLTTaAQRLLUx5IpOFqSd0zd45qkX+tZr5fAgiLZs2zgemraz9Xqtqoj2gegw1GjJWQ1nRFlNxxrbcdFRjmrU0ywzLQbTeEOevOjZJ17x5OOvuzm9al1vupaCDqKLXszjA17ux3z3v/szfP9fdSeOIgY7icZsb4VBGWywINAINAKNQCPQCDQCjUAj0Ag0Ao1AI9AINAKNQCPQCDQCjUAj0Ag0Ao1AI9AINAKNQCPQCDTCTo902gnnwk54W3qfdi5RxAYLAo1AI9AINAKNQCPQCDQCjUAj0Ag0Ao1AI9AINAKNQCPQCDQCjUAjsDZbKe+XLoW9RLS9RiBcY0VP9hKBkXCpnSt6oWd6oWe6SAwjkQg0Ao1AI9AINAKNQCPQCDQCjUAj0Ag0Ao1AI9AINAKNQCPQCDQCjUDiAOl92rviuaef75dfOjF6yNDHdmJDbpQLSR3TScxEu446Ssdkjrcc3jjz+Z/7mx58FIOo2GoLEgNGF9KFEhaUlq6vEEb/78pV5VIi/fEVyh8t7XR6VyOKOMWMxECP9IpOGo1Go+ktt27p33/162595ev+xW/+nq999eu++Oof+NJXvuzkzdvmZRGdOlJKLUWnyNEQgxxXxhzIpkt1CzTCuQgZrYOz09s66KUsXbpmIozDIMfy1var7rv/hkceedjHHnvUJz7xqE9+6hO+4zse89GHPuLbPso4Cit7gUJjwIiY0Zi1Qrs0YKWMdhqNJhGJ8OHVrgrnCoVGeb+0V5jtJZ30Ckmh0ZhZJs7u8PU39Kuvvu6Vl7/gS1/6qld+61Xb7ezOnTtOTk7cvn3qzp07ttutZVkcrI9c6G4XMkfDMBiGwTCEyoWYDUM4Ojr0wIP3+djHHvHxTzzqwQfv9z3f+2kf/egND34b41pIhEsjEuFcaQtmFNreoIwYkHaaRARLbQy5opMFaef0DZ556oW+9Vo5PAiiLds2joem7Wy9Xqsqon0gOgw1WnJWwxlRVtOxxnZcdJSjGvU0y0yLwTTekCcvevaJVzz5+OtuTq9a15uuo440x8qFVU/ujA94uR/zmc/9tOEHnnZqFcNAYNUElmBwrjdEWRxYpA+jRLjUKHvtqnYpXArX1wpRM7UQiEKR7dKAxICRRrsUCNdUoVxoowWFsldIBAYMiHKu6CJZYrS4nlZmsZzRM+Fc2ksMRCLFc08/3y+/dGL0kKGP7cSG3CgXkjqmk5iJdh11lI4ye8vhPWc+/3P/uQcfwSAqW1uQSO9Ie6FcaO9IFBKFRCFRSBQShUQhUUgUEoVEIVFIFBKFRCFRSBQShUQhUUgUEoVECYV2VbiU/mjp/xuFstf2yqWkA+lSEROKHjHQI4VGofnS7+l/9huveuk3f9vvfOGLXvuDW7566+tO/vC249VN3SFztF6vHR4cG4bBPJd5XugUMYgYhBQx6G4Xuts4pla6qF50IdpeiQiZziVKVRElDGJc9HDb3Bvb6czp6YntdMcwtnvvvceNe9Y+9ac/4ZOffMxnv/97fe/3fpeHH0UK53ohjpCFQmPWFnuBxEoZ7TQajSCDCB9ebS+8rVBolL1C2kvvapd6QFJoNIp/+mtv9O+88mX/7Dd+y7/4rd9168vfcOfO1rRtPbcbRzfp1N0uZI6GYTCOo8w0z+VCd7vQ5VI02QzOlXne2mzPbLenltqiRC4e/vaPeuyxR33ssYd9+tN/xvf/wPf49KeJtTBisBcIOpybMHtHSQwYvVcqVZMhV3SyIO2cvsEzT73Qt14rhwdBtGXbxvHQtJ2t12tVRbQPRIehRkvOajgjymo61tiOi45yVKOeZplpMZjGG/LkRc8+8YonH3/dzelV63rTtRRpjhXKWJPt+ICXPeozP/7T/MBP2sSNGAaGJtq5GYmJ2hCph3tsfXiFS+1Su6rcXSJcT2vEvKEnoogiEEU4l0gMWGNFo10KhGuqsLjQBou0oFFolwYkBiSi7WyDdj2tEcub1EQ4F0QiMRCJUTz39PP98ksnRg8Z+thObMiNciGpYzqJmWjXUWN9eOBr3/iShx899F//rb/u278Do9jMrA9YGk22nWgEgQ7aNRZEnAkzwjta6A4Rg5CWpQ3D4PbtOw4ODozj6M6djaOjA9+qttflXGmTqsWQZIZLybyQIxEItsWwZqG25AGak9f1b/yfv+e3/u/f9Sv/8Ne9/tXbvnbrxOasHB3e6+jopoyVZWlDD7KdSzsd9hJJJ8Je2un0rigUEoVE2Ws7UXQSZa+QKmadk46FKBSKWFDE5M233lC9tV4P7n/gIx77+CO+7/u+xw//8A/5zJ+74egjwohgnqierA8DbZo3hnHt7GzDMDpYHbmw2RDJeiSD8OHVqJ6lENFo87IVGIaRbiKQdLDYiwHBGUYEii/93twv/upvePH/+A1feOUPvPq7XxGORR/KODDkkcyVjLWIpEK0S52uSleFd3TQzkXbK2JGEzNKmzHbTmfu3DlRPXvggY/41Kc+5ds//qC/9h/8ZY98nHvvE4J5YTxAUF0iy9IzkUIizUspYcwwRqlaDLmikwVp5/QNnnnqhb71Wjk8CKIt2zaOh6btbL1eqyqifSA6DDVaclbDGVFW07HGdlx0lKMa9TTLTIvBNN6QJy969olXPPn4625Or1rXm66tMTm9befoPl+YH/app/5T/txfYXwwSMzUgiISM70hkrzHEqM/qaa5rcZwYV7obqsxvKOXlhki6KaqXcgMEZSr2l4hEa6voVETPRPFMqFZr1CWaWtYHWLAiIFOGo1AIFxTM/Mp2cRIjBi00YK5yaARSASyEd5VrqfBuTrDQhVLM45UW5Y2rA/IQTz39PP98ksnRg8Z+thObMiNciGpYzqJmWjXU5mWre3ypvse5G/9t/+Zhz+OtZB0oO010S4Fwk4j0Ag0Ao1AI9AINAKNQCPQCDQCjUAj0Ag0Ao1AI9AINAKNQCPQCDTCuXBug8le2EskEmFZ2jCsVNnJYJ4ZR4RvSbWddC6cKxQa5ez2bYfHxxgQdNLOJRPLHYaBkzf1b/7ml/3vf+9X/Pqv/VNf+dI3LHN64P6HTVumLeHAOB4Y8kA3NS9SSE2HvbSXdjoRLqWdTjtRKCTKVW0nik6i7BVSoSN1OFcootDEjMVq3aZ5Y5rOzMvWPG/kwL333uMj9x36/j//XT77r33GD/35z3jwTwmBRLAUw0grF6aeDDEgXahmjBQ+rMpmOrNerQTONqciwsH6wIXtZrJeH5o3k5rbajwSQ3hXY+G139G//Pd/zYsv/mMv//bveuP1t0xbwoEbRw/QK+FAWGMQBhGD6KTaVeGKTlelS6nRYS8KhSIWlHnZGFeMY2qzadpYlklEGFazN+98xcc/+bAf+ZF/01/6sR/1XZ9BiqXYLhwdU1hqZiBdlVpVGXJFJwvSzukbPPPUC33rtXJ4EERbtm0cD03b2Xq9VlVE+0B0GGq05KyGM6KspmON7bjoKEc16mmWmRaDabwhT1707BOvePLx192cXrWuN11PxYDthsZw4AvTwz71V/4TfvCv2pwdx8G999LoBUkMdnpjJw+Q/qTqItJet+4Q6VKUS4Wk7fQ8i9Xom0s77fpaEMVgp5ULpb1XCiHppFFIBMI1NdMbLETqaTYvrWMlc0UMhnFU7i4RzrXrKTjbTFYHK3fT9uK5p5/vl186MXrI0Md2YkNulAtJHdNJzES7lmLr4LCMhxs9fsPP/tx/4Z4HqeiI3JqWrXE8oEc6hb1QxITSBh1E00E0HUTTQTQdRNNBNB1E00E0HUTTQTQdRNNBNB1E00E0HUTTQTQdRNNBNB1E00E0HUTTQTQdRNNBd+le7KW9EBHCIHO02UwODlY009RWq7AsDAPCt6TtVbEsC73IJJTuNo4HdNKYUEgkFv6vF/Uv/71/7hd+4Re88srvODq64f777xdGt2/fMQ5rq9WB1erAkKPu1h26W0TrKtkudbqU9tL7dHhXNB1Eu6rsFRJlJ4pOFaOuY3q0E4UiCgsx6y5ilkkOYZ63zs5OLTWJoUVOct0eefQhf+Hf+EH/zpP/ls/8WYxiabYT6yNyLGyUyWyrerbM4cbqAWHlw6ls5jvW4+jCXLMhUsaIMG+bJY2rgabPiDWaP7yl/9Gv/Kb//r/7Fbe+fMdXv/pV03ZxcHDo+PgeB+sjq9WB09MzOpC6wzu6woXocHfpik576b3a4F1RaBRRKOMqdC8oolHmeWuz2dgudxwerlTOtts7jm4MfvCH/qyfeOov+eG/8KDxiGkSq0M6EczLbDPfEcEwDA6Glaoy5IpOFqSd0zd45qkX+tZr5fAgiLZs2zgemraz9Xqtqoj2gegw1GjJWQ1nRFlNxxrbcdFRjmrU0ywzLQbTeEOevOjZJ17x5OOvuzm9al1vuraWiSGoifGGL+bHfeyn/jrf/WOMfyo6UtlbMKEwYMTauS4kColCopAoJAqJQqKQKCQKiUKikCgkColCopAoJAqJQqKQKCQKiUKikCgkColCoiikc0nNxEA0Us9bizauBhdqmWUHQ9JYFsbwTUXSg71EIVFIFBKFRCFRSBQShUQhUUgUEoVEIVFIFBKFRCFRSBQShUQhUUgXNsFkr7FgOxHdxjEcJYEBo3NdlHNFIEbCNVWm7R3DGDJXKJeSDjuRSG2v0AgM7VwhUUgUEoVEIVFIFBKFRCFRSBQShUQhUUgUEoVEIVFIFBKFRCFRSBRSB39YdJKYMSJRTQRrxHNPP98vv3Ri9JChj+3EhtwoF5I6ppOYiXYtxcbp2VesDu/o8U3/yy/+N46/DcMcYkJhjYFO2tuKmIhCIl1PQY+66bYTQYQrttu2XocL00Qmw8CyMIy+JUuR6V3hbY3GxLRlRKzR/MEr2/67/+sv+ZVf/uf+ya9+xY3DR9xzzz1W60FVqSqZjOPo9PTUMITM1N2WmnW3YQirYTTPs/Qenf7VhbtrV0S5qlyoPmC5V1vbK6JQRKFRRIlow5CGMVC624Xbt2/LZKmtkztfV33Hd3/fJ/37f+1zfvwnvtN4hEFMxbCehK12JhQG4SZWPpxKW7RFCKQQpqmpwWpImuWMITDy+hf1//aL/8gv/dLf94Xf/pqYHzZtDlw4PDy0Xq9N09adO3dsNhsfue+mC92LC92LC93twpBJp/dLV6V3dXhHR9JJlEuFJsrBwco0bUzzVncbx7RarUQEShW3b79lGNu4Tq+/8WWT2/7ijz7hqZ/6y370yW8nkWJBYRhbaCwCS5UhV3SyIO2cvsEzT73Qt14rhwdBtGXbxvHQtJ2t12tVRbQPRIehRkvOajgjymo61tiOi45yVKOeZplpMZjGG/LkRc8+8YonH3/dzelV63rTtRTJMDIO3PmGzbzy+8OjvvMn/2M++5O2881Y37iJUWPCBoXECofO9exDaVlMympcuTBPW6qMqwMUikaUd0W7FPSaCNdSpG2nDhqFdlVgwIAB0UUX3QRyQLqOFswoBEYM6GWj5o1ohoMV0t5ApJYWBIYulGspRmeY7G0nDlakvcaIeO7p5/vll06MHjL0sZ3YkBvlQlLHdBIz0a6l2Dg83NhMr1sfnfnbf+e/cvAgBqHOCOQhjUa7FM4VkQQagUagEWgEGoFGoBFoBBqBRqARaAQagUagEWgEGoFGoBFoBBqBRqDRKDvdCCLshb2wFy6FnW4ifEvOthsH6wPvCOeamlk2jEGMKP3Sr5/6O//D3/UP/8Gvev1rb1qP97tx+AnLtFJVMsMwhMi2LJN5mRwdHaiaVc+qFpTIFtEiBl2BdKncVZS9cinpRLqq7ES5qlzRa5Z76JWdKHttrxwcrszzbJo25mVyIdNOFYcHN0zbxTC29dGoaut08w0xnDm8yY997t/2Yz/xI/70nwk9iJPT2+65ucbWne0dx+v7MPpwKm2x9KKLYVjpJc1TWCUZTLdZHfLV39f/49/+B/7n/+kXffH3v+Lw8B43jh5ivt8yrfX/wx68QOt63wWBfn7/932/b1/OPjm5naZtmmKFQsAOyrWhgAxqABluTRXqYBcNEWd0dGl1xtGucS2vGWUURhwRL4COjIIoLBQZ5SYqQkSg0OCFJqRN26S5nORkn335vu99399vzt4bmsa0jivoikfzPGZ934ugatY6+r5ZrY8xEYkSUU5FOhWB5vma56jwrOaXRDXPl05FmqZJa6HrOq01JzJTZspMq9Xazs4OyjhvbG33ltuDy8885j2PvMuXvPEL/KY3f4nP/LU3mIrNKLbPITheHdvZGsw569pANWY0p46e4i1v/IZ6/JG0tQyizJvS91vGzWSxWMhMorwoKnTZm9skuxWRhnFHYdPPKtJ29mqctNbMOmO/qx3c5+47HnTn7ZfsjQ9b5L5rUbbesYWtxZLDJ6xq6dL2q9z2xf8Dr/s8upvCqXAqFrQdpQknkhqR/otXRYTnChmdEhrCVTkzF81VhUQR6Uw6FYmGAc21aWY6ogt0bGZz29IttpXewfHG9vbCiUBDODGhnOnQXIvWuIIRhW1sY0BnpDZUIZ2KhoFoSickZipdkypRSDJJDD0VREMjmrjnrnvrgfsP9C7qasepWNPW0olG7lBXBGchAAAgAElEQVSNmIhyLWqVlovmyuHjbr5l6Y//73/AK14Toqfr6RasjlEop1ohCAJVQaIh0ZBoSDQkGhINiYZEQ6Ih0ZBoSDQkGhINiYZEQ6Ih0ZBoSDQkGhINiYYsKpiTTKLR9U7NyTSLzbjyylu3CLJojVIiSlWJ6LxwqZxINJtx0lnoe8xIpPrxf/yYv/Pt3+e+H/sZB5fT9tYF5/dutr11nf3Lx7pu0FpTNcuaZE5ORHNVqpqJ1HWdrmtI8zybptS1BZoz6VSkM+VZ6VSkD6qGzqlqRHquciY9RyTV0Kgl1XlW+lBVpXWhqmSmrgvDMIgINRXVWa9H8zzqlwutsZlX5lyJfmM17bvuxsGv+w2v9+Vf+UVe/Rou72e0frR33VL4r1k6Xh/ZWm6hmSaGrlGYkRw+rf7qN/2/vvNv/X3r4+aG624xjZ3Kzvm9G13Z31C9rgtd15nn2TitVc36oZM5IUUrEU5FlBMRYa70fM1zVHiu5pdEIdKpaj4o0olpmvTdQtd1TszzLDOd6ITz5y+4fPmyE7vnd63Xa08+/bjt7cGtr77oX/38z2iLjS/4ws/2e/+Xr3TTRfYPxWp96OZbdoU056hrA9WY0Zw6eoq3vPEb6vFH0tYyiDJvSt9vGTeTxWIhM4nyoqjQZW9uk+xWRBrGHYVNP6tI29mrcdJaM+uM/a52cJ+773jQnbdfsjc+bJH7rkUZg/1cWC47w+HjYrHtYPtW1332G3nNHexeZN5QRSXRaFvoqXQqEP7LFUEmEbRGFfNM14Vhm1kZi4blForVMeNIQ7gqkSgikYSrGjqiuSbViCOWPXPPwYbYDRdezuI8sU0MRCMoZ1Jq0onQ0FyLNjhAYhtL9LVm/wMcP02sS1fURCAaOqIneqdqQrom1cy8IpBYLFicY7VmXexcx7kLEffcdW89cP+B3kVd7TgVa9paOtHIHaoRE1GuRW1e6uq8xx9/3N6F8pqPvdlqftJ6esZqvGKz2djduZ4aqAFNVBKzMKlINIVAIVAIFAKFQCFQCBQChUAhUAgUAoVAIVAIFAKFQCFQCBQChUAhUAjM0WQbzJmyNlo36/pSVjbjoc14xR/4g7/H533+60Qn1huWW2w2K60rfdejQ/PCpNkopZpLi0EfA8WVS+p9D1/2dV/7Td730FMee/+xvp1343WvtrW4YHPE4eEVu+dn03xkHEcRoe97XdeJCDkzjqMTrfVaa1prTmSmnEPFEoHyrCQS6VQU0pn0rEZ1aFQj0nOlU1GeK9GQmsm/zzRNFouF1pp5nlWG1pqqMs0bQ9eb51lVaN2gxWBW5kppMk7Hsq0drZ9y/salL/7SX+8tb/31br7IwZE4dx2a/2qtx5V+2NJcVUSxPuaBf3Wp7v/ZX/ANX/+XdXlOTUtRu7YX11n0e9aHs2f2n/byV1yw3hyZpsmJKqf6vrdYLKxWK6HzoSI6JzJIs+drnqOa5wpnSkit0pnmWc2JrutUkpnmeXai6zrDsDQMnSef+IBz586JCEertcViYff8ntXm0BOXHnPLKy44WD3l8sEjLr5yz3//W7/MW976WTQODuc4d74z51rXBqoxozl19BRveeM31OOPpK1lEGXelL7fMm4mi8VCZhLlRVGhy97cJtmtiDSMOwqbflaRtrNX46S1ZtYZ+13t4D533/GgO2+/ZG982CL3XYsqemO/bdEnl5+k5/I6DK/4OJeGl6tuRz/tW+baIkcnphikpqtUwdiajOa/VJnpRGtNRJimyTzPlsulrXPnnbvpVu957wfsX37a+Z1z9ra3jMdHalxbDJ2WI1FaJZFIpAwqmPUqmmtRq0lNh1prarjO2F9nXNxg++Zf6ZbbP52P+lW0vdCWtKVqzJhRCPToXKMqmVa0DfMxR0/Kf/tT9Z53/nObJ99t15GdbtSMWpFB6szRm6NX4ap0rWqVtsxyms16tdixsvTE4aTt3uTia36VV3zel0Tcc9e99cD9B3oXdbXjVKxpa+lEI3eoRkxEuRa1eWm7f7nLl/fd/LJzLl1+nyurx52/sNT6stqs9bFUBlE91YhECjNSRXOtKswtjTlqRvrUdSFrbbW+Yj096fe87W5f/TV30sRcdB3jNBKjoR+oQQWBQpg8V+/5EunENDV91ygU04af/clH6ju//Xt83/f+iMF5i+6Cna2bLPrrzevBesUQO3Z2B/uH7zYs0zAMqsq4mc3zrOt6fd+rDDSZZKacS0To+17XLW2mohqRnlVIpyKdSaeifFAF1aN5VnqOSM9KNCQaMWs2KB/JZjNaLpdaa6ZpkjN934sI07whU9eHri1kdSqbjCZnZpPFojflRnWTzbjv8pXHXbzlem9+82/ylW99na099MKJQLgqkWhoTpXnCv95KM8KVyXSmYbm31VSSPQU80QkrbE6Uv/kh/6tv/23/p5/+iM/4daX/UqR29SS3GbuqYU+Bl1HxjPG6UhmWiwW+n5hnso8zzJLa41qaM40VUWFbKW1piJ9UDXPFT68JiqJWSsfojlV4UREqAonWmtOVJV5LvM8Wgy0jpzZTDMV2tDr+qZislofOnfdYDVd8fiT77F3YeHOz/u1vvwrvsztn7ikE3PRdc7M6FDp6KnmLXf9H/X4I2VrsRTVTBN9N5g3o365kDV70VTosje3SXYrIg3jjsKmn1Wk7ezVOGmtmXXGflc7uM/ddzzoztsv2Rsftsh916KK5miTtofQNkfsNVbk1g0ePe5FW9hpK8tcG3LUpFkno+lqdmJsnbkR2VRLkU21FNlUS5FNtRTZVEuRTbUU2VRLkU21FNlUS5FNtRTZVEuRTbUU2VRLkU21FNlUS5FNtRTZVEuRTbUU2VRLkU21FNlUS5FNtRTZVPjwIkVRQWYKna7rZDCOo2lKOzs7hgu3WPzG3+rwX7zDu3/up5yPtRu2e3V8YJ42tra25DgRKYzCpCmkDEozR6eCyKZaimyqpcimWopsqqXIplqKbKqlyKZaimyqpcimWopsqqXIplqKbKqlyKZaimyqpcimWopsqqXIplqKbKqlyKZaimyqpcimWopsqqXIRky2Bg6PVsbYVssLLq+3rJc3ee2nf4Hhc76Y7ga686E7p1pvRDoT6NB5VjhTni/8kqT8okZ4wcqZkFQ604jmg8pVk1PRlGbEQjJdZr7M8ZO8+5311E/8gMf+9X32at+tN+0Yr1wWZicqSFQE1VSQQQWRTbUU2VRLkU21FNlUS5FNtRTZVEuRTbUU2VRLkU21FNlUS5FNtRTZVEuRTbUU2VRLkU219BFV80syaOV5uppstzKPs4NamrZutG/PpXnHxdd+kts+6/N55Wsj7rnr3nrg/gO9i7racSrWtLV0opE7VCMmolyTKrRcOhWzjImYkUQqRDUVTVTzrHQm0VyrKmitGeeVvktamMbQdc1kZf/o3X7fH/wtfstXfRZNaCinqo3CoJJECzJSs8bsTIelqqYhk2glYsJajb2oLUYkj75Xfce3/6C/9W3f6ZmnV177Ma9zeLARuaAG9FRHNaciiRmTZzXP13xYFWieLz1PlA+rwn+wKCqIooIopF+OVq5KNBnNqQq/JGsWrWkdVaOsWdWsNWJY+0N/9Hf41Ddcb3ePKUVaW2y5KmWWee4M/VJhs6awXCI4OtrY3V74/xU+jHSmecEK6UyguWqNUQn0GFQ14apwaj0fWXYp7Fg/1Sy3nLr/Jzf117/12/3wD/yoaey94uWvtlmXyAXVoafCmYYkZqTnap6v+Y+qgij/QSp8WFFaJdKJjOa5kkga07Sxtd0bx5VHHn2f173uE3zN73qLz/3Ccw7XYnePzJLzoX45kIPV5eYtv/mP1gfek5bdDaJ2mBmGwbg50gYyvHgqdNmb2yS7FZGGcUdh088q0nb2apy01sw6Y7+rHdzn7jsedOftl+yND1vkvmtSuKohqdGp6JTeFAOaMOmqhKSSaD5UoYKopiJFNRUpqqlIUU1FimoqUlRTkaKaihTVVKSopiJFNRUpqqlIUU1FimoqUlRTkaKaihTVVKSopiJFNRUpqqlIUU1FimoqUlRTkaKaClI40ZRnpSgqaK1Zj7N+MRinWRsWcma1WWuv/ETn7/lTvO8Jj/3odzl64Mdcv3nMhe2gDcxlU50IBiPW1IYqVczVdG2pgqimIkU1FSmqqUhRTUWKaipSVFORopqKFNVUpKimIkU1FSmqqUhRTUWKaipSVFORopqKFNVUpKimIkU1FSmqqUhRTUWKaipSVFORohoxiXmDol/Qb1uvw+Xcljd+tOEVr3PTG38bqy21fTFy64KjcRZds9XCehwNw+BEQ6A5kyjP1SEkmdSMRuuI5oUozAh0NZKTMz1tUFivZltbHfMRx4ecO2+KpctY4Pz6KeIy7/7pes8P/h3zIz/res/YnQ4s+plMpZmjc6JVCrMwOdPLIKqpSFFNRYpqKlJUU5GimooU1VSkqKYiRTUVKaqpSFFNRYpqKlJUU5GimooU1VSkqKYikZ6rOZEaQgWliXIqpBNNabVhvWZ7YHGT9292PNpeZuvVn+K1b/hCi4/+ZNqOuOeue+uB+w/0Lupqx6lY09bSiUbuUI2YiPKSa1OLzjSvdf0kojOOva4bzI7tHz7kbW9/kze/9Q10woeomImOJF3V/KJjzJoT4fIzxy5cd5OD/ZXWmt1zC5vxSOVoOVzHivUl9X3/4EHf+i3f5j3vfsyrb/toi2HPex9+1N65C+ipcCoK6VnNSz6yzNRa01pTVTJTVWmtiX7tscsPuOsr7vTVv+2LXXw5/bbQcXh42fb2ttYtHR+NxGBry6n1mtYxDET5DxP+HelM84IV0plAc9UaoxJoxokWWyJCJtVK1wqjGpf6iePH1d/9Oz/r2/7Gd3jsA8+47VW/0mLY8773fsDuznn0VDgVhfSs5tqVzqR/n62tLfv7+zLTTTfdZLVauXLlir0be1941xv8zt/36XRogjUNuXTwGF/9lX+4Hn3vZNleIWpXTAxDZzNd0frmRIYXR4Uue3ObZLci0jDuKGz6WUXazl6Nk9aaWWfsd7WD+9x9x4PuvP2SvfFhi9z3kmtQoHoVhHSq0qlIp1pvmkb9sLSeU98PxmK9Gs2v+hQ3fM03Yoef/8ee+tHvtH7wx9wYhxZbSypNU6gWukjNSJuomQoq0FPNNathWiPpB6ZyZeodb7/ceMNr3Pi6z7V1xxexfUtM41IszyvM86TreulMh4ZwIhVSU0g0BLpCTeRMNFpHNC9EYUagq5GcnBlovUL4RdMxbaYN5li6jGVxLp/gfe+oR3/s+zz9b37UjdMHvGw4ZnOF9YphW7XeFIMTXU2amVw7FR2aF0VQ4aoUknJVIdBUNKWXQmlCakUzU0mN1MSwcGXa8343ah/1erfd8SW2XvsZbN1koxf33HVvPXD/gd5FXe04FWvaWjrRyB2qERNRXnJtatGZ5rWun0R0xrHXdYPZsf3Dh7zt7W/y5re+gU74EBUzUeilZzWJ2ZkUmqeeftoN1190Yt7Q9ayPWQ6888cO61v+0nf4oR/6J647f5O9czd47NHLqjof9eqPsf/MERoVTkUhPat5yUdWVSJCRDiRmU5EBN3GcT7umcNH7ewO3v6/vc0XfdnHqiQGka5qtM4HlecK/45CoBD+0yqUM+FMuGpCOVFOhGkm9LqO1XFZr0cXzi383I+v6tu+5bv84A/+iKHfsXfuBs88vdJ1Sy+/5TaXnz5Ao8KpKKRnNdeudCZ9JOv12k033eTw8ND+/r4LFy4YhsGTTz7pyupJN9269Fm/4RP9kT/2m01JvxCCPMaGN9/1R+vR924s2y2idsXEsGg24xWtDzQZXhwVuuzNbZLdikjDuKOw6WcVaTt7NU5aa2adsd/VDu5z9x0PuvP2S/bGhy1y30uuQYHqVRDSqUqnIp1qvWka9cPSek59PxiL9Wo03fZpbnzLn+P8rWwe5R0/4Il//nfNj/ycG+LYYtnYbAiyG1SEihRS1EiWpqOaa1I0+oVxdaTLURt6WjOOZb+2HC9u9kR3s19z11fzsZ9BOx+GC2bbjmYWXdOjK78oiRmJhlCa1PySzlWFTKdaI7xghXAinarmVCGcmqfU9Y1IpKxZC+QBT72rnvyR7/Len/5hO8cf8MrlsXPDhumQ45nlUrWFKQYVtEpdzSJXKKJD82KoaKbWnOhrI2qmJgrRiE7GwmxQ0UTR1aTVTG1QbO04Pubx+Zx4+Se47TO+hE+6k+5mm1yEYUfcc9e99cD9B3oXdbXjVKxpa+lEI3eoRkxEecm1qUVnmte6fhLRGcde1w1mx/YPH/K2t7/Jm9/6BjrhQ1TMIlIJqaE50XyoVDVq0dBRzdEVdraR6mv/5Hf5e9/x/baG86o646ZsLffs7lywXpVLT162t3cdGhVEOZNIZ3oveWGqrdVwqN9KrTXvete/9nmf/7n+2J+42/UX0Ykp6ZeuWttMRyI6fbdE53i1trO16z8L5bnCVanMzoR57l1+au3GG5ZiVt/yV/6p7/y//76nPnAgYnDLy27VtS1PPvGMaWwuXHej9XpEo4IoZxLpTO/alc6kj2S1Wjl37pzMNM+z1pppmkSE62/a9a73vdPOdbNPff3H+tN/5ndZbjsRdczqkK/6LX+iHn3vaNldFLXFXBZDsxkPtb7QZDQvigpd9uY2yW5FpGHcUdj0s4q0nb0aJ601s87Y72oH97n7jgfdefsle+PDFrnvJdegQPUqCOlUpVORTrXeNI36YWk9p74fjMV6Ndrc9no3f803qcVtIvdZvZ+f/oce+7G/pz32c25eTNQKTbWlTetNEaJGfa1186iLBeWaVNFkbNlMoy43FssggixTNkex66k6r274FX7F53wpr/ts2o0x1znTYs8m2Qu/aKKKmJwKVzV0SkOTaAhXlTPhlyEpBLPml3TlTDm1nlK3aE7Mm0PLfk0dcfxYPf2P/qYn//WPa/uPeNlyY3v9pC7XLIOxaINqW6YYlCakvkZRGyqJhubFUNGsu8GJRa61GsnJB0UjlqYYZPRO9DlpNZIjrTMurvfoUafd9Bq3fvrn8cm/geUtdDdE2jK1Xtxz1731wP0Hehd1teNUrGlr6UQjd6hGTER5ybWpRWea17p+EtEZx17XDWbH9g8f8ra3v8mb3/oGOuFDVMwiNsqMwBK9KBQCwTQeW6/XdncvkNSaX3iX+rNf+1e94yf/lXk12V6es7OzKwyOjybjpiyXO87tXnB4eEyFU1HOJNKZ3ktemIqN6o5sn9v2yPufcOONN5trUlZ+9+/9Kl/65bfSi7mY6ymLRUNaT7OwsOh30DnTkGhINCSa/3QmzM4sKZQzgWAzHlkMg/V6kvPS9qI5eEb9pb/wg/76N3+7YV644cLNuq53cGUlLFy47iZVzTOXDy2X21Q4FeVMIp3pXbvSmfSRRIRxHFWVnZ0dwzA4Ojqy2Wxs7S70O+mxSw+Z8ilv+Oz/xtd93e837CDFk+/ld37Nn65H37e27G4UtcWchkUYN4faUFQvo3lRVOiyN7dJdisiDeOOwqafVaTt7NU4aa2ZdcZ+Vzu4z913POjO2y/ZGx+2yH0vuQYFqldBSKcqnYp0qvWmadQPS+s59f1gLNar0ea217v5d3yry3mLZZTtdsjBe/iXf9/T/+K75Pvf6cZdVBq7Xes2qDYIo61a6WtDdpRrUkVvY2FGV6NlS4zMMxH0W/R7/u3jR65/7ae7+Ou+nNs+id1XxdRusJo511ATMVPpTBKIhoZO6aXnawgvVFIz0dloEoEeXaGSaI5nqqdhK4+pS+z/QnnHD3vXj3y3raMPuGW3M/QbLj1BYhczWq9i2xSD0oTU1yhqQyXR0LwYsvXWbXBiqLU+1+TkgwKxlLEw69B0NWk1UqNsOx44Pqd/+cd7za/5TD7lc9h5Bc5H5ZKt82ZN3HPXvfXA/Qd6F3W141SsaWvpRCN3qEZMRHnJtalFZ5rXun4S0RnHXtcNZsf2Dx/ytre/yZvf+gY64UNUzCJWyoiGbQwiPSuoJBrThr6pf/g9D/qzX/vNLj0+62PLxRsuqJyMm7TZTHJu+n6pa0s0lZ4VhXQmnWloXvLhRYSqUlVOtNacqCpp1IbJ0/vPeNnNt1kdz1arlehnu+dnn/+Fn+a3/0+fbfsCuik4UiaEsECPDs1zJZrnav7jm7B2ZptqlGcFwqmaCDz6XvVH/vA3+Qff/c98/Mf+anvbWy4/9bTNera1taPFwvHxhurt7JwzjbMPikI6k840NNemdCZ9JH3fOzHPs2maRIRhGMzz7Gh1aNgZ7Oz1VuMTnr78sE/+1I/zjd/4h/QNIb78i/9cPfq+K5bdDcKSnAxDGMdDrQ+pR/OiqNBlb26T7FZEGsYdhU0/q0jb2atx0loz64z9rnZwn7vveNCdt1+yNz5skftecg0KVK+CkE5VOhXpVOtN06gfltZz6vvBWKxXo81td7j5f/xWB90rrZNzUZb5FPvv4p99u0d+9O+63r6+1qa2Zep6uqZvZdsxkawnqrkWVfRGPdFpUSLXYlxrOdKhD6o3dzved7xt8epP8vIvuJtXfzL9xajYETVR5VSkM+lUuKqhIZReopBo6BBeqKRmorPRTOjQoS9XpYpmlayKnY5lXmbzPn7iu+sXfvhvO3f8uOviyHIRjAcczzT0mNEPqm2ZYlCaZtLVLGpDJdHQvBgqmnVbEqmvUV8bcnSqnIme6GQspNCKUEK60t3g56eLPuYzv9j5Oz6XnZvpzlNbYTinDBJxz1331gP3H+hd1NWOU7GmraUTjdyhGjER5SXXphadaV7r+klEZxx7XTeYHds/fMjb3v4mb37rG+iED1Exi1hhRMMSA9l8UJEjrbE5Vt/4Dd/tr/3V77W9eJnzu7cZV6PFIh0dXlEZzp07b7FYWh1P1utRJcMwOBXlTDqTzjQ0L/nwWmsyU2aKCK01ESEzzTU5Xh+59dZbXXlmY57DPKWD1TN2zqV1Pu5NX/E5fuMX3eHjPvECXcZ6/YzlckA4PDyyu3sB4bkK4bkamg8qhF+mCWtnllRPoZwJp44P2d7inT95uX7f7/lj3vMLz/iEj329K/sr68Nn7O7sWAxbpilN00z1aKZx1nWdU1HOpDPpTENzbUpn0kfSWjMMgxOHh4dWq5Xd3V07OzvW48bjT1zyql/xCtEdeewDD5hq3x13fKqv+zO/Q9f4iru+0aPv37fozwsDORkWzWY80HVNGtC8KCp02ZvbJLsVkYZxR2HTzyrSdvZqnLTWzDpjv6sd3OfuOx505+2X7I0PW+S+l1yDAtWrIKRTlU5FOtV60zTqh6X1nPp+MBbr1Whz2+vdfM9fcbT1USbMyfVtYnqC9/0EP/sDHvvpH7I9PSNq1Ewi0mAyxBrF3KjmmhRNVhBNtU5NIzXpa0OlUzNuOO/g8uzRvOCWT/vv7H3SF3Dx49h7ZYgBHRrhFyXKmXSmoVOaGTMCA8IvT2FEoUOgc2bCjCnZbWuOHuZnv78e//HvdPTQT7r1fKePDatDEgMKMzq0pYylOXonupo0IzmhiA7NiyKYoldBSK0Ik6jETKVT1WgNgykGaWFsg8v9zXZ/9Ze68Gs+l5e9mm6baRGW5zAoZ+Keu+6tB+4/0Luoqx2nYk1bSycauUM1YiLKS65NLTrTvNb1k4jOOPa6bjA7tn/4kLe9/U3e/NY30AkfomIWsUE606OjegqFRPH+96g///Xf7Hu/55/aWd5iZ+tl5nFpe7G0Wl22vTWIaI6P1ua5LJfbhn6hqszz7FSUM+lMOtPQvOTDa63JTJkpIrTWRITMlJkWy6Xj9do00lrv3LlzMjf2D56w2J286xf+pa/8qi/x1V/zm3zMx+/QCS0xq5pEDGjOpDPlWeFMc6Y5Vc6EX4bEjERH9U4VypnJqe/6jp+p/+v//GuuXA433XCb9WFzfLR2bncp5wkhdKpCJn03WCwW1uu1U1HOpDPpTENzbUpn0kfS972joyNd11kul05EhMx0cHTs+utf5slLj+kXo73rmsOjJ03z2me94de690+90Vd82V/x6PsvWwx7QkdOhgWb8VDXddKA5kVRocve3CbZrYg0jDsKm35WkbazV+OktWbWGftd7eA+d9/xoDtvv2RvfNgi973kGhSoXgUhnap0KtKp1pumUT8srefU94OxWK9G022vd+Nb/4Lj3ddKBHos6pjxMTYf8K5v+hP2Nk/Y2lyymC7rpiN9HeuqKPQDetekSKakhYwF0bQuMDOvGCcGjNjZ88y466HNnls/6U43/bdv5IaPpr8QYofoFRKFQJNCopwJpTdjRmBAeGEKiUKgIZwpJFYzy47emukpfuHH673f/zcc/fw/8zHXN1aXtS453tDh/IKjDStc2GOTUmeOXkhdzcKGnJHEgOZFEYlEM7Ve6czRtEp9zVqtycmpQlvatD1H3TnHbdel4Ra/6nf/GbZeQSxpQ1T0ZoNwpkPcc9e99cD9B3oXdbXjVKxpa+lEI3eoRkxEecm1qUVnmte6fhLRGcde1w1mx/YPH/K2t7/Jm9/6BjrhQ1TMIhLh4MoV5/b2UKbVRr/YJZH83E8d1B/5w1/vnT/1kNtu/TjTZjCNnd2d6xwdHRiGEpVoaE5VeJ4oZ9KZdKaheckLUEH1KhCJJGYViSRG113Y8dPv/Bc+7fWf4H/+X3+7T/rU82JLaGjp6GhlZ2fHidXqyNbWwjRPNpu1ne0dZwLNmeZUORN+ebKIIFLOo8iQc9OiFw1rvvkv/3h9+9/8XvuXRtft3UINxnXquo6cnWloTlV4nihn0pl0pqG5NqUz6YXpTVOv60J0K3MemfKKvm/O7e7a2b7g0hNH1KDl4EwSMzE6kQY0L4oKXfbmNsluRaRh3FHY9LOKtJ29GietNbPO2O9qB/e5+44H3Xn7JXvjwxa57yXXoED1KgjpVKVTkU613jSN+mzQb/0AACAASURBVGFpPae+H4zFejWaX/Vpbvjtf4nFRym9RCHQ1cj0NOv3e/f/8/UO/80/8dEXZsvNExyt2EKgBvSuSTVRo1Mx0BamGJD6mskNfXI803fs3OgD621Pt+u86nWf6dxnfRk3v47+hpiy0ToTZgR6DAgTZmc6s97szIDwwszYILDlqhqRzGXstlQ4tbBmepL3vqMe+gd/zfrhd3jV9sbWvK/LDSbSVUkUFUQjeqmT0ZxoZi0njOTkVAxE78UxUSNBtl3rtrRpSyeW82hZh2I8ZoEVFZ0ri4seWW+5/mM+zcu+7Ldx/cfT3UAMMWtmZxoCHeKeu+6tB+4/0Luoqx2nYk1bSycauUM1YiLKS65NLTrTvNb1k4jOOPa6bjA7tn/4kLe9/U3e/NY30AkfomIWUdbHLJe9nEZt6Khi7pz4h9/zzvqLf/47Pfq+Yxd2b7W3+zKPP/aUE+fPn3Nl/7LF0HuOCs8T5VnpTDrTe8kLVEEtkLRRxUSMzjSF4+ON2257pQcf+jk33rLtj9/7+33yZ2xbHYut8wiOV6M5R+fO7SCRSpmm0dAPznTONKfKmfDLMm/oeqpSdKikerUhSn39n/5HfvLH3uXf/NwjhrbnuuuulzM5rw3DYJoSzQdVeJ4oz0pn0pnetSudSS9Mr2qptU60jTmPTPMxMRm63jBsG9cNvZadM0mMxOxEGtC8KCp02ZvbJLsVkYZxR2HTzyrSdvZqnLTWzDpjv6sd3OfuOx505+2X7I0PW+S+l1yDAtWrIKRTlU5FOtV60zTqh6X1nPp+MBbr1Wh+1ae44Wv+IstXU4jebDBhxgL9eInH3mH/+7/ZpZ/5/9iDF+hN77sg8J/v73ne9/1f5p/MTJpJeknbcGkJd1isxFalXgLo8bKbslpAkRiLe0QQ1gtSQQX3ZM+uuy7qCgt2ZUER1HUV5aogoLAnwIpgqBaStqTXNJlJZuZ/e9/neb7fnf/7Np2GtsEz3XPGWebz+SF3n1qyGNk/ttbN0Lsh1UCO1lojFsa2UJqQuhpErhgG+o6dWx0sO08eN4vb7rLzcb/Rra/9Em77eGI7xphbCWWjiu2gkxgoRFPCpHeiQ7g2I47RYbuSOsJENdXtSE3LpahLPP7T9eRPfa/jx37a7upJizxiOLI9nwnlVyvhREZDakUzUSM1UaO1mBG962OgRiey23bU7VrGNsK8lramI30ecDyxt0Xb89j+lr2Pu9e53/467vpMZneY2qmYUCgbDR26Ih68/6F69JF9vXO62rEWS9pSOtHIHaoRI1FuujG16IzTUtePIjrD0Ou6mcmRSwdv89VvfJ3Xf+mr6YQPUjGJCLIZj+kX1nKV2qz51z/05vrvvuGbvfPtS3s7d7ntlpfLqbO/v297p7fYavYvP63vt6jwIaJ8qHRV2ujddI0qtOplJLEkBmKlAjWnZmb9KZf3D80X4Xj1tDMvCF/+lV/s8/7Ll7oizNk/mJza65w4Xq5sbc0xOjo+sr21ZaOz0ayVjXDtCkUl0Vkbjwf9fObyU+q7/+6P+vvf/sOO9xdMt9jbOavrwnJ1QB3pF3OVHdX5EFE+VLoqbfRuXGkjXZte1Ja1GIlB1so0rWSmqmZ7tkt1aEiiMBKTE2mG5rqo0GVvaqPsjok0G3YUVv2kIm1nr4ZRa82kM/S72v7DHrj3Mffdc97e8Lh5XnLTDShQvQpCWqu0Fmmt9cZx0M8WllPq+5mhWB4P8q7PcuYNf4v5S8kRPd2Wpd4hAqfQD+/hP/6A93zft9p65pecmS/V6lhVaf2cam5INVAjhUBbyFiYoleaMJpJxiVdx2KL5NLR6HgKF7de5Oxrvthtn3kft91Fdyr2lwtt0ZtsLDBDGDCioZnMFDqEazNiiQ5bNTIdUUtaR7eFJA+59LZ65l9+p/f87A94yXxlrx8c7O+bz+d+LSG1Ss1EJTWiqJFoxAzN9TGQI0F1247brmXblsKsBrNc2qpjq+Nj5qdc7G51ePqVXvbaL+CTXkt/G91ejGYmlKsaOnRFPHj/Q/XoI/t653S1Yy2WtKV0opE7VCNGotx0Y2rRGaelrh9FdIah13UzkyOXDt7mq9/4Oq//0lfTCR+kYhIRrBoNxTNPHTv9gi0/+oP/vr7qy7/OLTsvdfvZT3BwqXd4qYSZxVanrHBoNu9MY0eFtSgqiPKh0nMlGpqbrlGFVg1JW8qYiNFazVUthC3TlHZ3dxwPz3jf+ce8/GPO+mN//PV+9+vuphNj0c8Q7O8vzebNYtEhXdVsNGtlI1y7QlmbRqroey5fUN/9nT/s27/1HzPcZmt2zvbsNi1mhuWh1bBPW+r7TsWc6qxFUUGUD5WeK9HQ3LjSRro2TU1zmakZ6UNr6cQ4jqapbM22qEBDEoWRmJxIMzTXRYUue1MbZXdMpNmwo7DqJxVpO3s1jFprJp2h39X2H/bAvY+5757z9obHzfOSm25AgepVENJapbVIa603joN+trCcUt/PDMXyeDDd9VnOvuFbmN9FDmi0bWPMXEZiGzvLS0y/wlv+lad+6P9w/N5fcvvpHfMYWS1FpRtSjRgoRCM6FXNTzJTmRIsSOVEpokTX0ZoaBk/lKU/e8ole8ht/l1t+w2vZuZM6E/u2tT6c6DFDGDDaaCYzpekQrs2EEYF5Toz7xEgXBKZDLr+rlj/3L7zrJ/+x7Utv98Jb5ywPLJeTxenbDIeHTlSgmmeFFFKr1ExUIqkkinJFEA3N9TFSA4FYGNrCKhYqmqjUFDnpt0551zOD6ezLfex9f4hP+a20F6g4FdFvmzQTCmWjoUNXxIP3P1SPPrKvd05XO9ZiSVtKJxq5QzViJMpNN6YWnXFa6vpRRGcYel03Mzly6eBtvvqNr/P6L301nfBBKiYRYThoZnOMCL7vH/9c/eW/+FflcteLX3iP44NeTgvTKsznc30fnrn4lCmPnbvjBY4OBzQbiYb0n6656dq1ckUiiXQiAzWnQmVnvrVw8dLT5ouws9t557t/2cs+5oX++J/8Yp//X72YTixX9DO6nkyOl4d2draQNpqNZq1shI9KTURwcHGwe2pGqm/9m//Ct/7N77KzeKHeGbO2p7cwjSWnQbRR6xKp9DKajURD+k/X3LjSRro2TVe9aZpUTrTS973Wmsw0TaVF5wOiZCSSmBBUj+a6qNBlb2qj7I6JNBt2FFb9pCJtZ6+GUWvNpDP0u9r+wx649zH33XPe3vC4eV5y0w0oUL0KQlqrtBZprfXGcdDPFpZT6vuZoVgeD6a7XuXsG76NxcuogUL0KmaWWKFH7u87tXXE8C4e/ufe/vD3Wywv2IsDW8tL+hzcsCKtlSsSDY1oSnM8pq7vVaZxXNnuQtueUZMceu+Y9jj3Ci/5tN+i+w2fx87LQjvjKBdaHzp0CAOVBKUZzJyYIVy7spHTJKaVNkceUYdcfpflz/xAvfv/+SGzp/6Dl+wk45JxZLGnqqmanMhoSnMipFYpTKISSaW1QDQ0NCpdV5FEUs2zKppJb2gLh7kwbL/A/tadXvJpn2PrN/8e+hcYh3m0+Z7WXNFMmgllI9ChK+LB+x+qRx/Z1zunqx1rsaQtpRON3KEaMRLlphtTi844LXX9KKIzDL2um5kcuXTwNl/9xtd5/Ze+mk74IBWTiCJ74wH9nH/9w2+vr/yTf8FwvO01n/25fv7nfoma2929RROqStczTYNxOjabzVR2PjrNTdcqdTU6UXo0qkOTNrZ3Ft77xLucumXXLbfsePKp94mY3HJ6z8HqSV//37/Bb/vcl7oiDo/Y2qZ1CO+XSDQbzVrZCB+ltDqezPsZE9/xbT9Z3/Ht/8TFJycvOP1S06pT1TGWqtJ3Td/35Gg5DLpZL8NHoblxpY10rbb7HeM4GseVE9E1rTVVITOF5gOiZCSSSGvVo7kuKnTZm9oou2MizYYdhVU/qUjb2ath1Foz6Qz9rrb/sAfufcx995y3NzxunpfcdAMKVK+CkNYqrUVaa71xHPSzheWU+n5mKJbHg/Gln+22L/s7xtldeieSSjQ0I4Zi1uhrZLrA6t387A95y09+r+39d7qz7ZtPR25EFb2hzZzoa9BqRQ42GtEZpqYttmmdaVjpa9K6JFcMIzu3esflUuc+0Us/5wv49M+nvyO0PWPMBDonBqQTk86od6JH51olUxEsqxONWaSoSzz9KO/4t/W2H/p2/ZNv8ZKtlWgjl47ZXXDqjIMnnrS7s+VEaT5YGJFkoqwFolN6U3RO9DVR6XqoaJbdTKs0ryNyIBFoveN2i/c560J/h4/9zb/f3mt+D91Zaiuq30UTNViLzqSZbDQEuiIevP+hevSRfb1zutqxFkvaUjrRyB2qESNRbroxteiM01LXjyI6w9DrupnJkUsHb/PVb3yd13/pq+mED1IxiUh5XFo39+M/+Ob6qq/4Bi3P+fRP+Ry/+POP2Vrs2dleyBwN46FhXNqazW1vb5vGcnBwoF9suSr92pqN5qaP1qgzUI1aUAtVCzSMxGBVB3Z2O2JluVyK1mtt7vhocrB8wt2fuuXLv+qL/Zbf+rGqxMVL6fSZRpCVWnNFotlo1spG+CgkBpWdyN4P/JNH6q/8xW9xdHnhFXd/hnf8ynvcunfaNA1qHHSNPnpVIccyTpO2mMlIG+nX1mw0N760ka7VoutVlcxUVVRzIoUToVmLciIjkURSDQ3NdVGhy97URtkdE2k27Cis+klF2s5eDaPWmkln6He1/Yc9cO9j7rvnvL3hcfO85KYbUKB6FYS0Vmkt0lrrjeOgny0sp9T3M0OxPB6sXnqv2//4dzrs79TQMC/UQI0I4zRj3jmayNWRW+eHXH6rSz/23Q7f8m/cevA22+O+G9HYFg66PSXsTIfmeUAeUTYC3Q7dQraFzNSMWi6ZjhiTbaYj3tteoHvZb3T7Z/0+3Se9lu0XxpgLfd8jMSGVZtJZaRpm6FyjGhmPab3jtmUKOiyWT7r0899fl/7dPxdv/XEv7C/qumQYmbDYoZurw0PRCoUgmg+oxESlD4ieNjPGzBhzrZjVUtToehjbzEG3pxntTReYBkYEGqvZaedv/UTxsnvd+TlfyG0fZzl2jmseu4uZXpJLJDEnZiaUjQ5RxIP3P1SPPrKvd05XO9ZiSVtKJxq5QzViJMpNN6bWGMeVrif0hmGm6zpTHLh08DZf/cbXef0Dr6YJgUJQSghG/u8ffay+8eu/yfueWLn7JZ/p/JPHVsfhlltOq1w5Or5kNg+LRW9aTaZp0rU5mkm5KtGQPlTzXM1ViYZEQ6Ih0ZBoSDQkGtJzNc8vnaggyvs1z5WuSs+voVHhA6J8qETz/71RMzkRuaVqQc3RMBKD2U46Xl42jAfm87mu37Jalsre9qnmV574GZ/9mk/0FX/qDT71v7iFJvYPJ7t7nYh0VbNWNgLlqvB+aaMpzxWelZ51ePHIzu6uf/Mjv1z/40N/2/n3lFPbL7I6amb9lijGaakZ9a1zYppKy143nxlzkpE2Eg3pQzXP1fxnqcLzinJV2kg0JBoSDYmGREOiIdGQTKm1pkUoRDWp0FSV0KxFOZGRSFc1NNdFhS57Uxtld0yk2bCjsOonFWk7ezWMWmsmnaHf1fYf9sC9j7nvnvP2hsfN85KbbkCB6lUQ0lqltUhrrTeOg362sJxS388MxfJ4sHrpvW7/su90OLvTiQ4LV+RALSl0O/ZXJRadwI6B6SnOv8Xln/hHDt/8w24dzptnajVRI5GED9JIV0USNqq5Xsa2cNT2ZLA9HZnnAXlE2Qh0W8apWWZzYt7KrEOtMLDCmYVxte2t+3OLl322l/3OL+Zj7qU7E9o2rdlIZZKYhNKEpiHQENJzNSfKRriibFRSE9EZo+mCyAPe/fP1zn/1nd7xU9/jU8+OdmdL9lcEbt2T+0eOjka7d5zl8iVXhasKSaW1aOhoc2N00pxIsxxEjT56aSNd1QhUI2yU90tjWzjobtWkvfEppiUTGjouzO8Sr/gdznzug5z5ZAe1p+siXNGNzNqAEUnMiU5p0kZDFPHg/Q/Vo4/s653T1Y61WNKW0olG7lCNGIly041o1HeTcRx1saNsGcZO14WpPePS4WO+9hu+xGs/91OcPjcLsbS/v7R76hbTSF+87RfU133NN/uFn3uzuz/mlVZHZf/ykb29MzJT5oi0FukDqqHZaDYSDelDNR9eItGQaEg0JBoSDYmGRENq5YM0z8qwFl3zrKrJiVSiEk0Xcy2DKCSSSBSRMkcb6UPUnNxCbyORRNlIG4nmuZoTGT4K6VmtmtRRzVokkigk0lUNzYntnc473vUWn/EbPsY3v+lPmJ9GL7S0HI/M+200ylqgilA2wlogEqmcaFJz4vDo2M72lobl6kjVZHsxk+NCG3nireovfO03+amf/DkvedErDcsmcmFv74zDw0PPapU20kaT4YpmI9GQPlTzn6dEs1aBRjUbzUZai0QSZSNd1ZBoSDQkGhINiYZEQ3pWKzJo1WT4NaSrmuumQpe9qY2yOybSbNhRWPWTirSdvRpGrTWTztDvavsPe+Dex9x3z3l7w+PmeclNN6BA9SoIaa3SWqS11hvHQT9bWE6p72eGYnk8GF/62W57w5tM85d5VudEUkkVMVPBhEAnqSW5ZHyXd37n19l5+lHjE+92uk3me3MuPelgKLt33mo8PNRlExMShZb0FKIa1VwX0Ywxc6KrSdRIjSgbQfREU5oTIalEqtYcdzO6sJ1pGMrlYUc794lOv+YP8Wn30b8oLq+a7V1rORzo+5UWZVmdMW6VmGGGzkCljU7piJCooivCFZVq4qhr+o75NDI+yXt+vt79fX/b02/+cZ/04lPy8LxWKxlNBqURKSp1laIa5SOrtBbNRiOa0pwISaVrFo1KasSEtBauaESHpqJRTUgkmbQ5u+c8+cQTbpsfa3sznlk6dsUdL3PxzCe540u+ntnHOG63WxI9FuhHVwy0IBANzYmyETbiwfsfqkcf2dc7p6sda7GkLaUTjdyhGjES5aYb0ajvBuOYOnvKjmFsun4ytWc8c/iYP/Vnv8Af+mOvcf6Zp+K22/fQKT3JhXerr/kTf9dbfuE9IsLp06ft7++bzWZ2dnZcuHDBfD73/HrXLm2ka9WktWo2mhMZ1jJTBRHhREWKCCeiGlOvVUMiiQlJTERqjary4VR2orbRI5FEIW2k52o2mmdluH4qTMds7Tb7x2/3e77g1f70X/7dnrxw4PYX7sZyODSfbUlNK2uBKkIh0VkLRCIVUnPiaLWyNd8SKOQ4mPWdixcvOL37AsNT6s9+1d/3Ez/+U170wrvM+h37l1cyQ9cWKpsPiLIxuqqhuXGljWatOmvVuyqtxWgtCmmj+XWrQpe9qY2yOybSbNhRWPWTirSdvRpGrTWTztDvavsPe+Dex9x3z3l7w+PmeclNN6BA9SoIaa3SWqS11hvHQT9bWE6p72eGYnk8mO56lbNveBOLu304VSUifETTeZ7+GU/802919PY3e/HWpL/8HtGt2FlYPbNvttVTIaZG2Qg0KohqlBvS2HoH/ZYuOFWHrFaGo9Gw8xI793wun/J5fMJr6c7G5YF+wbylzpEcLjPbcewWE+bo0RmoEQ0NMxUME5nMgq6hkmiOGjGyVed58t/X5R98k4NHf8rt/b5uuESEimZsnSkaUjNpNeoqRTWquW6iIamRmpDWAoGYKU3pnWiVSDLRLIfO4swZji8yjWyf8p4jZnd9mhf83j/GnZ9F9xKXLWLEAttFDIiBrqM1zycevP+hevSRfb1zutqxFkvaUjrRyB2qESNRbroRjfpuMI4pYk/YMgxNNxtN8Yxnjt7qjX/pAZ//ez/D9mlxfHRka3vb4QFdU9/4F77LP/uun3br9ovdeuutlsul/f19t9xyi52dHZcvXxYRnl/v2qWNdK2aFFUIJ0pDcyKjiQgqVPgwmsgegUISiSQKifSsqnCiqtCc6JSr0lqktWquajYaFZ6VrVw3FWrF9qnO+WfeJrYv+fKver0/+Edf7XiVsdhtfrUoBLKsRfiAcEUqpI3j1aGt+Y6G1TBa9HNrxXig/vY3/Wvf/Ne/y+7uKS964ctdOH/RfHZKZVPVUYGGJMrG6KqG5saUSCKpZqO3Vp2r0lpMNpJIqqGh+XWpQpe9qY2yOybSbNhRWPWTirSdvRpGrTWTztDvavsPe+Dex9x3z3l7w+PmeclNN6BA9SoIaa3SWqS11hvHQT9bWE6p72eGYnk8mO56lbNveBOLu304VSUifER5wPgEb/0Z7/iJf+TwV37WC7tn3BLHLI9JtBmtEWQj0aoX1YlyxYR0I6pohuq0Rh9JlGk5ujgtDGfuVnd8qjs//49wxz30L4iLS7YWM4Fc7ttaLJSZRENIKlE2Ag1NFq25qmzESF7imUfr4Ke+11t/7Lvd4YJzZxdceC+zGdHLmJmiCTSTViOSaq6baEpzIowYUT4gQkajehm0olVSSSVVZNLN2Dplf+w8Nc5t3fUp7vzNv49X3kt/B+1sLM0UevSJKYmka0TzfOLB+x+qRx/Z1zunqx1rsaQtpRON3KEaMRLlphvRqO8m45Ci7QoLw1i6Pk3tgksHb/fn//KDftfv/QxbtwjB+SdXbrtt7n/7W/+yvumvfruXnPlUc7eapslqtRIRIsKJrutkpufXu3ZpI12LVoR0VVNONDQnoutVFZpUqkpVOVEZ+jZ3VSGtRSJFBJqqUhloqkqVKyZ9tyQmHyqsVbPR0Kiw0ZAyEOV66ao3Tke2b+E9T/6S2+7sfcvf+Z+86OWd+bYQVHi/FJq18n5poxHWCunEiFImnd44MWu9w312tviHf+9n6n/+xm+3uzjn1KnTLj5ziZpbLHYcHqycvvU2x8crG0kUEkkk1dDQ3JiSGFE2gmpoaJ4rkUSibATVo/l1qUKXvamNsjsm0mzYUVj1k4q0nb0aRq01k87Q72r7D3vg3sfcd895e8Pj5nnJTTegQPUqCGmt0lqktdYbx0E/W1hOqe9nhmJ5PJjuepWzb3gTi7t9OFUlInxENXJ0mf4yv/xjfvFHvsOp8292bnza9tExezscHtN1xllv6Jopmi7DYuy1TGJAuiEVJht9Rz9DujyMjmLL0fYd9j7hNzn727+I06+U7QVxZKZDj94VNSDRENaieY4qIqxVU0omXVuRT7F8Tz3949/rsZ/6517ivDvnxxycRxIdZqrNlF5UCklORFoL10c0pSkhFJJIpApUk9E8qxWtkkoqqYlFk/ujg9mtLvQvsDzz8V7xO/5r7vlN1B6LM8ECzVohE0kgGtE8n3jw/ofq0Uf29c7pasdaLGlL6UQjd6hGjES56UaU+jYZx0m0HWFmmFLXj6a46NLh2335V3+RL/my1xiWYrbNpad55BfeV3/uz/wV0/HCbtyh1ZZhGMxmM7u7u46OjhwcHFgsFiLC8+tdu7SRrkUrAq3IQDXPqmhO5FQyXNGcqAwfLLreVelXa62hIVQGmspAE1a67jJtieYDqiGsVUNDs1ZhoyFlIMr1ksNoNgvdgqPhacfjU17+8ed82995o/kt9HMhEhMSDR3VbIxEUTMCRQXpxIjB8XBo0W8LW9rURPLIvz2sb/j6v+btb3nKXS/8OO9+93vN+m0vfvFLPfHe844OV26//Q7Hx8c2kigkkkhr1aO5MSUxIG00G0E1zxGJspE2GjVD8+tShS57Uxtld0yk2bCjsOonFWk7ezWMWmsmnaHf1fYf9sC9j7nvnvP2hsfN85KbbkCB6lUQ0lqltUhrrTeOg362sJxS388MxfJ4MN31Kmff8CYWd/twqkpE+EgKxyu2uxXxXt76b7zle/9X2+99s5fuFEcXmdA1q8W2o25mit4s2R1Sm0bahHRDyiSTMem3mC9kX6YaTHnksC1ciLPu+IzPs/c5X8otn+BwPBNjFxaNWDHvlhjQET3REU3ZmMZR14iGQqYxJ62baS5y8RH+44/XL/7YP5NPPOaTX7grpsucv8h2MHbEjJhRPYVKaiKSloTrI5rSKQ0pwxWlwq+SAl2lqCQTRY10WGx56zMLR7d/mk/6fX+CV76a9gKDRbSgc0UO1GgtEDOiUY3wvOLB+x+qRx/Z1zunqx1rsaQtpRON3KEaMRLlphtR6lsahxTdljAz5ErXj6a45NLBO/yp//ZLfNEf/WyaqJGnz6vXf+HXePqpwd7WOavLZW/nVlVlGAZd14kImanrOtM0eX69a5c20rVo1UQ1rUJGuSpVNKRpmkSEaiGiExEiQkQ4MWVai/QB1WyEqqAaGtWhUT2CWIp2SYslGtVsBNXQ0HyICs/KVq6nyEnfN0fDkVtvPeWZ/fd64qm3+bKv/EJf8afvEz3VVUSsMKJHR/XWYkBSC8+qIJ0YTI7MNMxELdSKSPVHvvCve8svvsup+Rlbsz3ve99Tzpw5a9Zvu3jxsltvOevw8FDXdTaSKCSSSGvVo7kxJTEgbTQb4cMrG2mjUTM0vy5V6LI3tVF2x0SaDTsKq35SkbazV8OotWbSGfpdbf9hD9z7mPvuOW9veNw8L7npBhSoXgUhrVVai7TWeuM46GcLyyn1/cxQLI8H012vcvYNb2Jxtw+nqkSEj2TEEok9S6Z3qZ/5p979E//A7nt+3unuiIbGMNtz3C1M0ekz7Y7HIkfCjStHMskidox9r2YlYqmvY6tiOdv1jvGMF/6mL3Lmt/0RZi+zqu0Q9EkzYolG9ERHNJOrGkLK4VgYRdcRE+OT/Nvvqbf/xD80nn+XF93SWxye161WLIKx0GOGGXoqqaQmImkI10c0qqkIhQwqKO8XJYqQWqVWiaRQiCJGF4aZw9s+3Z2v/gL9q/4A85e4lC2iscC8kEfUQCA62kLphV9bPHj/Q/XoI/t653S1Yy2WtKV0opE7VCNGotx0I0qtMY6pa3MRnWFa6fpRxiUXD97lz33tf+N1r/9UmhDqgiwdQwAAIABJREFU6//8/+mf/l8/4vTeS02rzt7WKX3rVJXj42Or1UrXdba2tnRdZ7VaeX69a5c20rVo1YucadVkJJJIlIpEipZESpTJc6VUKtJzVENDUxnohJnQoxeaiE6YVB0QI9VsNDQq0FyVRNlIVzXXT5p3zWq1ouvNZjNHy32L3fLeC7/kb3zLN3rNbztHL7RjjOgwo3prsbRWC2tFBcIVgyH3zdpMWJAzhxf4l9//9vq6P/+/uO3Wl6iJeT+3tdgxDJOnL1yyu7vn9OnTnnrygvmit5FEIZFEUg0NzY0piRFlI6xV82FF2igbQfVofl2q0GVvaqPsjok0G3YUVv2kIm1nr4ZRa82kM/S72v7DHrj3Mffdc97e8Lh5XnLTDShQvQpCWqu0Fmmt9cZx0M8WllPq+5mhWB4Pprte5ewb3sTibh9OVYkIH8mIfTRXDNyS+9QT/OT3eMePf7sXjO+2HUcUGaeMsZB6zWDuIjVgQTU3pBqZBqLRTsnWTC2Fpb6W1nYX3nEhLW//TC9/9RfoP/l3cerloW0rhCsqibTRiGbChLLRIcYjXRuoAw4v8s6fq6d+7E0O3/4z9vpy5tRMPn1Bm7DbWCZtQfSYWcukihqJpDXC9RVNaUqYGmUjlDDqKoWkUN6vyda7pHOhO+tjPucLefUXUC/1tLPRFkzJqcY8kUcYaGgzk4VJM0N4fvHg/Q/Vo4/s653T1Y61WNKW0olG7lCNGIly042pNcZx1LW5iDBMg242Spdd2n+Xr/36r/L7/8ArXBHf8/d+sf7aX/02s/42O/PbVfbmHRefvqDve7feeqthGBweHqoqXdfpus7z6127tJGuRateTFtoSGIiRhUTMRIDMZqMMkdTrkzTZJoGmSlNurkrCuEDqqGh2VrsUr0wFzHTYiaiEzo0OQ2iXNGoQKMamquSSGJCEiMKQfVoro80DUdm/UI/3/Xud7/Xx7/yFS48/S5PXXybT/7MF/vOf/BnmKENoa3QMKN6a7FEUttOlPcLVwzSsWlM06qzPT/lXY+qP3j/n9HnOfN2q66V/f19p0+ftTxeiejM53MXzj/j1KlTskYbSRQSSSTV0NDcuBLpquaqRPNc6aqG5tetCl32pjbK7phIs2FHYdVPKtJ29moYtdZMOkO/q+0/7IF7H3PfPeftDY+b5yU33YAC1asgpLVKa5HWWm8cB/1sYTmlvp8ZiuXxYLrrVc6+4U0s7vbhVJWI8JGMWOK42A22EsuLHPwS//57veVHvsOds32745F+mpG9tTbQLlurGdW7IdXINNA3ul1aJ6s0I3lIlhM52/X4wdx4+yf5uN/+h/nE30J/e5idNYW1zomkEEyaEYcT844O8zzU6iLTMzz68/XEz/6giz/3fV5xW2c6umw4PLR1ekFOXBrZ7jFT0SudKMJEjdRorTU010dSaS16Fb0pQoUrShh1laImV3Xopc5Bv+uXD5rP+LzXi8+8j72PY/aSODZzMLLdsyi6Qi6JgQja3NJMYYbO84sH73+oHn1kX++crnasxZK2lE40codqxEiUm25MVWU2m8mprIal1ofZnOVwwaXLT/iar/1Kr3v9K1y+yOfd9xVuOXWnCxcmW91ZW1s7cjoWRteud+3SRvpIpmnSWlNVZrOZ2Wzm+PjY8fGx+WxXy21hJtok2mg2p+snq+Gyg+Uzlqt9XT9ZbPV2Ti2cu+M2L3/5S33sx36sO150u+2dmTZr+m7uxOHhoWeeueTC+Yv29w+97a3v8O53v8fjv/JeB/vHthan7OzsUc20bLZmp1X2IjrHRyvDkE7t3mJ7e9tyuTRNEzERIyZiRUxINJEz9K6PFG0SOmGL6lUx1qGpLsruvNfe98n+0v/wJfRCjKomw5Dm821ZtDYgMUNTPthouTywtdh1tB+251192R/+G/7Dv3ufPu+ws33GanmAtNF8ZEkUEkkk1dDQ/Oeqqjyf0KxFOVFVrkoRnYgQET5YJVUlGlXlg0WEiBARpmny/1sVuuxNbZTdMZFmw47Cqp9UpO3s1TBqrZl0hn5X23/YA/c+5r57ztsbHjfPS266AQWqV0FIa5XWIq213jgO+tnCckp9PzMUy+PBdNernH3Dm1jc7cOpKhHhIylpWSt9zHXVjEtmPeoC5x+x+o8/6t99///uk2+b27n0FJcucuYUMZiOlrqtYOqp3g0pEhOR6JRe6UWFqKKSacWsp8298yAcnP1Yr/zcL+bTfyf9i2IZZwzYQu+KGslU3dwKR2jIYXK6O2B6gvf8Yr3zh77LpV/+aXcvVranfSqRSCR6WpPRpFBBVOmMokZqsjFDc30kNdjoiF62/5c9eAG39b4LAv3+/t+31tp77XNPTpq0TdtYaBuKoIChEaFAIc7ghYE4g+CAEvMUfBREBxX1GaCKE8XxMjKiosEb9caMIyOIAoJDEQgwghqwtEkv6SVNmpNz27e1vu/7/ebstSmhkrQ8ZXgOh/Z9m2OpGeV60Fxz6gTD5PKlAyfP3SIWJ/3UO6962e/8Mjsf92rOv4Q4Jaed0C8VxjWLmWM10ooIo2ataZih84HF/fc+UI88vKt3i66WNmJFW0lHGrmkGjES5SNuTFWl73uVDONadMzmrNaXXN17yte/7mvcc8+tvu51/9wPveHH1LStb6edO3O7S09f1HUDRh+63ocuHUvPJTNtb287sre3ZxgG8/nc1taWvt+yv5tCZ9an0cr+wUUHhxf189HyZOcld9zmZa94sVfd/Yl+wye8xJnnOVasDlnsIDyjPKM43KWS9z7JT/zET/t3P/AGP/3wzzo4OLQ1P8v6jO35WeNQum5me+ukSxevunp1z+nTp5FEEgMxYCQGIqkmcoHe9ZHEKHTCljBT2WStZFw1xSXbJ3d97Z/9Cq/6zJfIFG1u4/LlPafP7GBEoUNTfqEUmisXD506seXb/+GP1d/4q9+u1mf1blFjp3UTMaJ5bkmUY4n0jIbmV7OqUlUiQkR4n6rSYqaqZI6qSkRoXWitaa2JCJlpGlNmOtJa01qvNaZpIkpVeZ+IcCQiZKZfsyp02ZvaKLtDIs2GpcK6n1Sk7ezVMGqtmXSGfkfbfch9dz/qnjsvODk8Zp5XfMQNKFC9CkLaqLQRaaP1xnHQzxZWU+r7maFYHQ6m2+9y7rUPsrjDs6kqEeG5JQYbOZNDafMOSV3hwps98YZ/6tJPfbcXHLzDiVPJpT0GnOnQM6GaG1G1NLZUrfQTrYKaq5opC1Ep2sh6n26kW3iPHdPzP8YLfvN/x8f/NrvjiyPmcwsMe/u2+4n5XMXCpYO17Oe2Z8xN+sN3s35X7f/b13v7D3+Hl55uZvtXxTTYCATCNSGDjKZQkcKkMwqTMFKNmlHNdVEjNdiIngiiV0EYqYlIitU+/da27szzPH7hwKrtuPk3vsaJT/tibvsYdOjDUHRbVIdmIxAIRkyY0DBD5wOL++99oB55eFfvFl0tbcSKtpKONHJJNWIkykfcmLLo+15VGYa11tHPyjDu2du/5M/9L1/v3LktX/qlf9BN526xPuwst29yYnmTJ598yvZ2YPSh633o0rH0XGazmdVqpbUmIkzTpOs6rTX7+4dO7Jy2HtdYGaYDB6tLTp2e+dRXf5JP/6xX+bTPvpVwrJgmWkfM0KiRKjLJTK01XUf0KBSS9SHzLRtPvYfv/M4f8P/82x/zMz/5pBq3LLdPWcxPmMYw65cWi23jOFmtVihiJAaMxECMaGLaRu/6SJmjiNBiW5hpFcoo68DUrri4+zafdPfL/K1/8NWuXuXkTUIwZem6oBDpWCrv09BEUiMXn1D3ffHXevubL7rt/CvUemkcS7QR6QOK8oz0/ppfzVprMlNmigitNa01mWmaJi1mjqWNKO9TNen7XlWZpjJNk0obEZ2I0vc9Ud6nqnzYqNBlb2qj7A6JNBuWCut+UpG2s1fDqLVm0hn6HW33Iffd/ah77rzg5PCYeV7xETegQPUqCGmj0kakjdYbx0E/W1hNqe9nhmJ1OJhuv8u51z7I4g7PpqpEhOdUyTQhiYFpMHZbdNsS80ze81Me++5vNn/Lv3br7An2RxI7SzV2QlLpRpSNg1kiLaZJn42aqdo22hEV+lozXqXtsdVZrctbVzPLOz/Viz7zS3jp51rVqWjTYNa7ZkQzZqk2V9HUcGjRHbL/znrvv/o7nvpP3+sFLjjlkDGpQCNc01SjNBmpIlWkUMQojFqVMKKJnFHNdVEjNdiIRnREc2yiRmaNMR0eYOeccXmbxy4NTr3wY7zw87+c59/tME6ZyegMjCvP6Ig5baaCAYVCIDBD+MDi/nsfqEce3tW7RVdLG7GiraQjjVxSjRiJ8hE3piy6rlNVpmkUrXRdGaeV1XrPl3zJ7/GWtz7iR3/0R1U289kJXdtysJ/61un6RPrQ9T506Vh6LovFwlNPPWU2mzl37pxxHB0eHmqtKZOD1VU7p7bsH1w25b7PfM2n+P1ffq87Xs7hHq2jX9DmCM8Ix8I16RnNRhUZcqIFGjUyDrRGN0fyI9932T/41m/34z/2H508cc5ifsrhfmmxpe8XKsNGjMSEkZiIkWoiF+hdHylzRNNiJqLTqiGJScW+bHuevvp2f/mvvc6n3fMCWaLmdD3rcTDvZjYiMSjp2ExUb7XHoucv/Jnvqm9//Xc7tbzNzuK88TBEdMZaE0UFUT649P6aX826rjNNk2matNZ0Xae1Zpom0zQZ1qPWhb7vdV2ICJmjaZpkjTJTi17f97pupus6EZ1KG8O49l+rKlXlSET4NatCl72pjbI7JNJsWCqs+0lF2s5eDaPWmkln6He03Yfcd/ej7rnzgpPDY+Z5xUfcgALVqyCkjUobkTZabxwH/WxhNaW+nxmK1eFguv0u5177IIs7PJuqEhGeU2FdWNMf0KUyd1BLo2aJfjzg3T/s4vf+FRcf/i6/7jQWM3W1p2aiTUg3omwczFyTFtOgz0bNVG0bYkdUqPWu+XawusCEnXA55y7Mzpme/8k++n/4WtrzWC5DNHTG9Vq1udl8jpH9i0wXqv7Tv/NT3/mgc8PjXnx+xpPvot9Bh0Y01ZpCBhWJJFKYkJoR5UggsqOa66JGarDReqLzjIkaadRAnDzvSi49eql308s+2Yte83m8+JOM85fYJbawZST3mQYyiZ7ZklhYIx0LdAh0Pri4/94H6pGHd/Vu0dXSRqxoK+lII5dUI0aifMSNKau01hAyUwTRSuXaOA5ue/55jz76ZrfddpuLFy+bz7Z03dzu1UOnTp0yjmu/PL0PXTqWnktVmaZJ3/daa1arlWmabG9v29ppnrz4qHVd9omf+Bv83i/93T7l1TfTkSNtjoZA2JjGUSpdF1prcppElGjNsXKkMlUR0QkdEZRnJLlm3Ge+5Hv+5aP+yl/+ZpcvDna2b7a/W7a3TlMzNMeSSExEiiJygeZ6mWp0pAkRnU44EkXFqJ9Prh485fT5zj/7F18vO7bPiDFH0dFVb6ONWCkDmrBNzdSKt71JfeHv+qPmccapnfP2rqzsbG1brVai7xxrSB9ccyNprZmmSVWJCK01ESEzZSZSRIkI0QoloogUEVprqkplyCSzTNMkJ6rCfL4lIhyJCEeqSlWpKq01v2ZV6LI3tVF2h0SaDUuFdT+pSNvZq2HUWjPpDP2OtvuQ++5+1D13XnByeMw8r/iIG1CgehWEtFFpI9JG643joJ8trKbU9zNDsTocTLff5dxrH2Rxh2dTVSLCcyokCm2PNqCXth2OnXlHn8jH+S/f6dHv/4cWl9/sbO2b7Q/m/QwT0o2oGmNLR7pKUa7pVc1MMbexPjQ7sWD3olyldn5Jv3DhyuBJZ5x65ed4wad8Ls9/Kd2JGA+a/sQ5G6s9ugPGi1Y/+C/qzT/0HV4433MmLxsuPm52cpv1hJ5oRMjopZ8TqVUSk5CiUoVfoIlCuU6SmhBEr6KpIKSoERPSaGY9v9l7hh37p17mY3/r7+HO34Kz9mcnY8BO0BvJFTUQiJ5YGM1MKAQ69BJJ9YQPKO6/94F65OFdvVt0tbQRK9pKOtLIJdWIkSgfcWPKKhGB8IyiJlWTYVypSrNZZ2try/7+vvl8SydMU6ro/PL0PnTpWHoumWlnZ8fBwYG9vT07Ozv6vnf58mW7h084fevg997/eb7oi15j+yQ5MaKfkVUOV1d0s2axmGvREMr7NOHn1GQjvJ+cUus6NDKMY6Lp+6BQXHzPnrPndxxc4nVf+7d93/f8qJvOvojcNg1zdFRDQxKJdKRlj+Z6ySoiRaVopRWhE9VEhPU42Dk99zNv+jF/+s9+ld/7ZR9nIHSDftaJbDbaiENlhRB2yAWD+uNf+c/82+/+Sc87+2Kyc/XSRc+/7bynn76g6xcyXNOQnltzrLmRVJXnlpY7c9O0tl6vjdNa5ojUutAa8/mWaZqMwySTiE7fzc1mM103t3v1UGu9iNBa8z5VpapEhF+zKnTZm9oou0MizYalwrqfVKTt7NUwaq2ZdIZ+R9t9yH13P+qeOy84OTxmnld8xA0oUL0KQtqotBFpo/XGcdDPFlZT6vuZoVgdDqbb73LutQ+yuMOzqSoR4bkUsmiIKtqIkWpY2CisLzO7zJt+yM9897eqd/ykl++kPlZMieaGFelIBaXJaEitEKl1PZmG9UiE2XyuMo3DYNg64617W176m3+7rU/+HG56GfNbQmzbWF+inuLhH6x3fu8/Mj7xRi85v2TYNV58Wr+zICcE0atoSiejITWlVVKJtFGNcE3vWCJdP4mmojdFqCCqdNZCouT8pLdenAxnX+YVv+3L+LjPor/Vbm7FrCMwQ0imFblm1qM36kx6hUCPzjU52Ggdmg8k7r/3gXrk4V29W3S1tBEr2ko60sgl1YiRKB9xY8oqRyKaiFBVqkoTolE12d5e2N+9Yrnctn+wK6Jsb2/b2zvQ+gXVfOh6H7p0LD2XzHTixAmXLl0yTZPnPe95dnd37e3tue1FS1/5Jz/XR33sLW59/sKRaUJXum7ChFRSCeOUqkJ0vS5mmiY8IzNVTaKViBDCkXEaTWPpupm+771PToMa93TzBevOaq9ZLHr/8p8/7Jv+6t/3nnftueX8i8gtaobmGelIq+Z6KtdEUgMmXYTIJqKnelmNvuwdvtfp5zXf+m1/yulbWSxFSZHNRhuxrxygCSfIbT/8/U/XH/vKb7Rot+mmbVvzhf3di06d6q3Xh6bsZQTViPSsqqE51mxU2Ijyq9kwDLqu03WdzDRNk8zUdZ2uK4+/5zH9jPm8t9ia63taR1WhrNeDqlJVVBMx06LTWi/MVPZam2ut6bpORDhSVarKr2kVuuxNbZTdIZFmw1Jh3U8q0nb2ahi11kw6Q7+j7T7kvrsfdc+dF5wcHjPPKz7iBhSoXgUhbVTaiLTReuM46GcLqyn1/cxQrA4H0+13OffaB1nc4dlUlYjwXCYcINAX3UA/DfQr2pqGWLq8v3ZieUqXV1z4wX/s8k/8My/c/Q/m60tET83ckCrJtNFtGRsVKWKtN9joOVgxdid03dK0GszHtUWfdByM4dLiVtt3fpYzn/6F3PJxpjgZ0/rAvNvjjT9Qb/muv+PE0z/jlp3iwpPMGmfOO3zvE7aWaK5pSqf0MppWtEoqSdckGno0orMRA9J1E03qTNErTUZqUl8DMcqJ9fyEvfmtzn/8Z/OaL2X+Ik9OZ2I24xS6dE0Zp7U00XcqeoXUOdKhQy/JiUwCbUY0H0jcf+8D9cjDu3q36GppI1a0lXSkkUuqESNRbmyJhkRDoiHRkGhINCQaEg2JhkRDoiHRkGhINCQaEg2JhkRDoiHRkGhINCQaEg2JhkRDoiHRkGhINCSaI1nlSEQTEapKVWlC68I0TVarA+fPnfXUhSft7CwN48pisRA6qyEda0g0JBoSDYmGREOiOdb88iWSSJQjrULqrdejEydOODjYM1s0/ay87bGf9cpf/3J/+nVf4eNehd5GZqkYdV1gUibraaW1pkWv6dGk0DRZyBARWvMLpKqSNerazPtrnjFSB0wT/YKaMfXykH/9XQ/763/t9Q52F9q0pLapmSjHYnIkqrluKmidqkkYlLUmRYTIGbEw70+6eOWi+TKt670+47/5WK/7xi+gF3sHe3a2d2y0EYdYYYZTDOqrvuzv+vF//1bWZ4yr5kUvfIGrV56yt/eEs2dPWw8hdT645lizUWEjyi9POtZsVDjWkEQ5lp5dOtbQ/LwKFeVwtW8+b/pZZ6pD6+FA1lrfN7N58xs/4ZXOnTvt9hc+3wtf9AI333TOfAvJmNRUDtcrVy/ves+TT3jH297hrW9/zLve8W5PP72rxoXWbenbTNcWQo9eZUMjyzOSmJBEUg0NzQ2pQpe9qY2yOyTSbFgqrPtJRdrOXg2j1ppJZ+h3tN2H3Hf3o+6584KTw2PmecUNLVAIFAKFQCFQCBQChUAhUAgUAoVAIVAIFAKFQCFQCBQChUAhUAgUAoVAIVAIFAKFQCFQCBQChaD0joS0UWkj0kbrjeOgny2sptT3M0OxOhxMt9/l3GsfZHGHZ1NVIsJzmXBxVbYXocc8iRHtgNgnJqNt2U6asF1Yv9P0w//E42/423b23ub0bKZVoiFtlGdE2qhGuKYpVDRRhKTSdVFJJhrd3NhCxSRipa/RkUwOktg+I2tu3D90ZmtOjPK9l7TzS0/uliunX+4Fd/0O23f9Nk6eZ70OVx+vR//pX9Me/8+eHxcs2iFXD5njxFnTlSu6rYlwTVM6FY1qApGoRFLNsR4NHYEYkD4kQWk2IkW5Jr2fat5f2ihEb4yFjE4oXY3CJKTC2DpXxs7lOOPX/Zbfyav/exYvtnZT7PbbjpwpWiaBKBWdCRMOp8Gsm2lo6KSukioq0Wgd0Xwgcf+9D9QjD+/q3aKrpY1Y0VbSkUYuqUaMRLlxJRINiYZEQ6Ih0ZBoSDQkGhINiYZEQ6Ih0ZBoSDQkGhINiYZEQ6Ih0ZBoSDQkGhINiYZEQ6Ih0ZBoSDTHml+a9Ix0rHlGQ6Ih0ZBoSDQkGhLNL1uFioYUsSIGzUg1kXNlYXXAmZtu8o53v9W589sO693OnC/f+m1/wc23oiH8V9Kx9P6aI4XQfHCJ5gMZV/QzxJoYUZi7+NToXW8/8Me+8hs9/vaVFz7vFab1zNXLV5w9fcKUB4ZhEN0CzXVRHTVD0VbEmhgcaTmT5taH4aabbnLpyhOqu2z75K6//rf+jJe8cmYaM2Ieoi9TrfURximZtvQt/MeHrtYf+P1fZ1Y36eKsPrY1pRlVHKJM1dB8cM3//5IYbVRPdVSPhsBEjMREjCj/tS5Ka83ewVpOzc6J0zLTej1abM9c2n3K1nap7tDgkvPP2/aq3/zxPu0zXuVlL3+J8+ebjUKgECgECoFEQ5HJk48feOe7LviB7/0RP/7jb/Tozz6maydsz282rmailk5snbY+nCyXS4cHVw3jvp3tZjVcMYwHzp292f5BUDO/SJT3l55dc91U6LI3tVF2h0SaDUuFdT+pSNvZq2HUWjPpDP2OtvuQ++5+1D13XnByeMw8r7hhBRVEUUEUFURRQRQVRFFBFBVEUUEUFURRQRQVRFFBFBVEUUEUFURRQRQVRFFBFBVEUUEUFURRQRQVRFFBFBVEUUEUFURRQRQVRFFBFBVEUYHqHQlpo9JGpI3WG8dBP1tYTanvZ4ZidTiYbr/Ludc+yOIOz6aqRIQPpDwjys9JYnJktV5bzBdUY9gn9piu2Pux7/HT3/ttXjl/0nz3XWZbS6Ks9vYstubMF4bLT5vNZ4Rrmopm0svoTNGLSoscRI2ui3JNohGNoCJFJSbvU9EpvdQ0tEoyHRmqmZ252ZO7k6cPwys+5TV8+mu4uuvSd/yfVk+/w3Lat5V7ZnlADVTaCEQjAs2x5ucVCpFU84xG+DnpQ1XRDK2TQVeTzqjlhHSsUZ2NakRSSRWVxLZpeasn3vu0W5apP9G4eJEJp09a1UlvPjjhzt/6RbpP/Xzmt6h22oGtmDBWORMhyrGwUUjvrzkW0kb5OY3wAcX99z5Qjzy8q3eLrpY2YkVbSUcauaQaMRLlxpSOpQ9fvRtWhYqGFLEiBs0oslFzamFr64zHn3zCLbeddVjvtXX6im/621/n7C2jk6dnQnPdFMqxlqba1WJELyztXu790Pe/xQNf/y22utusd4lqdra2Xb70pLNnz1itS0ZzXVRHLmy0A2IgBiKpGTU3rjuLxcIw7ql2le5pX/yln+P3/cFXU8L2ZLQSEWoKfduSA23ka7769fXD3/8zWp3VWeratqY0o7JWJqlHc30kMdioGdVRc4RjRayJiRgxeUZzZGs2d+XKVa2fO3XqjKnSwcGBqUbVRtn2DbXrFa98oXu/4LN9xmffaXmCAdNwaHux5ZeiqlSV1pr3OTyYzPvOsOKhH3mnf/z6f+knf/xN5t15O/3N9nZH506d9+QTTzixXNpedq5cfsLJU1t2ljPveNe7LJfPo2Z+kSjvLz275rqp0GVvaqPsDok0G5YK635SkbazV8OotWbSGfodbfch9939qHvuvODk8Jh5XnFDChsVPnxV70hIG5U2Im203jgO+tnCakp9PzMUq8PBdPtdzr32QRZ3eDZVJSI8t6TSRjTHmkKioTK1SGpgtUfvmsn0+DtdeuMPes/3fLNX3jQ52LtitX/JmXNnWe9bXdm3OH+K/X2Eit4UTepkNKUJaTFNokY3oorewcjy9FnDMLm8u+fcTee1F7+YgwNPv+lNFvOmq0lfo64GUWtqotJGzIje9VDRrLpOBX1OOmstC+lYQ4dGNRs1UklNtIVVfxPRWayfYtyjoRhq6anZbW551b26X/9ZvPgTVXfGbkV0ETqpmfQ6ofmVFPff+0A98vCu3i26WtqIFW0lHWnkkmrESJQbUzqWPnz1bmQlUMJITJp0JHJGNf1sy95q12JZVp72v/1soUlPAAAgAElEQVSN/9mv/00zejImTed6qpFoaGmYdk21sui3hSXZGPin/+CN/vyf/Zued+bFomZqCNO4tlgsjFPJaK6L6qiZjVgRAzHYqBk1ExbW68Fiqxmmy9bTe9z6wrlvefDPOfsizDLSWiCnThczkp/+D3v1xV/4h52a3645pdVSi7mopA2iVqpSxRzN9ZHEaKN6qqN6NCSRxIQkRu+nGnrrw7JYLMwXvWHctxr2RbemW1vnVZ/6Gb/J5/zOz/Kpn34TjSmIRjQb4ZcuM2Wmvu/9vGK9Yt4j+ZE3XPZ3vuWf+KmHftZidsbNZ26ze+XAuJ6cOnXCou9cvPSUcVo7d/Zm+4cTmg8uPbvmuqnQZW9qo+wOiTQblgrrflKRtrNXw6i1ZtIZ+h1t9yH33f2oe+684OTwmHlecUMKGxU+fFXvSEgblTYibbTeOA762cJqSn0/MxSrw8F0+13OvfZBFnd4NlUlIjy3pNJGNMeaQqIhHElqYFxhJIoaufqYC9/xvzt4+0+w/5Tzy7CoQw4v0zCbMZWKmTF6JRwJJaSuUhTKjSmawynM5lui9dbTZBjTJESEI/Ou6WrSjLoaRK2piUobMSN610UwtqbQGUWlqLIRofRKL4VWDalVUYmRYJ3MT51i9xLrgRMn7O/xdJxz4qPvdubzvpyTH8XsJkNsx1DMG70RhQ7Nr6S4/94H6pGHd/Vu0dXSRqxoK+lII5dUI0ai3JjSsfThq3cjK9dEinJNamUjqqlIYtJvpScuvt2f/Nqv8Plf9FH0HKxHW8teuL7Wh5P5oiNS1mCYDnXdTGchx07nmpGv/orXe+gNDzt94lbrA+Zty+HhWpv1rpvqqBmKWBMDMdioGTXTdzsODg7s7Gw5HC6YXHB59+1e9w1/xO/4ok9gJsTKME5m/dLBVbYX/MU/9x31j/7+v3Ju59eJOiFyIaIXNalYi1qpStoCzfWRSCKpHo0KPy8KifSMZqM6qre3O/qoj/oob3nrz7qy/x4f/fIXeveTb3bibOer//iXu+e33yExFvMFFQwDgtmM8IFN06TrOu+TmTJTa01rzaVLTztz5pxKVgdszZB833e921//pr/nrW96txe/6GVW+5Mrl/acO3WTiM7u7q7l8oQhJ7806dk1102FLntTG2V3SKTZsFRY95OKtJ29GkatNZPO0O9ouw+57+5H3XPnBSeHx8zzihtS2Kjw4at6R0LaqLQRaaP1xnHQzxZWU+r7maFYHQ6m2+9y7rUPsrjDs6kqEeG5JZVEUR3hmqaQfk7SooQJEzlgpCbyMhfe5B3f8aArb/vPXnQy7ew/oQ1XmAerYt7LWBhjJjXNqK9Bq4FKzNDckKLRzRyu12hmW9tCZzWOSrNYLAzrQ82k1airSdSaKmokGjFDc12Ea1JFCr9ANRXNpFc6Fc2RKELqKoUJazUNYuaaoO3Yqx1PHC6ceOmr3PJZv5sXfDz9zXSnYgpaEa7JgUr6GZpfSXH/vQ/UIw/v6t2iq6WNWNFW0pFGLqlGjES5MaVj6cNX78aVSMd6KrRqNmIiVrZP8R9/+t/7E3/6D/myr3q1aaJbMiWtJ1xnWbTyPiXRlJBD6Bu14nCXL/j8P+XSk2zPzmvT0jQFXRLluqig5kjaQKxRNmpGdcKWnJgvOvuH77VYDi5debtP+uSX+Uvf9FUWN5P2YxqbWb8lD3nH27J+/5d8tRxO6aaz1JbIhSNRk4pDUWtHKuZorp9EovnF0jMaGhU2qkdna+ucCxeecvJ0bz095creYz73d326P/CVn+fmF6Aji9bbKKzXqe+a1hE+sGmaHOm6zi82YnAkp9DaFsXqgDokim/4utf7wX/3/9q7nJ5/20vl0Fsfhlm/7fDwUNcXMfnQNddNhS57Uxtld0ik2bBUWPeTirSdvRpGrTWTztDvaLsPue/uR91z5wUnh8fM84obUtio8OGrekdC2qi0EWmj9cZx0M8WVlPq+5mhWB0Optvvcu61D7K4w7OpKhHhuSWVRFEd4ZqmkJ5RU+lbIpGMK6aBPskrvPuN3v49r3f5jT/k5SdWFnmJK2tOuqaXsbCOhSN9Dfo6JAcKMSN6N6zFllqvDcNE3+v7OdEZp5KZWmtC6mrUTBipiUo0okNzXURSE5JoCDSlN0Uno0m9X6hJrVKr1OwTIwfkNnv9Oe9cnbL9ok/wkk//Ql56F+0m7MQUaHSFCeMBs0Y3I5pfSXH/vQ/UIw/v6t2iq6WNWNFW0pFGLqlGjES5MaVj6cNX78aVxIAgF9Rcqw4TbSW7q/aHxz3/xTv+8f/xDbol+wfM5mW2CGPSd66jRDoyTYGmdeEXCkxruuD7vvPNvuaP/K8W7XnOnbzD6rCINVGuiwqqJ5IYiBGFoHpqJqdOi56YrMerlicmU112sHrKN3zjH/Vpv+OlDldXYmvrlBxo+LZv/dF64M/8Tc9/3scwLMltkTMiqTUxaAYiZS3QXF/pWBLpWCGohoZGBRrVHOusVmwtm8tXH3f6Jv7H3/c5vuCLP878JHqGcd9sHkjDNIlY6NrCkUuX9pw9s+ODqSrjOOq6TmvNM0aspMGwHoVmPj9JzUjWu3TJN3/Tv/J/ffv3GQ4XdrZvNRz0cppZLBayDojJh665bip02ZvaKLtDIs2GpcK6n1Sk7ezVMGqtmXSGfkfbfch9dz/qnjsvODk8Zp5X3JDCRoUPX9U7EtJGpY1IG603joN+trCaUt/PDMXqcDDdfpdzr32QxR2eTVWJCM8tqSSK6gjXNJNjhUAWMY36vlFJDlTSihzIqzzy773l37xevf0hL9oZzPqB1T5dr2JmjJkjfQ0iV2TaaD1mblQ5rLStBdEZ16MxS+tnWjeTmSJCoJm0SoxUUmUjOjTXR1IDkuiJTulN0SlNRZOaI006EpVCovR1wHxkn91Z571xq90zr/Sxr/k94mM/kzpDfyLGQNK7JjEMxETf0XVE8ysp7r/3gXrk4V29W3S1tBEr2ko60sgl1YiRKDemdCx9+OrduEZiQCOX5AI9Rrp91T/tYHibv/eP/pIXvfSU+UkODndtb58wjvQ9wnWUGFDGsad60YggmmvSNB3ou4VL79135vQpf+IP/l0/8G/+s3OnXqHGmbIiynVRgYYkJiSRVENPdSp7laFMWjfp52sVuy5ffY/X/Lcf73V/8T7dMsPUKK4+xR/+Q3+53vzwe837m3V1glqoDCKFQbSRGESUnGZorpsKojASiUI61hBUT3VoNqrZiHT67EkPv/EnfPTLn+9/+po/4NX3LOk4PJi0+b75slkP+6ZK2/MTmLt69dBi64TZLIRfmnEctdYcmabJka4ve3tXnDyxjUKiqSoRW+SMCcn//U/+i7/457/F7uXeS174sdaHnUuXLtvZaRg9t+b9Nb9qVOiyN7VRdodEmg1LhXU/qUjb2ath1Foz6Qz9jrb7kPvuftQ9d15wcnjMPK+4IYWNCh++qnckpI1KG5E2Wm8cB/1sYTWlvp8ZitXhYLr9Lude+yCLOzybqhIRnltSSRTVEa5pJsfKscCUdGhRQqIcyaKtrxAX+dk3ePt3/12LS29x6+kmn35cmzXHGhITNVIoxIzo3ZjSuL/S78yYzRlG05haPxezORVyHIkSRUiM/j/24AVa18QsCPPzvt/3//++nDOXZHJyTwiCrKGCRgJx6g3b1UGrQXBwYemSBeOIKCKlGqm6KAjiYHW5WhVQQazIxaJSEW9gUapVmVWXVjoiyAyBISZMkpOZOWefffb/f9/3vj1775kM00ymS3F65iR5Hl20c5FIN0fRE4oYsVI5Wgw60qnoEkpq0UWUcyVMjGWauDy+wvSKX+yuN7/N/lt+A+tXu7pdxXpvFFg14Ya56IVABplEejHFA/c92I88fGR0ydAHzsSW3Cqnkjqgk5iJdmsq58pHrtGtayYmJHVAbei1zh3DFT1e9mm/4rW+5o/9duOFcu3qex3edptaQvXaOCThJpqxRdL7TjW6qSZyZ4idaZmshgt6u/KOH2v3f95XePI9e17/2l9oe3JEtJumg2gUiig6MdKDITd2u0lE2D8YTfOR7XTFetPGgyf9uW//g173C+5wdLniwm3pB77vHf0Vv+9Br7v0iY6P0tCHupNOooStyFlkiQjLnEg3RQcSRUzEQswoJJ0Y6JEekM6VUz2ceOraz3jtx7zc7/my3+HXfMbLaZZg2ENOluXYMAxONcIGg5ZOTnb299ZeyLIsuts4jp7R3U5FBMo0n+jaWa9XWEzzzmCQ44HrT5b9w32O+d7v+Qnf/E1/3c/89FMu3fUx9jcHTq5fIWY6Pb/0XOklo8NQoyVnNZwQZTUdaOzGRUfZr1FPs8y0GEzjoTx6yP33POreuy+7OD1mXVfcksKZDh+5enQqlDNdzkQ5k6N5noyrje1SxnFlarYnk+X1n+ZlX/QX2LzJ8+luEeFDK7qciXQuNQqNRiCciya0Uy1MzToWsTzB7t382D/x43/722x/5kd88se9Wj/1uOgTuonZmXYu3LBBujUVUWgkjUwkxVwMw+BcCTd0EUV7Wrp5ip6ciRUxmmPQ0qlQ0iJ7xoKik3CmI0wxeKoPPLV5g1e/5dc7/M9/K+OrXd3tx7C3olgFKzd0oQh0qC45rLzY4oH7HuxHHj4yumToA2diS26VU0kd0EnMRLs1lXPlQ+luH84iVm5dM33dMKx0X6Q2ppkYJrm54qTf6Xu+7084vHOyf/sOW4yWJQxx0Zl0E83YOtOHTnU7l26YLK4Ii8EBdcGT7+Kb/vTf853f+oM+9g2f5PrxNd2tu53KTBEhInS37vbiK5RnJZIeZKxVle4WuYicVe9M87Fdv9sXf/m9Pv+L3kYJE3/4D35Pf//f+WEH61dKh7pGDM4twkxMxIKgR6SbogOJIiZiIXYoJD2KGO22ZAwuXLjg2vGRZdm6/Y4LfvZ9/9aFS9c9+Mf/gE+953WWHcMekt1usd4MxIz2rEAi/UdRzgVixoTFucHuuKw3h6arrDZ8z3f+tD/6R/6Ug71X2F8dOjk+sb+3MY4rmen4+FhVOdi/4Pj42DiOzqVz6SWjw1CjJWc1nBBlNR1o7MZFR9mvUU+zzLQYTOOhPHrI/fc86t67L7s4PWZdV9ySwpkOH1J3+7DWo1OpnOlyJsqZGOzmybja2C5lHFdmYbedLa//NC/7or/A5k2eT3eLCB9a0eVMpHOpUc61Z4Vz6VyhsdtNDnLCNbaPO/4nf8u7/uXft37qp7x274Qr7zZs3NDqKnnHyN4FT77zSXfcse/WVfSCQiKIRDoT6YN0eekoeiEQKxWjxYAUZkMvYjkmmgGFGYEh9eYOP7u94Mn1XT7unt9g9avuY/VqU12MedwTyQpDu2FLz2RitLNyaoXw4ooH7nuwH3n4yOiSoQ+ciS25VU4ldUAnMRPt1lQyE+VD6W4fzroHt67ZkLOusNRG2BM5qjhxtHunz/jMN/uDX/VZxsNFjlcxaWGZR9G3GYYk3UQzThD0oTNFB9INE65iwSjczi499ENX/Z7f+XUO15cMsRGdutupiBARTnW3F185V56VSDpEDGpBlIgWSdVsXk7M/V6f8svv8j/8ybdbj+KJy/oLf+sfdXw0OHpycecdr7LbFhJFlLBgJopOJNJN0YF0JrbEROycS3rUNdrbuyCkq0dXvOLS7X728Z9x9eh9Xv6q9Pav/i1+9b2/1N7+aNq11TqcOjmZbDYrkc6Fn6M8K/0Ha5RzgUBMmFHOrV17cnJ4eEBx8hR/9pv+kT//jd/uY990t91RiR4ty2IYBt1UlXFYqyrPSufSS0aHoUZLzmo4IcpqOtDYjYuOsl+jnmaZaTGYxkN59JD773nUvXdfdnF6zLquuCWFMx0+pIjwYa1H58qZLmeinMnRMk+GcW27lHFcWSJtTyb1hre6/bf9eTZv8ny6W0R4YUUXkc6ldq6ca4Tn1wgkok6oY6485tr/+Xe94599r5efvNOrD7dcfR+FO/Y4nl3bcviKS1x9ii63pqIXzwoinUtnIj1Hl5eOoougY22JQcUomsEke0dvWQdLcx2Jw32sXb6+5/H1G73uU3+d2956L3e8kb5DrQ9jDpaZ/cENW3pLIAazta2VUxuMXlzxwH0P9iMPHxldMvSBM7Elt8qppA7oJGai3ZpKd6N8pIpYuXWV9dh2u53qPXq0OVi7dnJZrZ/0Z775q3zyW0bGGUeYVKeutXRRBNJNNGPrTB860zQq3TDjWJrNTfahoTb6Op/7OX/CY48+5eL6LtFrz+huP1dEeHEVCulZ6RlddLdTOYSI0N2WZbG4zOad/tSf+Xqf/Ckv9w/+9vv9t1/21V7zqo/35BPXvezOV9put84VmiiUcyk63TQd9EgUsSUmYufcSI9W4wXbk9nFi4cef8+7jOutS6+66F/+q3/i6//k7/WbH7iHvIZwsl3sbQ6R5olxRDsXzoUbCuVcIv0HaSzOBQKBmLE4l64+tXXxwgU1k7h2ld/7ZX/aP//hH3XXxTeKZd9ut9PdNpt9y7KY58Vms7HM7Vw6l850OBPtpukw1GjJWQ0nRFlNBxq7cdFR9mvU0ywzLQbTeCiPHnL/PY+69+7LLk6PWdcVt6RwpsNHrh6dCuVMlzNRzsRgmifjamO7lHFcmYXtyaTe8FZ3/vZvYfMmz6e7RYQXVp4rtecqpOe37CbjemXG9ZPJxb0Vy5O878e95x/9NY//8Pf6hDtn62vvVEeTvHNDp6MTLtx+h75+JHp2ayq6fECkZ6XnCE9Lz9Hlpomii0gVa0uENoouY0+it/RMoREYB537jnvjPV5h84lv85pP/1xe/hqGi5ZpFbm3cWqaZuuxscVMumFla21r5dQBRi+ueOC+B/uRh4+MLhn6wJnYklvlVFIHdBIz0W5NpbtRPlJFrNy6ynrk5OTEuL5gmmfjJrzn/T/tnl99t2/81i9ghZy1a9okrbBHb2ikm2jG5NyGTpoOKtxQyjUppLDUWtZKFt/wJ/+Bv/KXv9+mL8k+EBG6W3frbqciQkR48RTKuXQu/VxVs1MRISKQTnVRccXV64/44i/5Avd/8S/3lb/v7/nfvv+H7W1utxoPZI6WZUITs+dKOoWbqIMeiSK2xETMzvRIrwx54OqVa+582UXXt0+6eu3fuf1lg0/51I/34Dc8wGayeBKjtDJNKaysxpUz7Vw4F24olHOJ9B+kUWgEAoEoFNr2ZGuzPkSYtswT+3v82I9e8zsfeLv5qdsdbO4yDmvXr1+3Xu/JTEdH1xwcHKjF09K5dKbDmWg3TYehRkvOajghymo60NiNi46yX6OeZplpMZjGQ3n0kPvvedS9d192cXrMuq64JYUzHT5y9ehUKGe6nIlyJkfzPBnGte1SxnFlibQ9mdQb3uqOB76ZzZs8n+4WEV5Yea70jEagEWgEGuFpPWM0B9tmCPYU82We+HHv/7v/syf+zQ+5Y/ceL784qONrlkjj/u2Oj48drEL07NZVzqUXFJ6WnqPLTROFQqoYLTFoKZRVbaktiSewwV0XmDd++v07cfHVbv+EX+H2/+x+Lt1NbJgjbA50MO/aahXY0jMW0g0rWys7o1P7GL244oH7HuxHHj4yumToA2diS26VU0kd0EnMRLs1lYhA+UjVPbiVDdo0TQ4uHjjeHpnruieO3+Urv/bLfM5/9fF6YImJvC6UwQpreuVMuIkKk3MrOp1qVHjaZDFZWWElimXipx6Z/Y4v/ArLlZcb3SEznaoqVSUiRISI8OIplHPpXHpWqZqdiggRgdSVIgbyuuu7d3rzL/1P/P63f4Ev/ZJvcHIcrh/PDg8v2u1ORBYx61ic6QFJr5yKRrSbogOJIiZiImYkvaLX5l1YrTZW61aOxOoJu+Vnfc/3fpOLl1hW1/W4Mxgx2u5mmWvrcaWLCM8VnlbOpZ+XQjsXCOeinOl06vja1sHBxjQRGEe+81v/sf/p6/6qvfEVbr/9TkdHR3Q6ODhw9eo1m80enc6lc+lMhzPRbpoOQ42WnNVwQpTVdKCxGxcdZb9GPc0y02IwjYfy6CH33/Ooe+++7OL0mHVdcUsKZzp8SJHpw1qPzpUzXc5EOZOjmic5ru2WMo4rS6TtyaTe8Fa33f/n2LzJ8+luEeHfT3mOTqLoJIpOougkilqQdjGoYEIuHOZ1pvdy9RE//Z1/2rWf/Bc+/lX7Vturjq6832azsVqv2F2nyy0r0gcrH9DOhael5+hy00RhISgrS4xayG5jn1ATiRNsgguXvPd4z+PTvtfc/VYv+5WfzRvewnCHmiqmDpu9C6rZnmzt720wo1GEG9JssEinRgxeXPHAfQ/2Iw8fGV0y9IEzsSW3yqmkDugkZqLdmkpVoXykyly7lcXcJPsHg6PtFde273XXaw9907d8lUuvZ1gjS8ROaCEx6GVUxbByExUW5wYkTaPCBxxfP3a4vy+EKHZb1iO/+TP/kMcfWVnFXcZxdKqqVJWIkJleXIVyLpF0EO3crHqWGSJCN12DrpQ5ipxN0+PuuPOCT/81v973/c0foDYy1qpnYhE5EZOOcqbX9Ipe0SnMRLspOpAoYiImouikV/TKenXRycmJ9aZdO3m3qd/lv/+a3+XXfs4nWXaT4eKglWfMSxmHUeDkZGdvb8/zaufCz097QctchjGdaQRVXLt24nC95ws/+0/5yR9/wsHBBbvdzjK322+/3dHRsfV6rSudS+fSmQ5not00HYYaLTmr4YQoq+lAYzcuOsp+jXqaZabFYBoP5dFD7r/nUffefdnF6THruuKWFM50+JCqyoe1Hp1K5VR0ORPlTI5282QY17ZLGceVJdL2ZFJveKuXfdFfYPMmz6e7RYR/P+WDFZ1E0Uk418WyMAzmGJ0sxMCIjRtO3ks8ybv+tZ/9ge/0nh/9p95we7pjNZmvXTFuRqbJLStSSy2cCu1UKOeKdi48LT1Hl5smZixEaRtLjFoKZawdPbHgYB8b77ka3huX3P4J93jdL/t1/MK3sOyxf2eQlmpiFDGohYgwpOfVzoUXXzxw34P9yMNHRpcMfeBMbMmtciqpAzqJmWi3prIsC8qHEhE+nGWu3bI69K5sDlaWum7bVzx18rjP/i33evsfeJthjxzpJM1op7oG0elUDG6iwuLcgKTpoJxr7KYWzXodslkWxuDBr/pOf+u7/rV1vNJ6vRYRlmVRVTLTMAyqyounUM4lkg6inZu1WSYRoTssM92DtDGsyjK/37hKFw9f4aknTyxz2qz3beetYVXaMbHT0Qh6TW+oDVLYEe2m6ECiiImYiKJHekVtbNYXHF8/IraOt+/yi958l2/+ri+3O95a37kh2RW9tMwwjm4oLNoihXOJQCJp58LPw4wJhUQiMdDp1LVrW4eHG4IrV47cdtsFlCeeeMKdF1/uB/7K+3zD//hdnnjiCev12rK0w4OLjo6O7e3tqSWcS+fSmQ5not00HYYaLTmr4YQoq+lAYzcuOsp+jXqaZabFYBoP5dFD7r/nUffefdnF6THruuKWFM50+JCWZfFhrUenUjkVXc5EOROD7TwZVxvbpYzjyixsTyb1hre664v/Ips3eT7dLSK8kHYuPKOc6fIB0XQQTYfnqCJHHelkJkcCA+r4Sav5KdbHPPKQf/M3vtX+lZ/yMXfg+mWuHbO3QbolRSqDinQqu4gWXcIzynOl5+hy88zERNAxWgzaKJSxJnpmh4MDu2XfO7cHhte/xRt/5Wfxib+K1R22yy6G9b5BIu3msh43ymhayMGZRGBoNLqIIkbCiyoeuO/BfuThI6NLhj5wJrbkVjmV1AGdxEy0W1MZxyQWHTMxETOx6CiUzNGZTqdCeVYhdRBNB9F0EE0H0XQQTQfRdBBNB9F0EE0H0XQQTQfRdBBNB9F0EE0H0akRSgfRdBBNS4FGdOhogY4SXfTGdH1Dr5AoJAqJQqKQKCQK6aWgdosLF/c9eXSZ4cTRyXt89YP/nXv/y9dZ71PI0bmmmyiEc4FAI9AINAKNQCPQCDQCjUAj0Ag0Ao1AI9AINALtucJzdDgT7czuhPXGmX/8A+/y+7/kG2yGS9brtcy0LIvulpmGYbAsixdPoZxLJB1EOzcTi0wiBlVlmekeZKwMQxiHnbY4Plqsxj2r1b7tyWTvwto0n2gnxKyj6MRIr6iNU2Em2s1VxIxGIemVtnL1ynVv/JjXevfjj8rVFX/pO77OGz8O+xhnjBpV5ODMvOxUT9bjKDwjEUgk7Vz4eZixRSOQGBH06EwwTYvutl6PKNWzjLBsV4aF+z/3z/rR//sn3XH7K9UyWuXG1aOnHB4eWJbFmR6QSOfKuXTTdBhqtOSshhOirKYDjd246Cj7NepplpkWg2k8lEcPuf+eR91792UXp8es64pbUtDhTHSpGO1i3zb3bXPPHGvDMDrXTrVwJlq0pxUShUQhUUgUEoVEIVFIFBKFRCFRSBQShUQhUUgUEoVEIVFIFBKFRCGdC+datHNRnpGZdtNiXK9sp9kwrlWk7XZrfN0v8cbP/3pWr/F8ultEeCHtXHhG+YAuLyjSmU6CRhXbebFaDVZR1JaT99Hv5yce8u/+/ndY3vWwN1wolmtUE4GRGHWEU2GhiyikljqcCSV6phFJp5siUhlUpOxyKjRKeEZ5rvQcXV4U4Yb0gnrGlkCM5hi00WCWPVFFDq5NK5f7ZfqVv8hrP+03Gt/ya1m90lQR43pwPB1Z5cpqWFm6DbFWRoV2LhHN4IZGF1FEEunFFA/c92A/8vCR0SVDHzgTW3KrnErqgE5iJtqtqcy1NddV497kL377H3HHy1mwrS0aQSc9OpUKJRRaRygpmwqyqSCbCrKpIJsKsqkgmwqyqSCbCrKpIJsKsqkgmwqyqSCbipSdCqlUlGwqyE4lLbtyeNtg2XH1eGd/MxrW4drVJ91+cKe/+V3v8M3f+N02m30XLhx46qmrLlw4cHKyk16IHa4AACAASURBVOmGRCFRSBTSuXTzlHneuXDxwHZ74qkr7/X6N77WvZ/x6d78lrsdHDLNiAUzUU5Fe1anDqLpIJoOoukgmg6i6SCaDqLpIJoOoukgmg6i6SCaDqLpIJoOoj2vjvRzdbdTESEzkXa7nevXr9sdh6//2m+mDt085Vz6YOVcIT0r6SAahcLoTIcPiEahPCuRdDgT7eYpFFFopzrQgdTSMIbNHj/xUz/icz/vM3z113+27Y7N4czQWNHOhZ+jPL/0H0+hPFc6lz60cqbT9phHf/yq3/LZX+6Vd97t6uVw+8WXOThI73/i3fY34Uxv6FFFooitM73C6KboMNRoyVkNJ0RZTQcau3HRUfZr1NMsMy0G03gojx5y/z2Puvfuyy5Oj1nXFbekoCKFWSw783DBz2xv96Zf9/l88r3MB+TgTBeBGJxb6CIKhUQhUUgUEoVEIVFIFBKFRCFRSBQShUQhUUgUEoVEIVFIFBKFRCFRSB+kPa08R6TnSmdynzs/ljz04igvLC3ODW7oGY0gRo1aFrG7Ilc7pvfxIz/oJ7//O8T7fsKbXrHmZx/nrg194Ph6WR1cFNH65EmroTHpSFOuLRFoY++sekuhVxjdNJE+WNH+f1LOpTORTrVT6YVEz5iohf07VLejoyO3HQ6s2u6JnfWlOzzy7p1rd36ST7z3C6ze8hsYXmF7MsawPxjCDbPwjHSqpecTbmjnougkvKjigfse7EcePjK6ZOgDZ2JLbpVTSR3QScxEuzWVXJW5r9gcbP2l/+Vr3PUqasVSWzG2IUaMnhHtaTPhhkS6adqzwnM1XUQ4M8+MKwTzcmLsPV//9n/o+/76Q/b29mw2G9evX3d4eOj4+Nh6vVZVXtjo5ilVs739te5ycnKsu232Bt2Lk+11EQtRaBRRzhWSTqSXqu7W3U5lpsx0ap5n8xQO919Jr33UzVDEjEY41c51JEoPs+3uSfsX2x/9Y1/hLf/pRbFiia0h3bBCulWVxfvfW77iS7/Jv3rocXde+Dg9pXRdOTYOO2dqj14pA7GQ152pDUY3RYehRkvOajghymo60NiNi46yX6OeZplpMZjGQ3n0kPvvedS9d192cXrMuq64JQVzE2ZDT2p1h3fUa/yCt30Jb75Px+1i2KBQTs250lj1ggWFQqKQKCQKiUKikCgkColCopAoJAqJQqKQKCQKiUKikCgkColCopAoJAqJQqKQKCQKiUKikCgkkhiRbobG4tyo6IWeiSRWWlrQc1nFlnqSJ36C/+sfePe//Iemx/6FN9xZLMd63pjGQ7k5NM87sbtisw560cF2WFsiZLexd1a9pdArjD5ylXPpTKRTLXWgwwdE00G06BAWamG3Y7PPajTvromeDZtgfeCx989Wr/slXvaLP9Pmk/8L7rxbuRAVSAaEl7Z44L4H+5GHj4wuGfrAmdiSW+VUUgd0EjPRbk0lxsXiqr3Dnb/8V/+wO1+FUYjSFu3USIdT2W5ozIQbUks3R9CeFW5o54Kmmwxn5oVxpFE1ma+v+nd/3rf6N//qvfb3953qbnt7e46OjhweHpqmyQsb3UzTtFVVxjEdHO7pbteuHdntTuTAajWgiEahiHKmE4n0UlZVultEyEzDMIgIeqD2Mfqom6FQRNHpVIczHYXWw+Sd7/q3Pu/zP8tXfd2vd7zl4DYqdiJKWCPdqlpR6X/9zh/3lW//Rh/7urfYHi9Ojp9w8ba1Zb5KJ72hR2UgmrjuTK8wuik6DDVaclbDCVFW04HGblx0lP0a9TTLTIvBNB7Ko4fcf8+j7r37sovTY9Z1xS0pmKplLIae9PpOP+11PuYzfzef9BtZvRwjCuXUEqPGqLA4V0gUEoVEIVFIFBKFRCFRSBQShUQhUUgUEoVEIVFIFBKFRCFRSBQShUQhUUgUEoVEIVFIFBKFdG5AuhkaCwKDoie6iCRWFml2btXkcpXlvZw8rv/p3/FjP/TXvWHzfuPJ+4zD2rBaqXnW3YZhMNciM50q6VQqlOxyptNH/RyRTrVnpGcVEiU6dWApkZivk8Ummdu2V7Z7r/DT2z13/8r7jPd8FgevpS+EvKjHlUIivLTFA/c92I88fGR0ydAHzsSW3Cqnkjqgk5iJdmsqnZO5r9g73Pm27/4jXvEarEX1LLK1UyMdTmW7oTETbkgt3RxBOxee1ghnmgjmmSGpZhiYZ8YV7/zJk/5tv+nrba9etL+/b7fbGcfRarVy9epVFy5cME2TFza6mTabjWvXrlmWxXo9GoZB1Wy9Xrt426Enn3wCRRTKuXIukXR6qYoI3W1ZFt0tIkSEiBAxWOZE+qibpVBIlI5E6ShiEqvy7scf8Ze+4xt9yj2juSllvb+YlutWwwFGt6ZSFtErj7+D//pzvlpvX25/dZujK5fdfseB3ckVJL2i18pALMQOTa+QbooOQ42WnNVwQpTVdKCxGxcdZb9GPc0y02IwjYfy6CH33/Ooe+++7OL0mHVdcUsKFiHMsnZqdYd31Gv8grd9CW++j7yDXKNQTs250lj1gsWzAo1AI9AINAKNQCPQCDQCjUAj0Ag0Ao1AI9AINAKNQCPQCDQCjUAj0Ag0Ao1AI9AINAKNQCOciQHpZmgUEtEzFqrIJFZm6bgZggHDNFnFVZYnec+jdj/yD/3E//Hd7ujLXnU4GJZj81PXjQfBwR1Onjoyrvdlkxa6aERqK6ciJrp81NMifWiFRNGpIx0vHF7c59p7ud7cjuHQ5Wsr73aXN/3y3+Twkz+dV38CeYHdEPZvI1aun+zs76291MUD9z3Yjzx8ZHTJ0AfOxJbcKqeSOqCTmIl2ayoxLua+YnOw9W3f/bXuejXWYqlJDC0kRs+I9rSZcEMi3TTtXPhg7cyyMAw+oJsI/tn//o7+8i/8M27b+xjr9drJyYnVaiUzHR0dOTg4sCyLFza6mVbj2qllWSzLoqq00t2qZpvNBuVMlA/S6aUsIjyju3W37tbdSMOw8lE3WyFRWhKzjiK2TpanfMzHXvLtf+XLLBgO2E2T9V5pi7DG6NZUFpPsjdjxlW//Pn/zr/1Tr3/Vx7l+dNVqndQOSa0wKgOKmJxLpJuiw1CjJWc1nBBlNR1o7MZFR9mvUU+zzLQYTOOhPHrI/fc86t67L7s4PWZdV9ySgs6BnsSytYy3+8nl1T7+bV/Cp/xm5Ta52kehnFpi1BgVFoRziUKikCgkColCopAoJAqJQqKQKCQKiUKikCgkColCopAoJAqJQqKQKCQKiUKikCgkColCopDOpZulUUhEz5joQpIbs3RUZDqTxWaZrHJLXeXoMT/1t/6c3c/8c7cdP+auvGa8PrPC3r7d0SLXB7LJmujZubXKA4XRdUw+YkV6ji4fUhSdRFGphtGR0W0Ha44f5wQr5mX0s3sfp97wy7zhN30pt72e2FBCBMNIjKZ5tho3SC9l8cB9D/YjDx8ZXTL0gTOxJbfKqaQO6CRmot2aSudkcdXe4c63fffXuus1WAlR2qK6MdLpVLYbSph1uCG1dPOkF5LJ9ePJ/v7KNLFasduyXvPN3/h3+lv++A+64/BNxnE0TZPMdGqaJsMw+P82uplOrm/t7+8bx7V53okYrNejqnJyciLSC+vwUlZVhmGQmSJCVeluHxDto1462g0x61jI6y5feacv/bIvdP/vfIszayTTcmQ1DlhhdGsqbbEsK+PCD/29J/w3v+trXHrZGy3bRVXZrAY66RU9qEhnYkEh3TQdhhotOavhhCir6UBjNy46yn6NepplpsVgGg/l0UPuv+dR99592cXpMeu64pYUVKQwi3lrWd3uHfUaH/eZv5s338fq5RhRKKeWGDVGRReRznQSRSdRdBJFJ1F0EkUnUXQSRSdRdBJFJ1F0EkUnUXQSRSdRdBJFJ1F0EkUnUXQSRSdRdBJFJ1F0EkUnUXQSRSdRdBJFJ1F0EkUnUXQ6E26aRiERPWOhZyS5MUs7zCgk1tggesvyfi7/a4/94Le5+iN/3+vGp9w+XOcEhdVaxYFTuUyYaTesdR5YgtF1TD5iRXqOLs8q5wrp/61jdH21J5ad/brKEFxr794e2vvkt7nz3i/gtZ/KeAcyRNETPRFJDFghvZTFA/c92I88fGR0ydAHzsSW3Cqnkjqgk5iJdmsqFTtzX7F3uPOX/+rXecVrsBbVs8hGYPSMaE+bCTck0ktCe1b4gHku45iWmSHpJvCHfv+39A/9jUftj6+SmSJCdzs1DINpmmSmFza6marKMAy6mOYdHVarlcy0LIvM9MLSS9myLIZhkJlOVZXuFhEy07JMRPuom6TDz9XRxPz/sAf3wb4eeEHYP9/v8/x+5y03uUmWsFwWFXZZDLZqaq0T8AXYMdTa+MJdqCgiZIKWRqqCM76NgkSICNVqOzLjTHUkii+B1rFlHORFK4uaTqkvZFyxCXEvu7Bv2ezee+495/d7nuf77T3nJJvdWaWz/HP27N7PR+eGvKmGW777r3yHN38+sWZaWO2Wab5lGEPawehiKm3Cjpi48X6+8q3f6sZLjHaElTEGOjHSoSKdKaeinZsOQ42WnNVwTJTVtK+xHRcdZa9GPc0y02IwjQfy8FmPPfyCRx58yaXpmnVddyEFFUlPctlaVvd4sa5402/9Bn7ll7G6nx5QKCfmXGmseqELow63BRqBRqARaAQagUagEWgEGoFGoBFoBBqBRqARaAQagUagEWgEGoFGoBFoBBqBRqARaAQagUagRYTz0licGd3WEz0TiUHHaIsJMxIDRozF4BAf4Pkf9+5/+v3iZ37C66b3Gja3WLCzwpoe6AVFuy2JHR2ECbNPSUFLJEq4rcuZosupaDp8lEgibXKwLJP9sbD2wWlPvv5XuPvXfTWf/yXEA45yHTEyBoPJPN2SyTCsscLoE1k8fvWpfv65Q6MHDL3vVGzIjXIiqX06iZloF1PJVZn7up39jb/+d77V6z6DXonqSQyNwEiHE9lua8yE21JL5y9orwm3tRPb7bGdnT3HR7PdndEyo3n89zzVL/w/N+Vyr4iws7Njnmcn9vb2HB0dyUw/v9F5GoZQVU6M4+jEsiy6Q2aqKh/W4WOlT2RVJTOdqCrLsuhuwzAYhkH3QrQ7zkmHM+lERxEbnRuGQ5/95k/zV/6XbxC7SDpoGzl4xQrpYipTHRnzwPaQnZGv/9rv9pM/8Q47eY/9vXtNRxOSHpyocFt6TRHtXHQYarTkrIZjoqymfY3tuOgoezXqaZaZFoNpPJCHz3rs4Rc88uBLLk3XrOu6CynoHOhJzBvTcMmLdcWbf8vv51d9OcO95BqFcmKJUWNUKHok3HEOGpMzK4SiFxSSGCzSjAWNQGBo1lFsXyY/yE/9E//+B582vvsnvX69MfaGmokVRqQzRZcPC5+6IrXUQTSh6ELR5VS0D+twKtKp4HjeGHb31XiX995gvvTZPvstv5Nf8ZsYX8/qUmyCQgQjBrMwObPC6BNZPH71qX7+uUOjBwy971RsyI1yIql9OomZaBdT6Zwsbtg92Hr6mSfdfwWjaAtRCIxeFe0VM+G2RDo/5UzSPlrQJiFst7P1atcyMwTve6/+3b/jmywv3yfmu/3Cjc5PoYjyMTqdSa9JH6PDhRbtjvMzjqNbN4/s7u7rbh0lh8nU19249U7f8I1f68t/x6+2ew+3bh3bv3uXmNw6umV/bx8D0sVU2mJe2sqahWee/te++Y99lzc88KD1eNl8jA6vqnCmR6diJtq56DDUaMlZDcdEWU37Gttx0VH2atTTLDMtBtN4IA+f9djDL3jkwZdcmq5Z13UXUlCRwixqo8bLXqwr3vjoEzx0lbzMsINCObHEqDEqFD0S7jgHC2ZnBgyInrHQSSAGLS1eE0hEu21i+0H6Q7z9x7zjh/6G4X3/1hv2t2xeJoJhVLmrIg1KmFhuMiNXGH1KitRSB9GEogtFF9EsRQTtzDAyrNB63oqYLDt3e/HoQL3u8735LV/F530hfQ8794UYdTIF7UxgZRIKK6RPZPH41af6+ecOjR4w9L5TsSE3yomk9ukkZqJdTKVzsrhh92Dr6WeedP8VjKItRCEwelW0V8yE2xLpfBQKiaR9tCgsKNtpsV7tmzeMA8//u7kf+93fZGfzerHc5RdudH6KmNH+w8KpTh8rfXJId5yfcRwdHR3ZWe/rbmURw8a2PiCGG/7cX/zjfvUXvo6RedoYdwe0483G7s4uRhdXaWWaF+vcYeGf/aN3+SN/6Nvt+AxjXtbbEYkiWoUztXIqZqKdiw5DjZac1XBMlNW0r7EdFx1lr0Y9zTLTYjCNB/LwWY89/IJHHnzJpemadV13IQUVKcyiNmq87MW64o2PPsFDV8nLDDsolBNLjBqjQmF0x/lYMKORGDAoutAoJIJIH6PRSc30LY5+lp/8Ue942/fZee9zXn9vcvNlMhwPe5ZIQ892HIva0ugRK5+SIrXUQmih6MJMI5p2W9BNU5E6BjGMIlqs2jtfntx84D/3S37tV9r55Y9w12fS6xArp4IlmdEIjMpgwYD0iSwev/pUP//codEDht53KjbkRjmR1D6dxEy0i6l0ThY37B5sPf3Mk+6/glG0hSgERq+K9oqZcFsinY/CgsBIoxHORGFC2WwXO+u7zBuG4Mf/yfv6Dzzxp9y3+sViOfALNzo/RUwo/2HpTPgYnT45JNId5yOT7XZrNe46sfRCHjma3uczf9GBv/a9f9LBfRhQG8Z0oip0h2EYXGStbKetnXGX4n0/wx/4+m/x7n+/GON1ctmjR2JLLCoKSa/oJGainYsOQ42WnNVwTJTVtK+xHRcdZa9GPc0y02IwjQfy8FmPPfyCRx58yaXpmnVddyEFFSnMojZqvOzFuuKNjz7BQ1fJyww7KJQTS4wao0Jh1D51hfPTmNAIJAaEoguLn1cnVrQzdcT8Hjd/9G9514//LVdW162nl2W2edi1BLVs7PRN61pIVGLHp6RIFUmH0ELRhZlGNB1OxYgwNWWQw4pxZVOzd88HPv3XfrVLv/FrWP0iG6tYIxa3TU7lyhwszoxIJaRPdPH41af6+ecOjR4w9L5TsSE3yomk9ukkZqJdTKVzsrhh92Dr6WeedP8VjKItRCEwelW0V8yE2xLpfBQWZ1Y02plAzJhQtlNZry6piWy+7+++vb/lT/x5n3Hpc8Wy5xdudH6KmFBIP7/w8+okik6i6CSKTqLoJIpOougkik6i6CSKTqLoJIpOougkik6i6CSKTqLoJIpOougkik6i6CSKTqLodCaR7jgPJaIty2IYdoQ01YbYuLn9Wb/ui/5T3/mXv5bAuJAzGgNWlqUNQ7jIGvMyWw3JnBR/+Ou/2z/7Rz9tb33F2JfogdgQk8qik96hk5iJdi46DDVaclbDMVFW077Gdlx0lL0a9TTLTIvBNB7Iw2c99vALHnnwJZema9Z13YUUVKQwi9qo8bIX64o3PvoED10lLzPsoFBOLDFqjAqFUfvUFc5Po9BeE0iEoguNosvHGpmDcTQXubTMmxy+6NaPPu3n/uU/dG99wE7cEsMgh5C1YbppXROJHrHyKSlSRToRTZhptxVdTnUjGNbkyhKjbbXqNI97PtR7Pv1XfomdL/5q7nmzW32faRC7GJc2xJYuckWMZmcCifCJLx6/+lQ//9yh0QOG3ncqNuRGOZHUPp3ETLSLqXROFjfsHmw9/cyT7r+CUbSFKARGr4r2iplwWyKdj8KExIpGOxOIGRu0aSmr4W4WLPzl/+lt/d1/6Xu9/q7PEbXjF250fgrlPyjKR+n080sUEoVEIVFIFBKFRCFRSBQShUQhUUgUEoVEIVFIFBKFRCFRSBQShXQm3XFeSuSiqujROK5tpmORx25NP+ex3/vbfN0f+A3mqY17G4bFspCxErHWTaQLrVFdhijLMcMw+q4//YxnvudtLu3/EmPdgyA25EZFI6gdJIpo56LDUKMlZzUcE2U17Wtsx0VH2atRT7PMtBhM44E8fNZjD7/gkQdfcmm6Zl3XXUhBRQqzqI0aL3uxrnjjo0/w0FXyMsMOCuXEEqPGqFBI7USikCgkColCopAoJAqJQqKQKCQKiUKikCgkColCopAoJAqJQqKQKCQKiUKikCgkColCopAopBPhE0Oj0M4EEqHoBeWjJQKJNAfLwk5i+QAf+nde/pG/4/rbf8zO8Xvs9y0Ha4Zslo1eNqKRI50+JUVqqYNowky7rehyKlJV6FzJ9Z4p0vG2zJVuru918Hlf7L63fAX3vZG47NBBxBgSI1YmeqaTGDA60eFU+MQXj199qp9/7tDoAUPvOxUbcqOcSGqfTmIm2sVUOieLG3YPtp5+5kn3X8Eo2kIUAqNXRXvFTLgtkc5HYUJiRaOdCcSsHaFUhyHuZsHMk9/yA/39f+eHfdreZ4ra8Qs3+sRU/uMK6TXpjjs+fiVyFhHmqa1WO7bzxrDaurX9Od/+577Jr/9Nn6mrxe4Wk+7QtZa50k2kC62dCZP5eDYOe/72X32bv/jU97tr97MNdQlJ3iI2Kmd6pHfoAUW0c9FhqNGSsxqOibKa9jW246Kj7NWop1lmWgym8UAePuuxh1/wyIMvuTRds67rLqSgIoVZ1EaNl71YV7zx0Sd46Cp5mWEHhXJiiVFjVFgQWvpUFdL5KXpxKgYtLShnEgPCbT37sEivKcfbSa73NI6OJ5d3g/kl3vd27/6Bvyrf/ZzVyy+6e9gYdkaEuUZLlx0LZp+SIrXUQRZiphBFF5HEoDpVjmrYsVk4XsLu3oH5vs9z72//ozzw+eSO7fESw8E9ZhzNs71xtDYLC1W020Zi5VQgfMKLx68+1c8/d2j0gKH3nYoNuVFOJLVPJzET7WIqnZPFDbsHW08/86T7r2AUbSEKgdGror1iJtyWSOejMCGxotHOBGJWbgmLNkh3qSnFwjf9wb/Z//iH/oX7d6+IWvmFG52bDiSdPizKmfJRor2mkE51uNCi3XFeZpGzzLTdtJ2dPZvp2Hp3cbz8nO/53u/0WZ+LNfIICwZ6rWtwIhLhwqomgjAxF3b88x+55k9843fL5TMMdQlJ3iKPVMxI6oAeUEQ7Fx2GGi05q+GYKKtpX2M7LjrKXo16mmWmxWAaD+Thsx57+AWPPPiSS9M167ruQgoqUphFbdR42Yt1xRsffYKHrpKXGXZQKCeWGDVGhUUL5VNTSiGdm57pCUWsiZUZCxqBQGLwmkJ71dZcW2PuWow2qO3k8qqZ38fbf5R//YM2/+ZH7Nx8D7s7rPZt3GPW9vqDsjc+JUVqqYMsxEwhymtC5Yph17YHN44Xw86e+z7nc/n8R3jocb26Tx0fxTA2YxDpyCgMTqyUoY+opgM7GEkEwie0ePzqU/38c4dGDxh636nYkBvlRFL7dBIz0S6m0jlZ3LB7sPX0M0+6/wpG0RaiEBi9KtorZsJtiXQ+CgsCI+014bbZUluZJQT2zMcpFp74fX+1/+9/+u/cu/d6UQMShUQhUUgUEoVEIZ1J56YDSacPi/KaQqJ8WLSP0uFMopAoJAqJQqKQKCQKiUKikCgkColCopAoJAqJQqKQKCQKiUKikCgkimh3nJcSORuGwea4rHf2TPNNOwdlWz/rf/uB73JwD7GHPjItW6vVAUa1EEGkC63aqe5jQ47MoxefO/L7v+47bA/vMSz3IMhbKjfEjKT26IFo56bDUKMlZzUcE2U17Wtsx0VH2atRT7PMtBhM44E8fNZjD7/gkQdfcmm6Zl3XXUhBRQqzqI0aL3ux3uCNj349D10l72NYEUUX0hKpMSqURiGlUlIqJaVSUiolpVJSKiWlUlIqJaVSUiolpVJSKiWlUlIqJaVSUiolpVJSKiWlUlIqJaVSUiolpVJSKiWlUlIqJaVSUiolpVJSKiWlEyGdm57pyakYiZUFC9qZQCK8pr2mbA2aWmznxbC+pHF0PLm8M7P9Wf7VDzr8P/+GePdPORgXVju2cZelZzt9XfbGRysfLX2UcFs61eXCilQGFW3swkyXM0kwT4thZ1+s9x0uo/cdhZ37PsuVL3gLv+pRdn6VlzYZ9++5baNu3ZA7O+bxwFZIYcTYG2qm3bYmVgTSJ7x4/OpT/fxzh0YPGHrfqdiQG+VEUvt0EjPRLqbSOVncsHuw9fQzT7r/CkbRFqIQGL0q2itmwm2JdD7Kh3U6FbTZmUQKVG+olrFr+yF+15d/Z3/g58jeFZ1IFBKFRCFRSBQShfQJocN/VDQdRPv/1UE0HUTTQTQdRNNBNB1E00E0HUTTQTQdRNNBNB1E00E0HUTTQTQdRNNBNB1E00E0HUTTQTQdRNNBtDvOU+ko3SGsrddrN2+93+HmXb7kSz/fn/3zXyf3MBThtqQRTrUS0kU2L0SWISZdxLzj6Dpf/dZv8+53LvbGB+iR3BATMWtJ79ApnKMOQ42WnNVwTJTVtK+xHRcdZa9GPc0y02IwjQfy8FmPPfyCRx58yaXpmnVddyFFmiOlWdbGsrrbi/UGb3r0CR66SlxmWDlTBLN0YlBCITVCaiWkVkJqJaRWQmolpFZCaiWkVkJqJaRWQmolpFZCaiWkVkJqJaRWQmolpFZCaiWkVkJqJaRWQmolpFZCaiWkVkJqJaRWQmolpFZCOn9Fl1ORSO1MOZP+48qZQdEbuoiR2LFxZji+acwP8lP/yLV/8NfsfuB5r1tv1eam6NmwGizbY6HkakUE80QEqxXzTCSBToKWSCdC0eUi6khTDnII43Ss5w0LMSAH1SEz9bAWO5f83K3Bjbs/x5v/y6/hl72FuqR37o3C4ETRRdBG5UwiFF3OJJJwIcTjV5/q5587NHrA0PtOxYbcKCeS2qeTmIl2MZXOyeKG3YOtp5950v1XMIq2EIXA6FXRXjETbkukc9OFpBGIWVuQGOh0qre6S8au45f56qvf2e9/dxpjF+mOO+74eJUOukLYtVoNbm3f7+bmmi/9Lb/Sn/mOr2UHIqhmkAAAIABJREFUWXT6SB0zWhiQLqJGFZWzlUU1Oe+YbvI1v+PPufb8TXurB+iBWIhJRznVO3QK56jDUKMlZzUcE2U17Wtsx0VH2atRT7PMtBhM44E8fNZjD7/gkQdfcmm6Zl3XXUiR5kipZB1Zxste7Cve9OgTPHRV5WWZKwJdBLNUWCHMGN1xcTWi0Ru6iCRWtpEKifXmBst7+Kkfc+2Hntbv/jc+665JzjcZ13TRGIII5olloYpMApF0EqmdSCdC0eVCinS8lI6yHtowDnQzz0Sy2mFe1LjvZ68XD3yeN7zld/HmL7Ld+cVq565YYfDJLR6/+lQ//9yh0QOG3ncqNuRGOZHUPp3ETLSLqXROFjfsHmw9/cyT7r+CUbSFKARGr4r2iplwWyKdmy4kjUDM2oLEQKcTYVK1yNh14736q69+uw++f22Ve0h33HHHx6vIUAth1zCEzfKyW9uf8WVf+YX+yDe/lRFZdPpIHTNaGJAuonZmNltZtBDLmg1f91X/s7f/q/faX386PRALMekop3qHTuEcdRhqtOSshmOirKZ9je246Ch7NepplpkWg2k8kIfPeuzhFzzy4EsuTdes67oLKdIcKZWsI8t42Yt9xZsefYKHrqq8LHNFoItglgorhBmjOy6qosuZ0YkOp8KJosty80OGPcwfsP2x/9W1f/6/u/fWO9wdN2SXDKLdthAYk27m2WvSqUjtRDoRii4XUhTaMi/mcddqvaeqbI9uWsfGuLOvavCBOvDB9RW/+OH/2uo3fDmrT7M5HmJ9cJ+QPtnF41ef6uefOzR6wND7TsWG3Cgnktqnk5iJdjGVzsniht2DraefedL9VzCKthCFwOhV0V4xE25LpHPThaQRiFlbkBjodCJMukvY8YF36d/z1m91/QO7dsYDpDvuuOPjVWJIy9zCrog2u+7W9md8ze/7Tf7bP/gbGZFFp4/UMaOFAekiamcWi+ytiEEsa2a+8ff+dc/+2PMOdl5PD8RCTDrKqd6hUzhHHYYaLTmr4Zgoq2lfYzsuOspejXqaZabFYBoP5OGzHnv4BY88+JJL0zXruu5CijRHSiXryDJe9mJf8aZHn+Chqyovy1wR6CKYpcIKYcbojouqqIUIHaPFmQHRMz0R6dQ8k8ds32P68b/n2tu+3z3Te+07sju07LLdHIterMaBcaQXqpxJpyKdaIkSXS6uYkSV42XXFKOOMCrrnpRws3e9nPd7wxd8mfWvv8reFewzroMRA9Ins3j86lP9/HOHRg8Yet+p2JAb5URS+3QSM9EuptI5Wdywe7D19DNPuv8KRtEWohAYvSraK2bCbYl0brqQNAIxawsSA51ORMx00Wvv+fdzf+1XPOnW9bush32kO+644+NVYkjL3MIuSg833dxc8w1/+Cv8zsd+DSOy6PSROma0MCBdRO1MKb0cGYc1y4qZP/mHvs+P/IN/6a7dz6AHYiEmHeVU79ApnKMOQ42WnNVwTJTVtK+xHRcdZa9GPc0y02IwjQfy8FmPPfyCRx58yaXpmnVddyFFmiOlknVkGS97sa9406NP8NBVlZdlrgh0EcxSYYUwY3THBdVuK6Q5KAwY3NYbuhDk2s3NLJdje+sNR+/0wR/+u17+t29z9813uHecZFLz1rLdCG1Mt7WPEelEOxNdLq5i2rBem2PX8TIYVzt2D/b1tPXSrdl279Pd/blf4K63/E7ufaN5s1arg1ivBz0tYrVG+mQWj199qp9/7tDoAUPvOxUbcqOcSGqfTmIm2sVUOieLG3YPtp5+5kn3X8Eo2kIUAqNXRXvFTLgtkc5NF5JGIGZtQWKg04mIGU2t/NxPb/ux/+bP2Ny8xxi7SHfcccfHq8iwzG3IfVWzWB05PH6HP/Ytj/ktX/HLGJFFp4/UMaOFAekiamdKqfmW1bjDvGLh2//4D/j73/fj7t7/THogFmLSUU71Dp3COeow1GjJWQ3HRFlN+xrbcdFR9mrU0ywzLQbTeCAPn/XYwy945MGXXJquWdd1F1KkOVIqWUeW8bIX+4o3PfoED11VeVnmikAXwSwVVggzRndcTI1CI5CIdtuMBUmsHC/EwIBxe5084sY7vf+Hv9f1n/h77p3fa7Ua7a5HY1DTli6Z6IX2mkgnGuG2LhfZdHxktbfDuK+XssSox12Hy+h9m7VP/+Vf7J4veSv3P0gdsHtvLKi5jEOICJ/s4vGrT/Xzzx0aPWDofadiQ26UE0nt00nMRLuYSudkccPuwdbTzzzp/isYRVuIQmD0qmivmAm3JdK56ULSCMSsLUgMdDoRMaOplXc9f9yPf+W3m4/vE7VCuuOOOz5epYNaGIcD87w17m596OZP+9N/9r/zpb/1TYzIotNH6pjRwoB0EbUzpfRyZBzWerMS+K5v+SHP/M0fdc/BG+iBWIhJRznVO3QK56jDUKMlZzUcE2U17Wtsx0VH2atRT7PMtBhM44E8fNZjD7/gkQdfcmm6Zl3XXUiR5kipZB1Zxste7Cve9OgTPHRV5WWZKwJdBLNUWCHMGN1xMc3YILDvttrQE4LcMcdoxnGxm4xYbn3Izu6IhXf9hKN/8D/od/0LN69/yN7u2sHOStdMTXJI5q1T7Ux4RTrV5cKKNBlFLcaciGAz+cC0trn3jbz+l/uMt3wln/WfMFxW2yFy75IlOJpYr1ghfHKLx68+1c8/d2j0gKH3nYoNuVFOJLVPJzET7WIqnZPFDbsHW08/86T7r2AUbSEKgdGror1iJtyWSOemC0kjELO2IDHQ6UTEjKZW3vX8cT/+ld9u2dzPMiLdcccdH69SWi2sxrssy2Tc3frg4Qu+7bv+e2/5r34JK2TR6SN1zGhhQLqIGt10lF6OjMPacrQyJH/+W3/E3/6eH3L5rs+iB2IhJh3lVO/QKZyjDkONlpzVcEyU1bSvsR0XHWWvRj3NMtNiMI0H8vBZjz38gkcefMml6Zp1XXchRZojpZJ1ZBkve7GveNOjT/DQVZWXZa4IdBHMUmGFMGN0x8W0xRECdzfqkNoSI+NdNtIREtnEPDlYhWWebOayP7zET38//9ffc/Pf/pRaNvbWa8t8zDxZ7wyiGkU7E16RTnW5qDpGsXO3mzc+4MAR+yO3Zi9Puw4efIv1r30rb3yYaY/9+0Pu2G4WS67FOjTWGHxyi8evPtXPP3do9ICh952KDblRTiS1TycxE+1iKp2TxQ27B1tPP/Ok+69gFG0hCoHRq6K9YibclkjnpgtJIxCztiAxqCVlEjHTRa+99x1Lf9Vv/1N6+jRRK6Q77rjj41VyHNy4ftOlu14noh3PH3Bzc81f+Mt/1Bf+hteziyw6faSOGS0MSBdRO1OKOjbkSh2vZPAXnvxRf/t7fsg9B2+gB2IhJh3lVO/QKZyjDkONlpzVcEyU1bSvsR0XHWWvRj3NMtNiMI0H8vBZjz38gkcefMml6Zp1XXchRZojpZJ1ZBkve7GveNOjT/DQVZWXZa4IdBHMUmGFMGN0x8W0xRECdzfqkNoSI+NdNtIGhR2sMJrN09aw2hXTO3nvD/KPv9f1n3xOmB3s7tpubsparA922GxRtDPhFelUl4uqY9SrA8e3rttfbrGDmZt1oH7Rr7H/S7/I8OveynYv3PVpxNpms5iMVnujEyMGn9zi8atP9fPPHRo9YOh9p2JDbpQTSe3TScxEu5hK52Rxw+7B1tPPPOn+KxhFW4hCYPSqaK+YCbcl0rnpQtIIxKwtSAy6UgQRM1302vuuVf/uL/tm09G9BjtId9xxx8er5Di4eXjkYP8+lM3yslvbn/Ed/+M3+qIv/SxWyKLTR+qY0cKAdBE1uukoNd+yGnf0ZiXwnd/8Dz3zN3/U5bs+ix6IhZh0lFO9Q6dwjjoMNVpyVsMxUVbTvsZ2XHSUvRr1NMtMi8E0HsjDZz328AseefAll6Zr1nXdhRRpjpRK1pFlvOzFvuJNjz7BQ1dVXpa5ItBFMEuFFcKM0R0X04wNAvtuqw09Icgdc4yOFnJgQGK9HBMLPfPy2/nhv2T7//64l9//Pvt7Ow52VrabI71s7a5XQjnVzoRXpFNdLqxI1ruW42NDHbFKZl4+Hl3f+0zb1z3os7/gtxn/sy9muBy9HcT+JS1ti0xGhE9u8fjVp/r55w6NHjD0vlOxITfKiaT26SRmol1MpXOyuGH3YOvpZ550/xWMoi1EITB6VbRXzITbEuncdCFpBGLWFiQGXSmCiJkueu2ld+rf89Y/7fCD+9bDPtIdd9zx8So5Do5ubezu3IOyrQ+6tf0Zf+rbfp/ffPWXMiKLTh+pY0YLA9JF1M6Uskw3rVe7TCuKb/tj/4e//30/7p6DN9ADsRCTjnKqd+gUzlGHoUZLzmo4Jspq2tfYjouOslejnmaZaTGYxgN5+KzHHn7BIw++5NJ0zbquu5AizZFSyTqyjJe92Fe86dEneOiqyssyVwS6CGapsEKYMbrjYmoUGoFEtNtmLEjTTKxWFszbxcFqy3Kd97/g+F/8oPe87W+5dPyzMsPB3o5VhmW7ocswBL3QXhPpRCPc1uXCiiKDeSZXjLtE2kzhxjz4UNzNp/1Sb/zNX8Xn/Be4O6wva2mZNsZxxED4pBaPX32qn3/u0OgBQ+87FRtyo5xIap9OYibaxVQ6J4sbdg+2nn7mSfdfwSjaQhQCo1dFe8VMuC2Rzk0XkkYgZm1BYqDTiYiZLnrt+nv0137Fn/Xen2VvfQnpjjvu+HiVGNK0XQy5//+xB//Bmt13YZifz+ec8773vnd3tZIsyV7XxgHHWE0yqQ2UqIQCoVUDReHH2kCBQFEEabANGTcpDTBAEaAOlAyhMBNPM52CksbTrdPhRweYUGgLBQsIA0Qw/JBsvDa2sbyStXvv3vu+55zvp3fvXVmo0HT4g15dpOcRUSZX7a0v+7r/4ot9yf2fTI9sVPrDKiaU0CGdRuVY07TpuqFfMg9MfNPfveR/+/FfdXb7AtURMzGqaI7UkkrhBFXoWm/OSesOiGYYVwqbflbRbLdejZPMNOuM/Y7cfcT99zzu3ruvODtetmhXnUqRpkipybZv7s97d13w6vvexOsuanle5kCgGsEkNQwIE3ovOqXKoYY0BQ0dOodqTTUiVXWuj812X7KucvD72iM/7t3v/DHn9t7jfLcx9KnapKZRKNEFimnyHJFuKMeimtNrImakFkubGvTdQj8MVNmb0xPjtnjZX/Ax9345H/tJOBsHm7K12nYkBqQ/y+KBiw/VY4/u6t2pq5UjsSbXmhuStqKSmIhyOjWVo9k1WzsbD1960O0X0IsyEw2B3jOi3DQRDiXSiamGpBCISZmR6KhUReaEYu4dfCT8rS/+3nrP4/tWy3NIL3rRi/6kmgpUUks0LXftHrzH33zgXm/+e59Fj2xU+sMqJpTQIZ1G5VjTRK1l9MwDE2/96h/0iz/3uNXiLqojZmJU0RypJZXCCarQtd6ck9YdEM0wrhQ2/ayi2W69GieZadYZ+x25+4j773ncvXdfcXa8bNGuOpUiTZFSk23f3J/37rrg1fe9iddd1PK8zIFANYJJahgQJvRedFo12kyEit7sWIeoiRqJVOu1iKDfsP4gv/zjPvRLP2bz/t9w+zbbi6TN5vWBNm0MfUfXMY9EOJaORLqhJJqo5vSaMDIM1JbrY6kKyz70NalW9vsdl/e23P76z3LHZ7yRW19Nfy70S2IgBqQ/y+KBiw/VY4/u6t2pq5UjsSbXmhuStqKSmIhyOjWVo9k1WzsbD1960O0X0IsyEw2B3jOi3DQRDiXSiamGpBCISZmR6Kg0z/T9hGLu1X74qi95W/32bzxle3EW6UUvetGfVDNX03cL89SLKNXteXrvXT7n4if5lu/8MgZko9IfVjGhhA7pNCrHmqYzIpkHRr76S3/Ab/36E7b6O6iOmIlRRXOkllQKJ6hC13pzTlp3QDTDuFLY9LOKZrv1apxkplln7Hfk7iPuv+dx9959xdnxskW76lSKNEVKTbZ9c3/eu+uCV9/3Jl53UcvzMgcC1QgmqWFAmNB70WnVqOZY74YKR8INjWpMB+Sa6Uke/Rkf+D/fob33V9y1mkzrA8vFIIRqo6jG0FHFONJ1jqUjkcoN6YbQqOZ0mhhHlh39llappllXE22kisWOg/4W79vcYvvVn+zln/3l3P7niVtCbhEd0p9l8cDFh+qxR3f17tTVypFYk2vNDUlbUUlMRDmdmsrR7JqtnY2HLz3o9gvoRZmJhkDvGVFumgiHEunEVENSCMSkzEh0VJomhmFC0QZG3vLlP1S/9q8+YGs4g/SiF73oT6rZTKPtrR3jJkWU6vZ8ZPdxn/ofvMb3/KM3yxWyUekPq5hQQod0GhWqmGMymJUQ08K0x1d80Xe5/Nie7eFOqiNmYlTRHKkllcIJqtC13pyT1h0QzTCuFDb9rKLZbr0aJ5lp1hn7Hbn7iPvvedy9d19xdrxs0a46lSJNkVKTbd/cn/fuuuDV972J113U8rzMgUA1gklqGBAm9F50ehWiUGuqEUkMNpEa5omdbs3B+/iNn/HUL/2o/d/7FefrSavtNF8/0A09kWhEoByZZ0cCkVQSqdyQbgiNak6lYJw3IkrfB5lozDOSbmCcOXObJ55ce3K4w5/7tC+y+IT7OPcam+WtMSD82RYPXHyoHnt0V+9OXa0ciTW51tyQtBWVxESU06mpHM2u2drZePjSg26/gF6UmWgI9J4R5aaJcCiRTk6j0kdFU2YEEmnaMCyaIy0Z+doHfrB+7ZcuW+Q5Ub3/b+n5KFs4EoWmhY+qQKVj4RlRiPKi54EKohxrjjXH0rH0/NSsxwM7q1ts1iUzVbfvyaff5ZP+6qt83z/+WoszSITnKM0NIZ1m40RE6btJm5uYlvaf5svf+O0++L7ZariL6sk1MRKTktSSSuEEVehab85J6w6IZhhXCpt+VtFst16Nk8w064z9jtx9xP33PO7eu684O162aFedRhVpzE4oQzsw9bd4V7vgNff9HV53EefpBzQ0Ik3SDZ0mNPSOFAKFQCFQCBQChUAhUAgUAoVAIVAIFAKFQCFQCBQChUAhUAgUAoVAIVAIFAKFQCFQCBQChUAhnLBGNUcikcqx5lj6f9cc6xyqNdWIXsVg7dgwbXT1BO99xFM/+YOu/vbPumu72dru1N6u6HsiqJnW1DyLNtN1dB1VRBKoJCiJdENoVHMqBVZn1cGuGK8Tjk1I9B0VpnHWrc572lkfiJd4+b97n3Of8Z+wvIvYCQbPET6qPCvc0BypRjiUSM9n8cDFh+qxR3f17tTVypFYk2vNDUlbUUlMRDmdmsrR7JqtnY2HLz3o9gvoRZmJhkDvGVFumgiHEunElWPhpuZYGsdR3w/CoRkz3/Yt76h/8fafcte5j1PjUlW5ISL88dKxdKTCkSgnJVtYxNI0TbZXvSevflgzueW2W13dvaaExbBCRyUSTbihoRyJ5kV/OuZ5FhEWi4V5nkWEaZocHBw4f8ttxvWstUmZZBLZVM0iQmZvnhzqqfBRUWiOpZPTzDUZhqW9vdH587e5eu1J8rpu+2n/7NJ3etkrMSAnm3HfMGyhs7c32tlZCqdYUViv2dpqps2sj8EH38WXveEbtfVtFm5zJA+0XBMbJG2b6ohyYip0rTfnpHUHRDOMK4VNP6totluvxklmmnXGfkfuPuL+ex53791XnB0vW7SrTqOWvf1uqaJZTfvW/TmX55f6+M/5Gl73uThPN6ARM5EqBjM6o3CoBkcKgUKgECgECoFCoBAoBAqBQqAQKAQKgUKgECgECoFCoBAoBAqBQqAQKAQKgUKgECgECoFCoBAIJ6cmanQkemIwY0Y5FkiEZ5VnTevZctm5Ye9g1G8NZqwnbusnxvfx2P9h8zP/g/13PeJs7MvVymTL1d3rbt0aRE2eq3mu9BzhUDpSzakVtOjRZE2YKYcaksCwMO7P5lxoy3OubDr73Tmv+cRP5TO+kOVrWdwZNU2qSg4D0macDIte86xEmKiZmojEQPSez+KBiw/VY4/u6t2pq5UjsSbXmhuStqKSmIhyOjWVo9k1WzsbD1960O0X0IsyEw2B3jOi3DQRDiXSiSvPCjc1NJvNZOi3BKYNffLfft9P1H//tkvu2HoN85ZqQTQR4Y+oRDqWjlQ4EuWkZLGIXgYHm2v0o+vrq1pODsaNxfaWaUR16KmUGpoj0USVCqKoIIoKoqggigqiqCCKCqKoIIoKoqggigqiqCCKCqKoIIoKoqggigqiqCCKCqKoIIoKoqggigqiqCCKCqKoIIoKoqggigqiqCCKCqKoIIoKoqggigqiqCCKCqKoIIoKoqggigqiqCCKCqKooE2z7Ds1NzJ0kbqh12dnfdCsli/R5ULkpIyqJpFFJVK1RE+Fj4pCQ0Pv5DRzTRaLhb292Zkz5+ztXZP9Wus/4nu+7xu97q8sdVvI0Vz7MgYM1uu0XKQIp1dRbmpNRLLhV995xdd85UN2lq/StbOO5HVireUGSdumOkeinIgKXevNOWndAdEM40ph088qmu3Wq3GSmWadsd+Ru4+4/57H3Xv3FWfHyxbtqtOoIq27jihb876pO+c980t93Oe8idd9Pm6l64lCI1LlYEaYJKJ6L2jh5NREjWjEghhMmFEIBBKdZzUUAh0ONmuVS9GzwTxztqNvT/C+XzT/wiV7v/6/Ojd+mAETe7Gj39qxGPdFTV6QgtKraLIcmiiHGlFUMCxMY6Pbkls7rh3Mrq8nt991weK1n8pnvlk7OBd59hzZm9ZNLrZVsr+ebS07gURomKlGNQKxRHo+iwcuPlSPPbqrd6euVo7EmlxrbkjaikpiIsrp1FSOZtds7Ww8fOlBt19AL8pMNAR6z4hy00Q4lEgnrjwr3NTQHBxsbG2taBxcZ2vBO/7nX63v+Nbvd9vwcWLeQaKJCH+8dCw9X2Q182bP1nb6yNN/4FM+/RPdeteOilEOLLYX1uu10iGpFBqaI1GyQpOyaEEWLciiBVm0IIsWZNGCLFqQRQuyaEEWLciiBVm0IIsWZNGCLFqQRQuyaEEWLciiBVm0IIsWZNGCLFqQRQuyaEEWLciiBVm0IIsWZNGCLFqQRQuyaEEWLciiBVm0IIsWZNGCLFqQRQuyaEEWLciiBeZmudq2v7snh968GeXQW/aDX/nl3/Z7v3NgZ3mbYdEbx32tRl0XqsI0zTJ69FT4qCg0NPROTjPXZLFY2L/ebC1XDjb7huVkb/yAr37TG3z5V32CXFDdKGw0oVXqYssN4XSbZzI5uH7d9vZK2+fSP32nh775h7z0JX+JcQtJXifWWk5UUttUOBLlRFToWm/OSesOiGYYVwqbflbRbLdejZPMNOuM/Y7cfcT99zzu3ruvODtetmhXnUoxYUZjRtf7QHu5l933Fl73RuI2+iWCKLIzRZoRSHRe2MJJatTsSHRKmtEcS3QIh2ryUZE+qpqr164bzp4TwWbmTFeyPcXu73nqJ37Q/uPvFB/6TXcsJ/0ytIMDo8Fye4dxQzUvSEHpVTRZDk2UQw2FoOu1ViqXql/atLS7noje/s4rfMxnfw1//q+wvDV0O8rK3KUZU2OZ9A7VhHIsiEQ6DeKBiw/VY4/u6t2pq5UjsSbXmhuStqKSmIhyOjWVo9k1WzsbD1960O0X0IsyEw2B3jOi3DQRDiXSiSvPCjc1NAcHG1tbK4r9PbaX/ML/9Qf1lr/zTc55la5uEdGhqSrPiAh/VHq+yJosl2VrVZ64ctk3fvNbfebnvJwtJBo6BMofrxwrBAqBQqAQKAQKgUKgECgECoFCoBAoBAqBQqAQKAQKgUKgECgECoFCoBAoBAqBQqAQKAQKgUKgECgECoFCoBAoBAqBQqAQKAQKgUJgxIAZHSZakbj09l/x3d96yS2rV1puLUzTxjyPhkVHpfV6resGpOdqaI71Tk4z12Sx2HKwPxuGwThNFluzp6//vk/5tNf6nu//ChbImdgoZa7UxZYqMpxqcyOT/d09q9UOG771v/xBP/z2X/TSl/wFtdlCkAfEWsuJ6qklFY5EOREVutabc9K6A6IZxpXCpp9VNNutV+MkM806Y78jdx9x/z2Pu/fuK86Oly3aVafThJFCQ58+0F7hZfd9Ha9/I/kSui3CkUo2mNGhQ4fQvHCl54NCQzkWSIRGzWieKx2ZZ5W9OXsN3Tzq4hrX3m38pZ/07p//EbfW05bzVbG5ZpnNYgjmUW02YlhQ6QUpKL2KJoowOVIN5VgQaao0VmjdlugWpkpP23Ft9bH+7S/4W7zyLzKtws7LraO3QYcFeo0aKURiMAeFDuH5LR64+FA99uiu3p26WjkSa3KtuSFpKyqJiSinU1M5ml2ztbPx8KUH3X4BvSgz0RDoPSPKTRPhUCKduPKscFNTZuM4WgwrivU+y4HHfneqr/iSrzXsv1zvvIxOJK01VSUiZKaq8lzNc6WTM1kfXNUv1t73/t/yHd/1Dd7wlf8OHTo2457FcuFZ4bmSlgQKgUKgECgECoFCoBAoBAqBQqAQKAQKgUKgECgECoFCoBAoBAqBQqAQKAQKgUKgECgECoFCoBAoBAqBQqAQKAQKgUKgECgECoFCoBCs9zaWOwvzuumWSSFQ/PDbf963f/07nFm8ynJrobWmatb3vRvGcZTZ+6MammO9k9NUzbpusBnpus7cmsXW7Or++93xssHDb/9W5+5AR8WBUEqgN83N0C2cZuVYG5suU+3zlV/6HX73X3/Eme1XiGlFJbkmNlrMSGpJhSNRTkSFrvXmnLTugGiGcaWw6WcVzXbr1TjJTLPO2O/I3Ufcf8/j7r37irPjZYt21akUDTM10TCc9XvtFV71N76O13+hOc7TUeHIjI1jHRborTF6YeowoHcSCg3lWYFEaFRDoVHNH2e8vmc4c4sy2BzsWg4b9t9v83P/kw/+6k/rPvIet26F7DvTZi3a2k7OzNfYNPqF4v3dAAAgAElEQVSB6L0gBS16NFGEyZFqKEdaox+otJ5KdZ1h64zoBntT74PXw/Lld3vlX/siXvPJxF2xGc4bMWOFXqONFGJQmdaODeg8v8UDFx+qxx7d1btTVytHYk2uNTckbUUlMRHldGoqR7NrtnY2Hr70oNsvoBdlJhoCvWdEuWkiHEqkE1eeKxxqpnmj73pVnRDaRAZPflh95Zd9k6feszS4Td/3bmitaa3JTJmpqojyrOa50slpFj25mH3wid/xn73li9z/tZ9qmulXDfuYlSYkEuFZiR7hRX86qjWRabNeG5YLWolMN/zqO9/na7/ibbr5ZTJTZgopItxQVUR5VnOseVbvJEWU1ppWva7rzPOoW8zG+SljXPHd3/sN7vn0u+iY24GuD6XQGafJol8inValaUUnGXnv46O//ZVf7+DpHUO+REzbSGLEpOWMoBZUEOXEVOhab85J6w6IZhhXCpt+VtFst16Nk8w064z9jtx9xP33PO7eu684O162aFedSkEFUY02m4fbPFav8PH3fR2vf4P92JadI+HY5FiPQRPWmBEoBAqBQqAQKAQKgUKgECgECoFCoBAoBAqBQqAQKAQKgUKgECgECoFCoBAoBAqBQqAQKAQKgcSA3kkojCgEEh1Coxpm/2aNKiKYGnHA/CS/8pPe89P/1Na1y853G9O4Ng0r2ztnmDema09YtTXbmHsMXpCCFj2aKMLk2Ew51JiL5ZJuYJzNRXQLrcJ6JhYr79srZ17977nwH30p/9Yn0b8kdttSn/ToHWqjY4M5GdGwROf5LR64+FA99uiu3p26WjkSa3KtuSFpKyqJiSinU1M5ml2ztbPx8KUH3X4BvSgz0RDoPSPKTRPhUCKduPJc4VAzzRt915umpsuFQDVq5s1/+wfq13/2QxZxh2FYigjzPGutiQhd16kqNKIca2ielUgnokK1jly7tv9+n/15n+ybvu1zzclwlrLGqCEFeiQCiRQoBAqBQqAQKAQKgUKgECgECoFCoBAoBAqBQqAQKAQKgUKgECgECoFCoBAoBAqBQqAQKAQKgUKgECgECoFCoBAoBAqBQqAQKAQKgUKgEChUayroIhWmcXT1w4P/9PO/w/5TZ0xTsxi2dd1gGpvWmmHRaW0iCg3NH9U7SZlsNpOMzrDcMo5rlaNhuXbl2u9545f8h9769z9Pv2KcJsOyTPNG36USwgLpdGpK0yp1lYz86Dt+zXd9+9vkeJud7Zdqm44KojBp4aaeCqKcmApd6805ad0B0QzjSmHTzyqa7darcZKZZp2x35G7j7j/nsfde/cVZ8fLFu2q06giTTG4YajRfn+bd9UrvPa+t+hef9F1g64jMBSBCsKhWhNNWRqlF6JEh3AyZkwoJDp0GtVQaEgEkf6IapipkbbP5gq/9bM+/PM/bHrPL3vp1pq2sRknm27HsL2SZnX9KYt5zRKtx+AFKSi9iiaKMDk2Uw415sawoOtoRSsVaW7M82zYWlp3O96zf8bOaz7FK/76V/CS19g/GGLr7J0aElGOVDBjdqxH5/ktHrj4UD326K7enbpaORJrcq25IWkrKomJKKdTUzmaXbO1s/HwpQfdfgG9KDPREOg9I8pNE+FQIj0vlGeFQ83cRl2mg/Val0tDP2gTGXzLP/jn9VPv+E3LvMswDCI68zxrrYkIXdepKscaUWhoRKMSiXQiqtPFyt7B09btQ+75tLt979u+mB49T139sDO37KChRydb70g5Fl70p2ieyzzPFotepo+6fn1jZ1j4kv/4H3ry/Wn/+mR765wulw4ORq01y+VCqw0xYyKaj6pEIp2krgv7+2tDv7BYbFmPB1qtrc6mJ558t9f8xZf6/n/89W65g3Fm2GoO1tdsLReODeidTk0zC4OYMfPffPuPuvTPflxO57zkto8x7jekY00LN6UTV6FrvTknrTsgmmFcKWz6WUWz3Xo1TjLTrDP2O3L3Efff87h7777i7HjZol11KkWaYkDTt9Gmv8276uVee99beP3nW8eOrqMrohyakMTIvCZSdWdsvDAFBoSTMWNyrEOHqAkzlQSiU9LsWYFEaOaDXZ3rxDU++Js+9CP/nau/8wteudpYDBObDauzRG9vf6OPZrk9MF1jd2Y5EL0XpKCkCkIT1RyphkJD0BqCCCLJjgiymCZTt+Xp7jYfqlttv+oTvOpzvoLzH6vWy4id281Sea4oBInw/BYPXHyoHnt0V+9OXa0ciTW51tyQtBWVxESU06mpHM2u2drZePjSg26/gF6UmWgI9J4R5aaJcCiRTk5DOlKeFQ41zMZpNPQDOtOY+o69XX7iR36tvvPrf8j5nY8xDEt7u9edO3fe7u6undVZ0zQRzbFGFBoa0ahEIp2I6mSe0WrjYPqQc3dM/sWPfQML5mBrh2ZSEumGKBRZCATCi05AjHzrW/8XP/kjv+TM6g5Df8bB9bKzOmdvb89yazC3A2LGRMyOBdUjnbSshtQEUgViVLkm9+yuP+i//p5v9On3XlDBOM8WW2Vv7yk7O2cwoHc6NZv5QJ8rOfOh9/LWt3y3d/32H7j97MvtXpssuy0k0g0tHGpIJ65C13pzTlp3QDTDuFLY9LOKZrv1apxkplln7Hfk7iPuv+dx9959xdnxskW76tTqk+t7jmyf967ppT72C97KX/48+tupwESbiYbERK2JJM+YcvBnVRUZjkwzEXTpSBQZTkxhdGxAaNSMhiQ6+yM5pBkTAgt0qHE0tD1il3e/04d+6n8Uv//LzrePGNo+fVDIRKI5Uo0oxzoqvSAFJVUQmqjmSDWUY82z0rFwJIpobJ2xnhY+sMd05uVe9pc/zc4nfTZ3fjzTuZi3b7PG1V1uPUOPmMjOsfC8Fg9cfKgee3RX705drRyJNbnW3JC0FZXERJTTqakcza7Z2tl4+NKDbr+AXpSZaAj0nhHlpolwKJFOTkM6Up4VDjXMpnmj73p01gdhuehMI7/8C39Qf/+rvtcQL7FcbNvfXzuzc4tr1/asVivT2ESWY40oNDSiUYlEOhHVqVoap+ticdXcXfGD//y7vPLVdEsqaZpyQ7ohCkWWY4nwohMQE//kH/6ct33fJefPXTB05xxcD9tb5xwcbGTXRE7ESEyYkQiqRzppWQ2pCaQbKmZio7p9T37kss9942f65m+7SEf15NBUrc3zqO9X6J1OTWnGsbMQfvZfPuHvfd23G5y3PZyhep2kEr0bmiAKzbF0Yip0rTfnpHUHRDOMK4VNP6totluvxklmmnXGfkfuPuL+ex53791XnB0vW7SrTqdGh82aQr/0+PhSH/d5f5dPfIP1wcry3DlHaqaS7ByptSOxRHpBqCLCc4QTU5gd6x2qkZqIRKeit8GECYEOPfpG165jj9//157+uUt2f/On3TG932KxYZoYG4ttR2KkNaIhiUFFikJ5YQpKOhJNlEMNjXKoHGtIzxE+ajNNhsWKrbOePOhc7W514fX3Wv77b+DMn7O7uwhnbxcd80Q/N6uhsV6ztU2k57N44OJD9diju3p36mrlSKzJteaGpK2oJCainE5N5Wh2zdbOxsOXHnT7BfSizERDoPeMKDdNhEOJdHIa0pHyXOHQaG6jLjuk69dHq+0VxR+8T331F36njzwRtrd3TNNsa3nG7u51W8sd0zTJTMcaUWhoRHOkeqQTUYG0nq5Z7mw8cfV3fdN/9TW+4Is/UQwcjHuGxQKB3g1ZKMcC4dDkRf//i7n3zn/5B772q7/F+XMv1+et1vud5XDOPJdx2tcPRYzEmmhUoqMWVBDlJGU1JBVaOJQqGjGrXNtff9jZ2zr/6Ace9PF/iSqiwzAaxwPDsIN0WpVm3KRF8Z3f/BPe/vBPOr/zMme2d9zQxhFBLajQItGI2bF0Yip0rTfnpHUHRDOMK4VNP6totluvxklmmnXGfkfuPuL+ex53791XnB0vW7SrTqtqo+iCNtLveG++0ive8J/z2s9muEur1MKRGWsUOvRYFlEzEg2JhkRDoiHRkGhINCQaEg2JhkRDoiHRkGhINCQaEg2JhkRDoiHRkGhINCQaEg2JhkSjgnQoqRlJFJJ5pusIJ6LQkIiaMFMTklyapA0mFAID+qkZupH5Kk9f9sT//g5XfulH3Lr/e+5a7LN0qNPWo1jsCI22RnMstW5b0+lrppoXrPD/0HxUNUeiqPBHRJqF9cGB1faCs2dNT1/3nitrWx/zOi//5L/BX73I/rmo86+wxjSyMFt0E9PIsEX0ns/igYsP1WOP7urdqauVI7Em15obkraikpiIcjo1laPZNVs7Gw9fetDtF9CLMhMNgd4zotw0EQ4l0slpSEfKc4VDo2ne6LtEOjiY9f2WvkvtQL35b/4Tv/6vLtve3hEGw7Dl+t7G1nLHOM4y07FGFBoa0RypHumkdF2nrFV31ZWrj/lrf/0TPPjdb7bcYe9g12p7qbmhQ0o3FYIwKbNAIVAIFAKFQCFQCBQChUAhUAgUAoVAIVAIFAKFQCFQCBQChUAhUAgUAoVAIVAIFAKFQCFQCBQChUAhUAgUAoVAIVAIFAKFQCFQCBQChUAhUAiH2tJTl3nDfW8R7RZ9njdvdgz9GRm9/YM9XT8RI7lGo3p01IIKopykrOZYUqFFoqlAjBbbzZWn3usLv+yzvPUffKYqYomuYUaHdFo1JVp4/7v4qi//DuPeOeu9ctstZ+3v74maHKkl1WmSaMSIhkQ6ERW61ptz0roDohnGlcKmn1U0261X4yQzzTpjvyN3H3H/PY+79+4rzo6XLdpVp1L83+zBDbStd14Q5uf3f9+99zn73Htzc5O5MwkTIIN8hA+LqKOhC/ADQqtUkYhYpcMQM9MBi1o/8KsdnRVoqKhIF4rIGqCmgBDUalWwYtWy7DKCoCUg2mQGAjOZmeTm45xzzzl7v+/7+/Wcs29yE8iw6rCmJ1fmeZrseq3vOHzO0TTzs+2jfPwX/QE+/XdYjectlueV3okBK4zoMMeWYzX6j1YVEV5RFa1DcxYKiYaoEQOVaLSFUXPguhn6YTCrA+KA6RlP/f3v9PRP/pBzz7/LRy0OtKPnaNjapkpVJyS5QjoVzdh2VIQ+J1Hpl63w86RfKNGQaEiqEc0YvS5K5IocmBjazN7stZ7d+mh3fs6XaG/8rXSvjdXYmS+2hWQ6IoKYEb1Xs7j/3gfrsUf39S7raulUrGgr6UQjl1QjRqLcmFK1wWTP1s7aQw8/4Jbb0YsyEYlA7wVRrhkJxxqas5NoTpWXC8cGUw5aI4QpG9XrWsfIN77jn9T3ffc/0vdbZv1cWBiGtLU4Z1iniM5GEoVEEkk1NDRnpaum3woHw/uNrti5NPhr3/b1Xv9xS2OVriukF4RmI1FIpI84A7nNIV/+JV/jXY89rY9bRd6ki3P6buFodaDrR9qKGJBUj45coCGJclZapSgqGhUymhMVjk0Wy+b9T73ba25f+sZveruP/zSnKlLMJmLmRrZap3nXfMc3/4i/+OB3+ujXfbqD3cFixjAemHXpVC2oTmpEEisiqR7NmajQZW9qo+yOiDQblgrrflKRtrNXw6i1ZtIZ+h1t/xH33f24e+664vzwhHnuuhFl6101t1gsxNWnHNbCM9t3+Njf/jY+9fPpbqUK4VTMVSxN0WlKq6QGpP+oRXiZTCKIjpihOQuFREPUiIlMWiNmRs1B0QUdZtOkq+eZnuPKT/OuH/Pv//fvsnXwPrftNLP5wDPvd2pnSRVpo0aiKEQno5eavpJKv2xFernmF0o0JBqSaiqaocJ83rG+yuHIDBfOqXHpseebuv0/8Qn/2ZfyK95IXAiL88TcuFrpFwt0aF7N4v57H6zHHt3Xu6yrpVOxoq2kE41cUo0YiXJjStUGkz1bO2sPPfyAW25HL8pEJAK9F0S5ZiQca2jOTqI5VV4uHBuUQdaoRS/MVDVVnTbxT//OU/U/vOMvW68H89k5OQU1t5gvrdcpNDQkUTZG1zU0Z6JCDZ3FVufq8H7z5aG9o5/zJ/7s7/fb7v3VdAgqHEukUEikjYbmI85Azhj4hge+1/d9zw/q6jVm7TWizmkxM+Wgmw3EiljbaNSMXKAhiXI2UlfpRGloVCc1J6ql6Mpzu0+K+VW/901f4A989efIpG05VkQQbliFgz3u+91f76d/6tA8XufC8pKD/SsW28hDp2pBzaRGjMSKSKpHcyYqdNmb2ii7IyLNhqXCup9UpO3s1TBqrZl0hn5H23/EfXc/7p67rjg/PGGeu25EY5vZzbmtRae7+gFtvm1v+XqXPuuLeMPdLC8zrqiikmi0LfRIp8IvD60RwTSRSdexuJnt22g7zkJhQqCT1EAl0YiZSTOi0IbJPA6YnmJ4mkf+oXf/87/rpoOfdSEO9fMFNRoPD/VdMesYVrSecKypQDUvihSF8stXpJdrTlR4uWpEUo1IUU1hGEsLemtipBCIpf3ugieni/I1H+8Tf9Pv5K676S7FNPXMz1tPk61uJry6xf33PliPPbqvd1lXS6diRVtJJxq5pBoxEuXGlKoNJnu2dtYeevgBt9yOXpSJSAR6L4hyzUg41tCcnURzqrxcUNbCpEymnPRtC51pCl12nv1p9ZYv/3OefWZP3y0Ma7q2bbFYOjoctZh5UZSN0XUNzZnIGeO2qhLzfdU/53B8n1/zmZ/oHV/7FW56DRrCRjg2YsKIRi2o5iPOQGLgn//g/+NPffWfF3mLefdaph3T2PSzpuKQWBFrJHpqRm5TjRiJcjZSV+lUNRWN6qSGTkVJg6n2xfzQ+YuTP/VnvsKv/+zLdGg2wg2r8L3f9UP+wgPf5+LWXfaembtp56KuHRhzX9QRkeQ2NZMaMRIrYqJmaM5EhS57Uxtld0Sk2bBUWPeTirSdvRpGrTWTztDvaPuPuO/ux91z1xXnhyfMc9eNKFtvNdu23ZLdp+l4Zh1mt32SZ/rbTLOl2fp5i2llVoMTY8yUpqt0YmhNRvMfq6pSVSJCa800TTLTfD53cP4N3vDmr6O/zVkoTDZ6SU3USDRipjSTY1Pp65B6nr138xM/5Jl/9Y8dPP6I159fEQPTlqPq9YstrVKsd0VMRBGdsW3JmElNZ22WKyqJRjW/fCWSaDaaE6Wp8BINiYYU1ZyoKjUNukj6Ro6sJvqe5c2eyx3vvtq7/Gmf5aN+wxdx+ZPYel2s4pwVdtB5dYv7732wHnt0X++yrpZOxYq2kk40ckk1YiTKjSlVG0z2bO2sPfTwA265Hb0oE5EI9F4Q5ZqRcKyhOTuJ5lS5Lpwap0N915CGaTDrthGqOpHBSr3p3j/nyffsa3asD5n1S/P53MHBgXnX2+ipcCJbIZFoaM5EzszinIODIxcvzTx39Un91qGhnvHXv/cbfPTHoUNDIBwbMSHRqIVThUAhXFcIFAJloxA2AoVAIVAIFAKFQCFQ/sMFCoFC2CivLuH/m8TEB35m9Hu++A8yXbLVvdY0zq1Xk+2tHeP6gBhoA0Yn0pxcUj2xJsrZSK3SiaimolEdmtScyBjMtkra8zM/++O+8Hd9rq/7hjc5OmDrJgSal0gb6brmRGkChSgb4VjaaBQChUAhUAgUIl2XNpqN5lT5BSoIFMKx4uou933pOzz+E3sunf9E0+G2w6srd9xxi/e+7112tjsUtaA6qRFJrIikejRnokKXvamNsjsi0mxYKqz7SUXazl4No9aaSWfod7T9R9x39+PuueuK88MT5rnrRlTR7A9pOQvd6oALjUPG7Uved9jT5rbj0GJamdcgKk3RoelqUsEYnakR2VRLkU21FNlUS5FNtRTZVEuRTbUU2VRLkU21FNlUS5FNtRTZVEuRTbUU2VRLkU21FNlUS5FNtRTZVEuRTbUU2VRLkU21FNlUS5FNtRTZVHhlkaKocConIoKumaZJJovFwtVLn+q1X/kdzD/Wh6pcF16iXBdJNSLRvKCQNjrHavSi6BXCsfEAVxk/wE/8M+//Z3/b9OSjbl+uOXyGDkOznp8zP3fReHjVtH/F4sKS9RHRGdu2jF5quhrN6pCa0KE5M+GahvQy5f8H6VS4pjlRmpdrSDQkGlJ0PTkxjpjoOrqOaTIOKecX7HbnvXe15dyveKM3/NY3c/kuQ1yIqW0LdOgQkkqnolc2womk0qloaArhwy/uv/fBeuzRfb3Lulo6FSvaSjrRyCXViJEoN6ZUbTDZs7Wz9tDDD7jldvSiTEQi0HtBlGtGwrGG5tUrbaSNZqOR5BEPf9e/qP/xa/4X291tLu7cIarZP7hi3k+6bk01apuaUXPlWKyJSUZzluZt5uDgwHK5dHW1a7ZVVtOzPv1Xv8E3/rX76BkmZluIQVY6Wq8sF0s0NBuJRCGRNhoaOjTKRtkIBAqBQqAQKAQKgUKgXJM2GoWwUV40jGU2C8KxtB4OzWe9cUp9t005MxU+ZFFMI13xe37H13jyZw7N2wXDqizmO9YHk3l3wak4pK2ItdIzXkIn24qYnJ1E04oUaE5VI1IZHa333Hp5x3PPv9/h6hl/8A+9zX9536fJgXYOHeshRZvMZoFJSdc1dFKvIdESQTgWI4VoFAKFQCFQCBQiKURhbaNHh56iHCunjo7Y2uZgVZZbITGsD2112775z/1f/vbf+CG7z67d9tqPtfv8oSh2zm176un3OXduaaNR4UUx2WjOTIUue1MbZXdEpNmwVFj3k4q0nb0aRq01k87Q72j7j7jv7sfdc9cV54cnzHPXDSkoTUhqcCo6pTfGTEXTatRVCYlE81KFCqKaihTVVKSopiJFNRUpqqlIUU1FimoqUlRTkaKaihTVVKSopiJFNRUpqqlIUU1FimoqUlRTkaKaihTVVKSopiJFNRUpqqlIUU1FimoqSOFEU65LUVTQWrMaJv18ZhgnbTaXE0frlemOX++Wt3wrizu9kqoSET6YQqIQaAjHyrF0qhCJhiSa6xqFstEoDBPRmAWmQ2qf6QO858c9+b99h6Mn/rWPOTdqccBqsDGjNaU5ETUinQrHeqXZSFGJRHNmgtJsNKSXCifSRnpF1XxYhJ+nIdGQaFRSo1PRq+iVcKKZqKR1bN/kA4fhyfXSzZ/yG3z05/9eXvPx1uP5WC3OWRcXg65WHO6ztaRt219NthadDpEDNToVPTEzBQ3hwyvuv/fBeuzRfb3Lulo6FSvaSjrRyCXViJEoN6ZUbTDZs7Wz9tDDD7jldvSiTEQi0HtBlGtGwrGG5oaV/Jsfear+27f9RcPVS84vXm91uDbvjnTzlWm8qhVySW3LmjlRbUWUDGcoLfrO/v6+c+cuOFgdiS4drZ93+fZtf+RPvsV/+ptuVogFq9We1nf6fma1HnXdzKzrbSQSExJpo6GhoUOjUAiEX4Kk0kaz0byScUp935BIFEJVrxBFBVFUEEUFUVQQRQVRVBBFBVFUEEUFUVQQRQVRVBBFBVFUEEWFUxm0IoNWZJSGRJMSTZNoSLQKJ1owHPBd3/Yj3vlXv8/zVw68/raP1WUjtw2Hc60a7ZB2JNsR1avpEjWT3SExOXMVNprr0mKrd/XgeYstpjyyf/VZn/Yr7/KWt77Zr/mczu5BufCaIMhMrSVKKlMO+jZHSL2XKRrCiUTzovLKwjXpVCQmJHp0aBRl4/CA7W2e3x2dv9g7ujrZ2uk0PPaT+/74W7/Vzz52aGdnx8WLFz333HO6rnPhwgW7u7u6rvOqVaHL3tRG2R0RaTYsFdb9pCJtZ6+GUWvNpDP0O9r+I+67+3H33HXF+eEJ89z1ETegQPUqCOlUpVORTrXeOA762cJqSn0/MxSro8F0xxtdeus7WdzplVSViPDBFCYkOjSEY2Wj0qlIqhFJNCcK4Vg61ghWE9E71WE63DXvjqhnefxfes8//VvalcfsrN9vfnTF1vaMCdXckILSVBDVVKQo10WKck16uUSjmrOT1ORUW0idKXon+hqENasVO+dUbHlytXBw/k63fspnu/hrP4/XforD9ppY40IQdcg4oGO2Y7TRIWokBxs9baaC8OEX99/7YD326L7eZV0tnYoVbSWdaOSSasRIlBtTqjaY7NnaWXvo4Qfccjt6USYiEei9IMo1I+FYQ3PDSg731Ffd/1c8+qNPu3nnTs8/s+fSTXPpUOWhU7VNzai5E9VWSBnN2UmLWdjd3XX+plsMw2Cq0XrYM9RzfvXdn+CbvvUtjlYszhF9GsaVvu/QWw+jRT/3onBNIlGuCzQ0p8pG+KWp9DLhZQ72Dy13drzg4GBtuZxbr8t8HqoQRFFBFBVEUUEUFURRQRQVRFFBFBVEUUEUFURRQRQVRFFBFBVEUeFURYkKFSWKihRFBVFUENVUEEUFUY6FKFYHPPlu7n/zn/LsBw68/rY3ONob1DTX2UYjVsSaGKhe1Tmqk20gJmcn0aiw0VyXZvNe1pH1+tBsXlbrfXv7z/jNn/sb/Yn//l4338nz++93002XEMaR1Wqws9x2ohwLL0rXNUTZKP/hwqkKP08KL2j29q46f27HlBxeLTvnQhRf/nsf8G9+6Dk7s49y8eJFJ/b3981mM/P53NWrV81mM69aFbrsTW2U3RGRZsNSYd1PKtJ29moYtdZMOkO/o+0/4r67H3fPXVecH54wz10fcQMKVK+CkE5VOhXpVOuN46CfLaym1PczQ7E6Gkx3vNGlt76TxZ1eSVWJCB9MYUKiQ0M4Vn6eRCMSTdkIx3JEU60ZMKLDrGjjs+QzPPOYZ37wu/3sj/1Tt+2kW7YZrz5r3lJkUW5cQQVRTUWK8grSB1XN2UlqQqi2ZYpORhNFX4OoI9YDHbYuWMc5TxzMHS5vc+ev/TznPvsLWX403bmg2egMw2SKZtZ3mo0o16SN5lT4sIv7732wHnt0X++yrpZOxYq2kk40ckk1YiTKjSlVG0z2bO2sPfTwA265Hb0oE5EI9F4Q5ZqRcKyhuVENq9Gs633bN/1wfdNf/F6XL36iq7uDmy5TWCAAACAASURBVC4srA539X06lQt0VI9UbUDKaGjORpp1ZX9/34WLtxrH0TCNuj7tXn2f+faRP/2Or3LPf3EnHTrHJgdHVy23z8mkRaMQXi68RPrgml+ScixtJFFear1am893nFgdlnEKO0vGkb6hOTthI1AIFAKFQCFQCBQC5dS4pu94+j185Vsf9NR7DszaBTn0Ws510dmYiESiqVo4kZFEOTtpo1GB5qVW6wPnz29bD4fEqJ+Vp59+n5sunvM5n/up/ru/8MUmV6mm6xdUs16XvgutOVVhI5xKidQQegqFQCFQCBQChUAhUAiqbATCsRGTMNpojlajrcV5uebgKud2+PZ3/h++5u3/kzsv/zrL+etM0+Tw8FDXdebzuWEYrFYri8XCq1aFLntTG2V3RKTZsFRY95OKtJ29GkatNZPO0O9o+4+47+7H3XPXFeeHJ8xz10fcgALVqyCkU5VORTrVeuM46GcLqyn1/cxQrI4G0x1vdOmt72Rxp1dSVSLCB1OYbAQawjVloxA2gkLaaIhpksOktuZGTFgflgvtQIvn2H3Msz/w1+0+9iNu7vd16z3zxmw+d7D3vO1WotINLZJqRFKN8BLpF1XN2UkqiaZiboyZ0oTU1yDyiG7koOhx/hZ764X3HnS2b/t4t37Sr7P8jV/M4jXE+ThaN/32eROmIS1mTWdjcl1XjiUSPeHDKu6/98F67NF9vcu6WjoVK9pKOtHIJdWIkSg3plRtMNmztbP20MMPuOV29KJMRCLQe0GUa0bCsYbmRjUMK7O28NP/Vv2ee7/aVrtNZ8fWfGZYHQjpVPUIpRETsXYi9WjORurbZLVa2VqeN45pPUyWO3Pradf+4ftcuKX5nr/19S6+hqefOXDra5dODMOR2XyLQnm58HLhmkSikGjo0HzIykYkJoxI181d3Vvpux2LRZDkwDjQ9wxHCGemggxakUErMmhFBq3IoBUZtCKDVmQwmzGNbC34jm/5l77jr/2vYjqnq/O66rVIIp2qpnRORTmR4YyljUYFmlPViLReH9naXoiYZA1al6ZpZbU+MMZT3vQVn+O//qrfTePZZ/bcfOm8E4cHZWs7RCCcqnBNIm00NIFCSIVAIVAIFEJTCJRjSToWCJoBK2Flo8PCwT7LrW0m/uHfe9xX/9F3uHzpTm19s1ZLBwcHpmly7tw5J4ZhsFgsjOPoVatCl72pjbI7ItJsWCqs+0lF2s5eDaPWmkln6He0/Ufcd/fj7rnrivPDE+a56yNuQIHqVRDSqUqnIp1qvXEc9LOF1ZT6fmYoVkeD6Y43uvTWd7K40yupKhHhgymk6xrCz1MICmmjkOjQjZOKztQx2lggxqc5+Fmrf/yQ9/6r77dz9KTLNy/U0YHVMImt89brtZ02aTm6YUUiqUYk1Qi/iOZlyhlKKommYm6MmdKE1Ncg6pBu5CoKO43ZTfaOmt1aWG2/zhvu+V188mex/JjQbnbULQ3oikXQSTRrlI0OfSYmWofmwynuv/fBeuzRfb3Lulo6FSvaSjrRyCXViJEoN6ZUbTDZs7Wz9tDDD7jldvSiTEQi0HtBlGtGwrGG5saUSDn12qje/Lu/yaM/+j43bb9WZ2bWOjmNNsKJciwmYnAizdCcjTTr0jiOopubprAeRoutXjcrR+srrh69z2f9pl/lz3/DW8QWOdEW7O3uOn/hgl+gvFzYCMcSE0YkGmbofcjKRiQmrDHZaJi5ujfYWZ4j+fF/tesb/tK3evrJPdvb27ZmiFEUFURRQRQVRFFBFBVEUUEUFURRQRQVRFFBFBVEUUEUFURRQRQVZBQSzYsqXNeQaEgvVW2wd/i0apNv+eZv9t6fed7ve9Mfc+u5j7PobrHVLxwcPENMVEfNVS2IJFbEKPVozkYibTQ0KtCoRqT5fG61OtS6QhrGI10Xur4crN8vt97ny37fF3rLV9zrxLimzWkd6/VkvuiI9FLlREN6ubRRXlnYaDaaTBuBoFnhUJiQsnotzjHNWPOvf3jPH/6qt1sfLly86XWuPl+6mDvR973WmsPDQycuXrzo6tWrXrUqdNmb2ii7IyLNhqXCup9UpO3s1TBqrZl0hn5H23/EfXc/7p67rjg/PGGeuz7iBhSoXgUhnap0KtKp1hvHQT9bWE2p72eGYnU0mO54o0tvfSeLO72SqhIRfjGFRLMRrikvqiBRNhKFwKwIjMHe/pGbz22Ru+w/4eiRv+OxH/xOn3jTqN97wrC/Mr95i2qeXTXnz5/XVvtajm5IkVR6RdG8suZlyhlKKommYm6KTuqF1Ncg8ohpoGwEAm3LYfX27HDzx7r8WV/IZ3wB89fHql20wgwz9BLNGmmjYV6JiejQfDjF/fc+WI89uq93WVdLp2JFW0knGrmkGjES5caUqg0me7Z21h56+AG33I5elIlIBHoviHLNSDjW0NyYEpOjw7DV9f7md/1Uff3Xfrvt9hrTunNu5yY5jK5LojDKNqBRMzRnI0UbnRiH0nULWYzjaDYn+sH2TvqJf//D/vTb/6Avf9tnUujREAgvVzbKRrguHBswItEwQ+9DljYCMWCNyUZzdHUkt21tLQwH/KWv//u+52/8A8al7e3zptWRE1FUEEUFUVQQRQVRVBBFBVFUEEUFUVQQRQVRVBBFBVFUEEUFUVQkUoVjzYuqua4h0ZBeFCm7q9btA974mZ/iW77l7Uziv/l9314/+aPvsT7YFpqdncJIzcktahsp+11M1Ay9s5FIGw2NChvNifl8bpomw7AiSsSkTLquM9/myvM/zezQ277yzd705b/OeqA6FucQB0gkGjrM0FNOVXiJtJFeWbPRvCCLCsKJ1KwwCCeaGjsR2/av8K6fet4f+8Nfa/dKue21n+CpDzxnuXXeib7vdV1nGAar1UpEmM/npmnyqlWhy97URtkdEWk2LBXW/aQibWevhlFrzaQz9Dva/iPuu/tx99x1xfnhCfPc9RE3oED1KgjpVKVTkU613jgO+tnCakp9PzMUq6PBdMcbXXrrO1nc6ZVUlYjwiylpo/lg0kbZSJSNDoGGabWv7wbWT6kf+0ce+6G/qf/AT7jzcs/+U+wO3NTothwcle3lOVYHotINKZJKFGGjwqlwTbPRnKiwUU04VunsJDUhaL00M0XvRFejVivWK3oERiQ6zLZMbdv7DsL2x3yGS5/5xXza57L4qDiw0BCY25iQKHToEIXwYRf33/tgPfbovt5lXS2dihVtJZ1o5JJqxEiUG1OqNpjs2dpZe+jhB9xyO3pRJiIR6L0gyjUj4VhDc2NKDI6Oyla/5eoz6ot/+58xHiwd7jUXz182HA02kpiQso2Y0KgZmrORsta6rlkdjba3z+tnc7u7uyLY2m6ev/p+r3ntjoOjp/z+P/RlfseX/ErTRLegMsV8QqIh0FNeWTg2YkKiYYbmQ5Y2AjFiwGSjo7ZJdj/AD/z9H/N1X/tXzbtbXb71Ts8+tWu52LLRkGhINCQaEg2JhkRDoiHRkGhINCQaEg2JhkRDIlW4pjlVDeG68qJIpBPV7Xpm+Cl/9mv/kN/yWz5D18S3/5Ufrr/6jd/j3OIOy60dw/oZIsktcos8L2Okf44YyAV6ZyORRFINDY0KNCfWq9HNN99s/+quo6MDl2652TRNdnefs7VciI79o2elXb/zS+7xR/7k59Gzv7fv3C0dVkg0zLCgesqpCoQPWaIQEpMmhRMd2ZOY+PF/uevtf/Lrvf+9KzftfJSDq+Xczk1IR6tDVSUinNja2nJib2/P1taWV60KXfamNsruiEizYamw7icVaTt7NYxaayadod/R9h9x392Pu+euK84PT5jnro+4AQWqV0FIpyqdinSq9cZx0M8WVlPq+5mhWB0Npjve6NJb38niTq+kqkSEX0xJG80rSRvlurRRNmpiqw1Muwwf4Mf+iSd+5Psd/PS/9kmvmbn63nfbWeLCkt0Dp7bPOdo/srWYUW5MkVQSRQWBQjjWvFxzosJGNSei0tlJanCqzZTeFDOl6WrUTEwrYiKKQtmInpgb+3Pevddc+OTf4LWf96W8/jPoL8Vo4XAq210INBtpo2x0CB9ecf+9D9Zjj+7rXdbV0qlY0VbSiUYuqUaMRLkxpWqDyZ6tnbWHHn7ALbejF2UiEoHeC6JcMxKONTQ3plQGR4ej7fkOo/q6P/t3/cDf/RfGwx3b85v1FqoKSQwyUrQUEUSTY6A5G0mMTlVDr4QXxWTKI7dc3vH4u/9vN98682fe8Ud99j13OJFJWx5isB5Hrc30bUtmGMc0m82Fa8I1iUQh0NB8yIphoO+ILk3jWlXqZzNqZjqgm/HPvv9d/tJf+A4feHJte3HZsJrZnl+Q46SVY4FCoBAoBAqBQqAQKAQKgUKgECgECoFCoBAyCum6hnCqmhN933vu+WfcdtvrrFYre3vPu3DTOfv7u8buGXf+yoW//K1/wvkLSPHck+oL//Ov1uWtmplwICI0O6J2ZO2oGmS7ImOlqx30zkYiiaQaGhoVaE5V86JIG+lERdPalmjpud2fo3veb/78z3Df277Ix33ygo4a9+km0XXoqJnKniIa64GuozUb4ReYJjKJoGtE2AgOhj1b86Zppgo5MJ9tkVg79Z3v/GEPfdvfduWplYvnbtfbMY3NrF8Y6pAoN6QKXfamNsruiEizYamw7icVaTt7NYxaayadod/R9h9x392Pu+euK84PT5jnro+4AQWqV0FIpyqdinSq9cZx0M8WVlPq+5mhWB0Npjve6NJb38niTq+kqkSEX1w6UZqXSh9coZAoLBDTMwzv57F/4bG/9z+7+u4f82kfeyv7T2tWZBKTjbTRMENz45qMw1rX9aLrqKLv0awPDswXCxWo5pVEpTNTIzU4FTOilzGT0ZxolZqJGqkkigoC1avWTG1u3d/kPastWx/zq9zxW76M2z+V7tZYWzjR0I2HogXRqZg5KDJZdnQ+vOL+ex+sxx7d17usq6VTsaKtpBONXFKNGIlyY0rVBpM9WztrDz38gFtuRy/KRCQCvRdEuWYkHGtobkwpjUIT1TPxEz96td725j9u7jYtz+tto6kaZBuIFBFKE9GpyRlKG4nmRGk2AqXry/O7Tzt3U69i3/mLnbd95X/l83/bJ9BjNpjs68wQxom+m6OzXo/m87lfKF3X/FKsV2U+DydyKq0LJ3JN65D8nz/4Lt/6l7/bv/vJJ+1s3+bc1utMw9y4Sk2iECgECoFCoBAoBAqBQqAQKAQKgUKgECgECoGSka5rCKp5QWbaXi6s14fWw5Fz55aee/5Z58/veN+zP+WPf82b/Pbf9avM50hRR+rPf80/8N1//QfcdvkO03CERi5lbYtaijYx28XINEfvbCSSSKrZaGhUoDlVzYsivah6wxiW57Z1s7Vnn3+P/cOf84mffJsv/bIv8AVf/OkEGgI1msbUzWYILygEEtNIKn0LrSeKCqIoRJGFQkfEVUymDH3bIRvJao9pxQNv/xv+3b/9Oe9/z67l4mZbi5sc7Q/Wq9FisaAfiXJDqtBlb2qj7I6INBuWCut+UpG2s1fDqLVm0hn6HW3/Effd/bh77rri/PCEee76iBtQoHoVhHSq0qlIp1pvHAf9bGE1pb6fGYrV0WC6440uvfWdLO70SqpKRPjg0kYqvZdK100TmXRBa0QroZyYhH7cI5/m3T/svd//bfpnHnN5maZnn9T1zYn6f9mDF6jd7rwgzM/vv/d+L9/lnJNzkpPJmWQyGYZhAngBJRqtiLQGlhSWTLwhKprGiFUoiAvqKpaWsIi29dZWXNXGVY14y3gDizCAYOViwAGcydwwYWYyk4RcTnLOd33fd+/9//V875eLwSR0IbNOv0WeRxEqBnKkVsIVHdE6kYIxqyMR4UjWUEoRpRAhx9HriayumhzI3lq0REO0qkYNVxQlqyMh/UIpLIdRTuaWMbffXWv2abe59jd9GTd9Hs2Z2F+ONqcT6iFG+spk20E0ElO0PrXi7jvvy0ce3tM6r8kNa7GkLFVHCnWDLMRApJOpytIb7Zptrjzw4L3OXUAr0khUBFovivSCgXBFQXEyVf240jatcaAtLYP8E3/4L3vvj3/Cqc0bxbiBQvTEILNKQU4QQrqa0guiojpWyOJI13UOF7tKMxpzz8HiGW9/xwVf+Qff5Uvedau+Sd1sMIyDvu/NZ3OHi4XVauX0qWu8UvHLLnn++T0bs7nprDGsaBoCwwGPPdr7c9/+v/mJH/uA6697m8hThkVjOtm2WCx0zUiMKKgoqCioKKgoqCioKKgoqCioKKgoqCioKKgoqCioalTHCoq1DC8a6+D06W2XLj9rGJa2tjcsl/uGsXf2Ta2/+eA3O3WtI2GkwYd/qs/f/7v/a9df91Zqo46NOszlOCE7mqq0+6JUOTRoXR0VlahkcaygWMtwrHhVWTRNZ/9wT9uxsdlZLC/bWzzrTTec9hm3vsXXf8MfcM15plsIFBTEYHd3R+g03cSkbZQ2RFRUVEf6fqXpWkWLImtIRYlCVDt7T5lOp6LOFXNtoS74nu/+hH/8D7/P+3/qETl0NqZnbG+dkbVxeHioLcXGxszh6pBIJ1KGprbGMqjNgqi6fkNi1Y4yqnltZT8opRg1+nZT2XvIXbc/6o5bL9ruHzOpO95wAgWylUGo1rJai2qttIah13ZTy7Fq206fLBe98abbnL3nfqa3eDWZKSK8tupYlVpHqlcqGEdqHU26BhUjKgb6FbHPJ3/KE9/7dyx/7kfdOFnouhXLQ6KoMTHqHGmzF5aMg7XSonMiRbEYq246lWNVa9W2jXEc5TiaTKfqOKJ6UaRXiKyunkr2ZCVaBNESRdWoUaTi9TRN43C5sLGxYacvHl9suPB5X+zMHV/F9lupk9BNGJeojI2xTC3bmRFztD614u4778tHHt7TOq/JDWuxpCxVRwp1gyzEQKSTqcrSG+2aba488OC9zl1AK9JIVARaL4r0goFwRUFxUqXqyGKxbz7dZpD/5oef8HV//NttTd+sydNkQ/TEKIOsRY4zFCV6Il0tqUElRgxeVsjWatW7/vrrPfX0E9LCmy6c9tGPfdD26dZXf81X+j13fZ79w2pzsxAsFoPZvHVkb2/H1taGlxUUv5x2dvac2t4iWR4ynaJy+WmmE/7kH/srPvD+n7MxPev6697q4tO7DvZ7mxun9cNS1wzE6Gqo4YrqWEFYy+JFpUnL5aHJFDHaP7jsuuvO+vhjj/q6b7zbH/oTt8mOSCEx0u/Jr/ljf9mH3v+Y7fn1ctxQx6k6NKqURlEWRIraobg6KipRyeJY8bJiLcOx4pWqybQzDINhHEWENOr7Q8O4VGPhwo3X+KIv/nxf9uWf5023oDjWoDgWlaxEYsAox8Fo1DYdCgJBbYiCBsVaYsTIT/zoM/7+d/7ffuRfvc/epcHb3vKZhr5R+0BBFSU1TSilWPVLJ1aGprbGMqjNgqi6fkNi1Y4yqnltZT8opRg1+nZT2XvIXbc/6o5bL9ruHzOpO95wAgWylUGo1rJai2qttIah13ZTy7Fq206fLBe98abbnL3nfqa3eDWZKSK8tupYlVpHqpcVxyK9YEBSV9SeMlIv8+xHPfH9f9/zH/zX3r6xZ9o/x+4hpxrGYoiZIaaOtLnS5pK6JBEd0TqJMoqxTGg7/XKplGK6sWFcLSwODk26RkQo0rEq0kvCFVldPZWsSAIZREEhihpF1UhFKl4SVaS1bmvTwXPP2JgUJnNPXh4stt/qxt/yu3Sfcwen3szYhn5gvkl0ak7s6zQNUzQ+teLuO+/LRx7e0zqvyQ1rsaQsVUcKdYMsxECkk6nK0hvtmm2uPPDgvc5dQCvSSFQEWi+K9IKBcEVBcVKlY8vlZbPppuGg1Tby6+6+34/+8Aed2bpRmBC9iJRR5DhR65wammZJjK6KDKklKkZiRYyORBaysTgcbW5uK6UYxqWah/pxRz/sie7Qb/+y3+yur/4KN93EmDQtgmGk7VxRUb2soPjltFz2Jm2njsRICT7wU/ylv/DXfeh9H9OWTV2zIWqjZKsprSNjHWSzQnXVRJWKY8VahrVI02njqacfd935M9LK4WJXPxy4cOG87/ib32LremabNepQNAUjBvlD3/fvfdOf+nZnNt5GPSVyJqKRMUqjMQdqaqJFcXVUVK+tOFasZXiFSDUXJpNOHcNisZK1mG3MdV2nZm9v/3mjfdffsOX2/+xX+YIv/HU+47POO3UOxbFAppqDMIgWxbFayURD6cjWWpIrYmD3Mj/6Ix/x977zH/u3P/Eh0+6M66+7xcb0jP29XmYxDulI2xWlpFW/sFoszWYbTqwMTW2NZVCbBVF1/YbEqh1lVPPayn5QSjFq9O2msveQu25/1B23XrTdP2ZSd7zhBApkK4NQrWW1FtVaaQ1Dr+2mlmPVtp0+WS564023OXvP/Uxv8WoyU0R4bdWxKrWOVMeKYzkSiFLJESvGFaVSd1k+7sl3/w3PPvJeb5mPNg6f1I07tDisTDs1ZoboVEWTgzZ7kSskGhQnUUYrZ9v2+8FqsdS2xeZ8rtbR2A/agjoKVZGORFZHQrWWrq4oqKhkJR2LgiKjlUKNIhVHQlWyqsFYaUpq+33aljL3xH5anX2nC7/+i0w+/1105ygboWwQndQaUZMuCJ9acfed9+UjD+9pndfkhrVYUpaqI4W6QRZiINLJVGXpjXbNNlceePBe5y6gFWkkKgKtF0V6wUC4oqA4iRJ9T9OxWj1vPpmRc3r5o+95xjd8zZ+zMblOiamIqjSkljpTxy2ZoYkDSu+qyJAm1mJJrIieqKK2aHTNlp3LB+bzLV1X7B08bzJlPqueufSk/XHHZ33OZ/hDX/UVfusX3CAaJjOaDoGoqEjHAgXFL4dx7DVNZ7VApQt+6Acuuv87/q6HfvyDbr7wDhuzU/YuH1itBmdPn5Kq/f1d8/nUYEC6WjKQ4VjxSlXbhb3958zmjbSyudX54If+nW+991t8xd2/2sKgm4+xWoT5dEJiIBfy973rv/PER0PJs5rY0LQh2h5VzUZmaISrpzpWvb7iWLGWYS1GordaLZTS2ZifMunm+n50sDg0jr2NzanLO89ajbvmG+HUmc4Nbz7r13zuZ/k1n/NOn/O5N5rO6OYIxwIjtVI6x9JaLnj2uernH3/as8/s+r5//mPe9zP/3pOPP+Was29y5tT1DvZ7+3srTTM19Gkymem6xpGxrlBR1Vq1ZYriRMrQ1NZYBrVZEFXXb0is2lFGNa+t7AelFKNG324qew+56/ZH3XHrRdv9YyZ1xxtOoEC2MgjVWlZrUa2V1jD02m5qOVZt2+mT5aI33nSbs/fcz/QWryYzRYTXVx1JxZHqWEEkWYmCumJY0FSiYmT5pP3v/T9d/siPWj7/pHOztB0L0e+RI01DhhoTVSMVR0JVpMgqsjqpanQOyszuYrQxm5jNZvZ3d9SxtzmfaiKog8gqVEWKrEQV6Vi6eqIYonGkyVEYyJF0LBANitT6D4Uq8fzuvrM3nOfwstxbitMbchWe2G+tzr3DW37L79J87hez9ZYYY8vuwWBrc6ZV1bFXmqlPtbj7zvvykYf3tM5rcsNaLClL1ZFC3SALMRDpZKqy9Ea7ZpsrDzx4r3MX0Io0EhWB1osivWAgXFFQnESJ5YJuRq272kKYW15qlZX85m96t4d+5MNKzJSmapqG6KgzdTgtM5U4oCxdFdlIHZJYUpbECqPIhpyYtKesliz2lzY3N21tT13eedYwHnjTTW/yzOWLfv65J01n6ct+53/uD/7hL3LDmxkqW6dQXDEgvSzQ+k9XUS2Xo2k3dek5/vb93+sf/cMf1O/OnL/2bS4/u7Ax25ZjqnU0aTlc7OlXeza3t/RjQ4arJcMVxVoWrxBVWplMw8HhJd0EsXT23Jbv+Gvf6NzNmIvRnmE10zWtUlAxyn/6d37K//o/fTfDOSVmooy0h6gy5wilItLVUR2rXhLVfySLY8Wx4kXzSWMcRxHhyO7Bvv39ffP53Llz56yGpVW/VI2aJgzjwsHBvmFYadpw000XnD13yk03XnDhxjc5d/aU+dZUW0JGtb+752CxtLez7/lLu5575rLHn3zSE594ysVnd5zaPK9rN0VlsRo0TWNjY0tEWC6X2kknIkSkceythl5mNZ115tMNh3s9ihMpQ1NbYxnUZkFUXb8hsWpHGdW8trIflFKMGn27qew95K7bH3XHrRdt94+Z1B1vOIEC2cogVGtZrUW1VlrD0Gu7qeVYtW2nT5aL3njTbc7ecz/TW7yazBQRXk+qjhVHqmMFkY5lRc/qgC7JkcsX7Xz4X/vYP/+LPuvc6GDneau9XeeuPc1i38HOvo1z2ywWKFIroxg1MoqqKKqu9iIHJ9FQOpdWnZhvOffZn8XWlsVP/5Rnn/5515zaFDlqVZFVqIoUWYkq0hWVLK6WjFYfUzVoc6XNntqTg5dEiyCKl2RFEqEfi25rzrhicUBB17IKTw6n7Z7/dd78W3+fzc/5cofd6Tgc2GyZ5pLaU2ZE61Mp7r7zvnzk4T2t85rcsBZLylJ1pFA3yEIMRDqZqiy90a7Z5soDD97r3AW0Io1ERaD1okgvGAhXFBQnUboiWQ5Mu6WaC8VE5JyVfOiH9v3pr/02bWxpmk5TOqIl53LYsBY7RI/iWLGW4RUivax6WfFLliFNrMWSWBE9UUUWsrO3u3LN6fNqn/q+N5/PpN7+wSW6EN1MLWm5uOTS/lOuPz/zxV/6Bd715b/dp39mKxoUxwoSgUQ4FtWxQiKQCCQC6ZXSseT5i3z/9/xr/+QfvcdHPvikUk+ZT68zLacYJyJak7YzjoN+uavtwmRaDMNgrBMUV0UWGa4oqI5EekFBNYwr22fmLu88a2u78ejH3++b//uv95X/1a+mIWeit6ezpY6pKQMaq90waSK/9Ld9u1yeMw6tWgdjHDgSORNRGW1BXwAAIABJREFUyIrqF1d8alRUFFSvr3hZcaQNhmEwDIOmCbPNDZPJxHJ1aHd312Q6FRFqpR8HTRTddKIIwzBYLg+lqtbBMKwM4wqj0tA0IaJRa5U1RBRNmeq6qbadaHTaZq5f9CLCbDZTg8PDfVGYz+dWw1LfL2WOmqYRhbFWTSnapjP2rihOpAxNbY1lUJsFUXX9hsSqHWVU89rKflBKMWr07aay95C7bn/UHbdetN0/ZlJ3vOEECmQrg1CtZbUW1VppDUOv7aaWY9W2nT5ZLnrjTbc5e8/9TG/xajJTRHgtiREVBYHGFemK6sg4VE3XorLapxww7tl/7w/5wA/+PTcvf9bm6mlbW9uU4mBnx2zSKtPO6vKOybRzrEjFGI3UGqNRMnW5FDm4eqpjLYGsqOToJRFEK7WOVZHVqpl7xjXO3PhOm7/zXUxmfP/3+cj73uv8ZlEWl8zrvjZ7YXAkFS+KJAyoKF5d9bLiWJGKI6GSfkkyWn3pyKJYaXOkrjCS1VoUFISXpZecOuXwqedMp6FszLh8SGB7rh/mfvZgS/vpn+/63/R7nfnVv80Ym7FKmtW+yXQidY6EI5Ws1qJIRUU6FmhckQNGa9GheD1x95335SMP72md1+SGtVhSlqojhbpBFmIg0slUZemNds02Vx548F7nLqAVaSQqAq0XRXrBQLiioDiJ0hVJDYoeK+HInKEwyG/46r/tZ37yoxYHnbPXXO/SxR2nT1/j0qVLNrdm0hIjCtmgkA2KtSxERSUSlRiQCLJF8UuWYS0SFdXLCgoZKI5Va5GO1CyqURMhy8pquaevh86d23T9hTPuuusrvPXTznjzW9E6VhCo6EZKkohCFmuJIHuGSkmazlomu5dGu5f4x3/3//GT/+YjPvSBDyvROX3qWqEzDkUpLbXxShXVy1oyXDXRSaMwyuyVJCLITkSnbSb2Fjs2TzWefv5Rn3brOX/j//pvbZ1jSNF0VFVRMQo9GuqcXv7AP3vCN339n7cxu8G0O2U6aa1WK4eHh7a3t41j7/+b4lixlmEt0n+6ioLq9RWvr3o9GUSSQaRfoHpJVMcS4RWyOFYcK2R4hUivVP2HMoj0guLEytDU1lgGtVkQVddvSKzaUUY1r63sB6UUo0bfbip7D7nr9kfdcetF2/1jJnXHG06gQLYyCNVaVmtRrZXWMPTabmo5Vm3b6ZPlojfedJuz99zP9BavJjNFhNcyYImKDh2accVwQIy0U0OdGdtWjy2V/pP85Hd5/F/+LbOdR52epCZ74T9UraVXClcUqXhRqGR1dVSyWouZDCIHsqcOJApWOH0N7dzzz1+2Net0s+LxZxYmn/0lrvuyP8rpG1lW5hOXfvw9PvieB7x9Y9+Zg0+YrC4zkoU63aCb67MwLM0coicKihSOhEQlq5dEkRpjtKrOka6OIqtfkihScSRUsqJay2otiteUFaO1aIhCFi+q0bF1rYcf37P19t/gbV96Fzf/esq52C9zIwIzdK7InhysRWeMVo/RsQYzV9RD6oG1ZouYej1x95335SMP72md1+SGtVhSlqojhbpBFmIg0slUZemNds02Vx548F7nLqAVaSQqAq0XRXrBQLiioDipEhVFj0GomDB2jPKnf+zQN339fTrX2t0ZbM62DcNgPp1YrQ7U0jtWEGRLNihk8ZIYiMRAVIwoZIfiahmHqlbatphMJoaxd3i4q2nZ2Gx9/LGf9c7PvNnn/vpbvfPWt/q0T7/g5luuc+YcOrQIpGOJytgzViYzxhUXn+GJJ5/3sZ/7mA995MM+9IEPe/yxHdP6ZvuXyUxbW1u6rnN4eGgYBl3XyUyvr3XVZMgoqORADBpEhjAlG4fLlTPnTtk9fNrlxSf9D9/+J33J7/o0WtIQVetI0WMljGiom4w8/6T8xv/mO3zgZ56wvXm9yIm+723O5oZhZciBqGQhqleVBcWxYi3DWqQ3/AqVoamtsQxqsyCqrt+QWLWjjGpeW9kPSilGjb7dVPYectftj7rj1ou2+8dM6o43nECBbGUQqrWs1qJaK61h6LXd1HKs2rbTJ8tFb7zpNmfvuZ/pLV5NZooIr2XAEhUTTBC5JJdkpbTEluf3Dm1vzbV1x8G//Wcuv/efuO6Zn9Rc+qSYTVGcTJWsKERLICvZkwPp2GyiPxgty9z89Dk7+wt16J3+9M/TfsnXcu6ziW21tlEmJe0+7okfeMAzP/ld3lp+3um4TIwMg9QZuw21mSm11467ZE+0UsgojkRWIcnBWqIUNIZo1WjJ0NVRZHVV5ED21sqUaFUNijCK5HC5ML/uzZ46nFiee4e3/I67eettDuN8LJrGBC0mmSJ76pJxpJnJdmaJ3rEOU0Q9pO6h0GwRU68n7r7zvnzk4T2t85rcsBZLylJ1pFA3yEIMRDqZqiy90a7Z5soDD97r3AW0Io1ERaD1okgvGAhXFBQnVXrRgFE40jEWKgb5v3zr9/unD/6gYtu02zSdbDo8XGrbIvVIBFlQUMhAcaxai8RAVC/JFsXVU/V9L6Ixm82UwuHhvtVqRYyuObtpudrx/KWn7ew9ZTZv3HjTdS68+bzN7VOuu+5mSqfVqoGR5TAYl6PVWD35ySft7h/avbRjd//QuBppikkzUaLTL5k0M/P5XNu2hmHQ971Siul0qu97r691NdW0FlJEKklEiCwiin7slcno2UuP+Y2/9bP8pb/6R3TbVCKaiuLYgFEY0FKnVAzyB7/7Sd/8TX/eqa0L9i4Prj//Zs8+87ztU1v6fomKguq1FceKN7xhLUNTW2MZ1GZBVF2/IbFqRxnVvLayH5RSjBp9u6nsPeSu2x91x60XbfePmdQdbziBAtnKIFRrWa1FtVZaw9Bru6nlWLVtp0+Wi954023O3nM/01u8mswUEV5LYnRFUpJSKlmtRTFmVTRi2CP2eOxnPPq9f8v4sYfcMtvVDTtonWwFlayoRCGQLSpNUELu7xuaqbp5rZ8/bM1u+HTXf+Hv4R1fSDlLMwtHVguaRXr2Zz39g//A3kd+2Pm8aMsu44JMstE3cxGhzQFVamUUVThSpDCIHJCkY+GKkNE6Eol0lVSyRyE6Ga0xGkfaOmJg7JluuzTOPTlu23j77W6+4/dz4bOlU9G3mypatCrZ069oWkpnjNaIRKBD5ED21qIjWq8n7r7zvnzk4T2t85rcsBZLylJ1pFA3yEIMRDqZqiy90a7Z5soDD97r3AW0Io1ERaD1okgvGAhXFBQnVTpSUR0JR1oqRow8+4T8o1/1rZ56YteZrRtkndjdWdreOmWsK69UvLbqWPWy1tVTTSatxfLAOKSu6zRNp9YqM0Wk/YNd02lrMqU0o9KMUm//YMfe7lLWTWKiiUJpRDJWckxVOnPqGqIRWWSESDJoohWRppNG5qjve6vVypGu60SEWquI8PpaV9NYqyNFEREa4UggY7R1qvPhR/6dG24+5X/+y9/i19w2peNw2cd0owiNYxVVSATZUrGkX8g/8w1/y798z084d/otTm1d7xOPPe38+fNW/SEqCqpfXPGGN6xlaGprLIPaLIiq6zckVu0oo5rXVvaDUopRo283lb2H3HX7o+649aLt/jGTuuMNJ1AgWxmEai2rtajWSmsYem03tRyrtu30yXLRG2+6zdl77md6i1eTmSLC68qKSiZ1VKNRm86ATKbDnhKX+cR7Pfme7zQ++X6by2dMhl2bWzOWKydaFLKSg7Vo1dIaTB2ZTMJq53mTjQndho8+N+pu+hw3/he/n8/4LeQ5hzmL+XxCDobLF7XbHeN+eupnffJfPMCT/8788s85N13SBcOojiGbiSZaqUihRiGLDCIpBsVIVrKiIh0La1FQXB2VHBGUiapRozjSZk8ONGGxs9Bun3Ewu9bjyy3XfeZvdu0Xvotr3k57fRyME5NC2yQ5ojpWEERBkaiOFcfCLy7uvvO+fOThPa3zmtywFkvKUnWkUDfIQgxEOpmqLL3RrtnmygMP3uvcBbQijURFoPWiSC8YCFcUFCdTlY5UFBThBRWJFYr8nn/0Ifd921+1Pbtgbydszq81DoUcUb0k0rHqWPWy4ljx/w9V26VhWKmViCI0KNpmqus6tVY1R6vVwqo/kFm1HW1bUETOVCES0SgRRCgKJexe3tN2U5O2U9qOmsasIhGDflhomnQkM7Vtq21bfd87PDw0m828vtbVVOuAokQjdEoWomKQcWiIXZf2PuGr7r7T13zjF1HIRgxjaifhFwovSFT0CPnv37fyh//g1zqzebOdS+HcmZvt7u5rSiVGMoj0i6teqXjDr1AZmtoay6A2C6Lq+g2JVTvKqOa1lf2glGLU6NtNZe8hd93+qDtuvWi7f8yk7njDCRTIVgahWstqLaq10hqGXttNLceqbTt9slz0xptuc/ae+5ne4tVkpojw2irDklJJVBZ1ok46YzDFpD7HMw87eM/f8MzP/As3TleaaRgXvabrGEeyOrmqtaxEUWNqiIm+dI7MohoXuyZdaydnnp/f7OYv+L38hjvpbnBgGom5VHJB9uSAZNhNH/tpT/74P7P3/ve4oXnO1gb6JQOmc8Yis5NRVAUhHQupGJSs5EgOqEiyEoiOKK6OSlaiEK2qUaM40mZPXVF7JoVVGrrTVltv8uRB59zbfpUz7/pqNt4pyzVRa9U0DRFkJSsqkkC2lMaoGDCioEPj9cXdd96Xjzy8p3VekxvWYklZqo4U6gZZiIFIJ1OVpTfaNdtceeDBe527gFakkagItF4U6QUD4YqC4mSq0uhYgyLSsXQs0WOU3/Yt3+ndf/9fetO5z1CHLWPfaqJYi4pKJCoqUb1CFrRkeEmkq2cw1oWmDU3pUIwDtRahKDGxWq20battW6UUoopIIh0Zx1HmqFZqHVCUUpRSRIS26YzjaBgGwzAYxxSR2naiacLB4a7ZbKLrOrVW4ziKCKUUR2qtXl/r6qlqHUQ0SkyFTslG5qA6NJYdn/j5h33xl97uT/+Ze9z41k5MhSvSFcV/JNIrJZao8q/9lff4P77jH9qevcWNN3y2j3/sCVubE1SvK9LLqlcq3vArVIamtsYyqM2CqLp+Q2LVjjKqeW1lPyilGDX6dlPZe8hdtz/qjlsv2u4fM6k73nACBbKVQajWslqLaq20hqHXdlPLsWrbTp8sF73xptucved+prd4NZkpIry2gdWCNqxlMZipTUhMLTn4uE+++y8a3vddbu6eE3VJi9lpq/2VSVPI6mSq5GgtGhkTQ3SG0qiKktTVwuaZM566uGe3O+vtd/whftOXM7nZQWzFAoH5kGb2KZVxNPapmbXUnRx++gc88SP/QPfMw64dL+rGQwqmE8YOjVRQpKKGK0IipKIqOZAjOZAjORAoHdG6OipZiUK0qkaNgqrNkVwSA4Nj3cQq555bNNrT19t8x282/7KvY/pmogu10Y9F07VKKdQeFQMK0croLLFCYI7W64u777wvH3l4T+u8JjesxZKyVB0p1A2yEAORTqYqS2+0a7a58sCD9zp3Aa1II1ERaL0o0gsGwhUFxclUpd6RMCW9iqquUmma/PjPLvzpr7vP5acby4MNJTd0ZeZYJQZiRCVGrxRkQUsG2RIVlUhXx2AYD7VdUaJFo45kNuoYsoZSWpnWIgKp1moce6m3uVGklcyQOcoMRyLCkcPDfV3Xmc/nJpOJUlp9v7Rc9larlc3tM7KGWqtxHA3DoNZqOp2aTqcWi4XX17p6KjEIjcgNEa2sjZpL1a6xPKedPe/Pfuuf9Plf/A6Hh0vz7WmMw6BpWzWJYi3SsXQsvKCSxXKHwz35R//IvS4+QRvnrQ6ZdIGK4rVVIh2rqF5WULzhV6AMTW2NZVCbBVF1/YbEqh1lVPPayn5QSjFq9O2msveQu25/1B23XrTdP2ZSd7zhBApkK4NQrWW1FtVaaQ1Dr+2mlmPVtp0+WS564023OXvP/Uxv8WoyU0R4bdU4DJq2IGVNUVpU+gOe+6jdn/keT/zYu5197v2uu6ayHElsbOkPR11byOpEyoHsCZRNqzI16oiqq72S1WFf2T7vUne97U//jU799j/A5s2G3I5FO7FbmRZOoc2exS6KOttQopAL9p5IH/hBT733ewwff6/T9aKtdiArZYqCQriiyAipNUaRQiRh1BhE7cmeHAhER7SujooRQbRqtKoGVZOjyBXTkBdX4hS6if1nVpqtDbMz1/nwxeKdv/PreMd/xpkbaDZj1XfKdO5IoMmKnqxEIaaWWCIwR+v1xd133pePPLyndV6TG9ZiSVmqjhTqBlmIgUgnU5WlN9o121x54MF7nbuAVqSRqAi0XhTpBQPhioLiZKpS70iYkkjHAlHlcCjaVn8Qum6S3//dj/iaP/4/+rSbb7N/qerKpkhEJUYMREWiOlYQZEFLNmSxFgORro5BlCpzVCu1phKttp0JRR2Ltm31/WgcR03TaNtWRBrH0ViX2qYnRqUUEeFI5igzHZlOp1arhdVqZRxHEaFpGk3TKKWVMXF4sDSOo/l8rus6wzDo+16tVdd1Xl/r6qmijEIjzMhO1jA4MObzanPRF/2Xv9Y3/dmv1MzRDLFaLdQaZrNNmUQhEYn0skBUxgVNwzillz/8nsf9qa+9z7y7yTVbN1guDkR6QfHaKpGoqEQlCwqKN/wKlKGprbEMarMgqq7fkFi1o4xqXlvZD0opRo2+3VT2HnLX7Y+649aLtvvHTOqON5xAgWxlEKq1rNaiWiutYei13dRyrNq20yfLRW+86TZn77mf6S1eTWaKCK8lMaKiIMZeUwbGPZ77KI+9z4/93b/o115fbBw+zs4lNlFZLZhsnmLsSSdUTx0Ismzqy1RVFNWkLqViUTZ8dL/zpt/w5c7+jrvYuMlqmCnTzRjQY6xsFxpVv7uj29qU0dnZ3zP2S2dPT+mfzt1/9W5P/uR3O7t83LVlh73naFsiSS8IosiYGKNRtWqEI02O2uxFLsjesY5oXR2V7AlEJ7XGaBxpchQG9WCpXDNltWSJrU0qi8PBYn69pyZv9Rlf8Lv53C+gvSbUU4bptgH9yEZDo5KjtWgMipVjUzReX9x95335yMN7Wuc1uWEtlpSl6kihbpCFGIh0MlVZeqNds82VBx6817kLaEUaiYpA60WRXjAQrigoTqaKHgUdiUQ4FgOWjuzuLGzPz1Hl//4X/pW//tfe7dzpt7j01MLb3/Z2i+WhZ5992jVnt9U6unTpOddee63VaoWCIFsUsiELUVGJdHVUYkAiyILiWCHDK0R6WXWkZBHpF6heIaqXVS/KoCr+07Sunqpf7jt96ho7e0tNmTp1zbaPffwjzr2pNTt16Lu+99to0axCs0KDjmythWOJ9LJADBaLS/8ve/ACrdl5HoT5eb/97f8/l7loZqSRNIpk2U4cVMdgTHGt0lASBwGB5UCVlBIggBDiWmhLC01TwupSEzWUcMmlwEqEabRIKKJQEsgVQ5yEOiohjkHEcZDsWL7oOqOZc86cc/5/7/29nfmPRiPVkruWslanB+l5rK2t295aOLp5kkF+85//YX/t2x/2znfcadhd2t9doOjrTEQnIoTOcrlU++JAIxINjWhkQUHxhtehDF2rpjJq3T7R9MOGxLJOMpr1VuUwKqWYdIa6qew84p47H3fXHWcdHZ4wa1vecAgFssogNCvZrESzUqpxHNR+bjE1tfaGZLE/mG59t5P3Pcj8zV5JZooIr2bERUxYw4bG4hna03zkx3z0+/+Wm/ttm9OOmguhuapZyeLwGqnkxUEcPUKd2z33vPV5LzaP2L84+uTu3Bf9hq9Rvuz3cuQtdCfsT13Ma7isOVAQLmuuSMWAtlxY60fGs7n/oX/o53/kexzd+pgvuuWY5TOfMTu1znLBVmMdXWFIZhv29aaoUgipb0s1ByUHNLJHcW2MGBzoiapFdUVkE0Y0JBlEQdGiWpQ1F9oxF/rTvvh9v59f8etwOnL9BttJBB2iUadBNYmuo3RS0VAQPr+49+4H8rFHd1SndblhJRaUheayQtsgCzES6XBqsgwm29Y2lx56+H6nzqCKNBENgeqKSC8YCZcUFIdTw+RAT3q5GAzDjr7vUeW0Jpr8hUdHD/61h/3QD/yUt73pnZ789LNOnDghStrauuDYsSNKKXZ3d3VdbyU7FBQyUBxoRLo2GpqrilfXiOZAWslOab3I6uWalWheLr1URtOi+eWprp1mfda7cOGCLJ3Tp0979uxTol9Yes63fts3eM+XXi8r0e0GDR0q2ZMoDiTSgXAgBiwsh4VZf8xyrzfr5Md/kf/uv/7LPvZvPuPM9bfTios7eyg21o8ahslisbCxfkTL0YFGJBoa0ciCguINr0MZulZNZdS6faLphw2JZZ1kNOutymFUSjHpDHVT2XnEPXc+7q47zjo6PGHWtrzhEApklUFoVrJZiWalVOM4qP3cYmpq7Q3JYn8w3fpuJ+97kPmbvZLMFBFezYhdJKZFOtldZHqSn/l+n/kn73di+ZSN3MVoLGvG6GUUYTRvC5EjClkcWtHoC4uFcWjqvGO2ZrHoPDMecfqdv9H8S97LHV9GPSVjPcZGHy4ZMaEQvXQgXJIjUYyKyYG5Bc99LC9++Iec/9kfMHzmI24/1TFus2wEeoyYsLFm2XrL0kudy0pO+hz0bV9IsiOLa2PE4EAlQkaViqa4rGgui/SiDJcUk86FrT2n3vKrfHJ/w+3v/d38yq+Q0/EYNk5YoKBDj04jG20igihEQfH5xL13P5CPPbqjOq3LDSuxoCw0lxXaBlmIkUiHU5NlMNm2trn00MP3O3UGVaSJaAhUV0R6wUi4pKA4nJqripVEuKRhMuVCiSL0svUiMcn/60Pnfcv/+O0++9iWk8fPOHfuvFOnTslMz5+74IYbbnDhwrbZbE4WFBQvyrAS6dpqXlmzEs2BRLMSzUpWZVojZ1aiebnm5ZqXidSioXntqmtp1hVbW+cdPXHU3v6Wfi19+slf9Kf+7D3u+8+/lA5dCxaY0KGSvVcVLmkYMKIYJ2pZZ0KTH/zAc/70n/xGs+k6N5y41TBMdnf3rM2PGMdmuZgcOXLEOI4ONCLR0IhmJSuKN7wOZehaNZVR6/aJph82JJZ1ktGstyqHUSnFpDPUTWXnEffc+bi77jjr6PCEWdvyhkMokFUGoVnJZiWalVKN46D2c4upqbU3JIv9wXTru52870Hmb/ZKMlNEeDUjFliMnKjE+DQf/TFP/uiDZk98yKm1BYFgWU/aK+um6PS5sDltKTmgI4vDKKPaj2p9o+f5ZxhxorJffGo8qX/Tu9302+7j+rexdgPdZmQLERWNNmKJoKzLKBoKIgeXZfSW2Mcca20nXfyE3Q9+n4/+k+/15uO71pZnbcxQGnto6FEYYm5Z5kZzl3UmXY76ttBlE1nI4tpoGNCIgoJORpGKpsgIr6bLVMbBMmc+Ox5XbnuX237bH+LWd0onYphtGJIuqOgQOTIt0CiV6Inq84l7734gH3t0R3ValxtWYkFZaC4rtA2yECORDqcmy2CybW1z6aGH73fqDKpIE9EQqK6I9IKRcElB8e+WhuZAWiyX5rNN2VgumPcsF/LH/8nHfeOf/lbXbd5kHJqum+vKzMWLe0JvPl+TLVBQXNVcVfz/R3OgEc2BdKBZieZFWZQ2JzuvKtIray5r0fzyVNfScm/fjTeecm77aVn2PPns437713yFr//G32vjBKUKMWJCQyELWRGEq8ILGiY0LZsS1blz206eOCknhiWzKv/CN/8j3/fdP+TE5s02No4YB5bLSV/XleiNYxMRDjQi0dCIZiUrije8DmXoWjWVUev2iaYfNiSWdZLRrLcqh1EpxaQz1E1l5xH33Pm4u+446+jwhFnb8oZDKJBVBqFZyWYlmpVSjeOg9nOLqam1NySL/cF067udvO9B5m/2SjJTRHg1iSHpcylym09/xMe//zt0T/y0N22cZ7FHorBfT9rvNk0Rag42py21LVHI4jBqpVrUDSWX5svnqWjhqZ3KW369m77i63jbb6A7RZnHODZdNlErWciJXCDo1mUUDQWRI9Iwkn1vgWnium5kOps++bPO/8w/9tmf/UduqNtuOD5nucXZi/TYwDZtvbcsa4aYa0JnUttolgslG1nI4pqIhoZ0VaDIKCZVRkjFZS2slGwu69skNqqdT12wdvPtPrU8Im791W7/6j/CsTfRNmLojsjai0BScxQx0Uay0a0T1ecT9979QD726I7qtC43rMSCstBcVmgbZCFGIh1OTZbBZNva5tJDD9/v1BlUkSaiIVBdEekFI+GSguLQSgfCJQ2TA4GCYhxIlEJrVmolRvm/fueHfMdfer/TN9xsWIatCwtvuu0LPf3UOetrR01TkuFFMaERjSwoKK6d5qrmRdG8XDoQrkq/fEEWr111LVUdMShr+z791C94+zu/wF/6zj/vxlsZGv1MpOZAE4rMpAWKCAeKSxomNFd1dneX1jc2SJZLZr3L8vwz/Ln/4kH/8kMf01px4+mb7O1O6KyvHbV14aLZbM2BRiQaGtHIgoLiDa9DGbpWTWXUun2i6YcNiWWdZDTrrcphVEox6Qx1U9l5xD13Pu6uO846Ojxh1ra84RAKZJVBaFayWYlmpVTjOKj93GJqau0NyWJ/MN36bifve5D5m72SzBQRXt3AxXPMFjzxqF/4we/RP/MRN7ZnHFmeYwMLFIbumGXMtSiKybztqW0ki8Oqlar16y7ubjs+S6Lz1M4obny7G7/89/Grfgv1ZmM5Eok2MWtL0QUCSTYC0RPFi7IRLikmjGjJWi6Ffabt9PxjPvP9f8345KM2xguuK3vq7llRMMMe+mosc0PMtSi6HHU56XOfTHRkcU0EGSRCExrpBUVGMUWRihSuCCk0tY20kbVNy53Ujt3k04sNm7e/y81ffS/dSTZuCuWIKauhpb6ErozkxDjSr6P4fOLeux+dN5oLAAAgAElEQVTIxx7dUZ3W5YaVWFAWmssKbYMsxEikw6nJMphsW9tceujh+506gyrSRDQEqisivWAkXFJQHFrNgeKSEYMDFb1xoHa0JJPSIRinpT5mckv+lW/5IX/zwYccO3qDk9fdYvfiZH1+0v7+qERPFqKhERMxIq1kj+LaaWg+RzQrWVxVUFzViIEYvSiLz1W8uiCL1666ZjL0qov7zxvyWWvHF/7nv/r1vuTX3GR2hCyChuKKQGYKjSwIK8UlA5ZIBGamqepKSLRGBFGsxCR/7oNLf/GbvttHPvKv3PoFb1Wit3tx1Nc1w5Bq16OgEenA6KqC4g2vQxm6Vk1l1Lp9oumHDYllnWQ0663KYVRKMekMdVPZecQ9dz7urjvOOjo8Yda2vOEQCmSVQWhWslmJZqVU4zio/dxiamrtDclifzDd+m4n73uQ+Zu9kswUEV5Vu8j4NE991Nmf+gHPPPpTTrfnnFpfMlxgrzFHVBm9SZVBaEo2gUikwynQFbvLQZmtuTDM7K2fdvt7fxf//m+jnrGMU7EsnUCHWVJyok1EEB1RHGgoVoJ0IJBtFNGQaGSjnU9PPOLpf/p3Pf3RR9w8X7hhvmDxPC2pQetkzI3RyyhKjmoO5EA2okdxLWQUY+kkikmXo8jJS2V0UtGiuKJkE5rIJvcGcewoe6Oh27Bbj/vs/sxN7/j1Trzv61i7hXoydEcssyjogtCMw0Kt64TPK+69+4F87NEd1WldbliJBWWhuazQNshCjEQ6nJosg8m2tc2lhx6+36kzqCJNREOguiLSC0bCJQXFoZRIB4pLBiyRmKPXGhoRDhQEzUXDflizkbnFH/ujf9Xjj33WsSM3+cTjTzlz01vtbC/0dR0FjRiJiRjQrGSP6tpoaETzObI4UFDIQCELCgKT7BYYXVV8ruLVRDa/PNU1k2F5cXDkeHV+5+P+h2/5U97zZV9g7Tqy24+uC3SaqjgQiXBJowXCSnHJHgY0VMzt7Rdrs87eHuvrCHb3d6yth2mxbjaW/P6//ZTv+96HPfXks+azI6axM45p1m/IVrwo0oHRVQXFG16HMnStmsqodftE0w8bEss6yWjWW5XDqJRi0hnqprLziHvufNxdd5x1dHjCrG15wyEUyCqD0KxksxLNSqnGcVD7ucXU1NobksX+YLr13U7e9yDzN3slmSkivKrpHDsf89z/8Tdc/MSH3VQvqntP6+rEfN3u2XPW1jfRlBzI0UoUGb1UlWykQ2rEQKme7663e/TNrn/Hl5v/uvexdpMc1mJaP22BJQrmmCVl2iU6UzeXqOmSkUyiM0WRCJRhX7R9akNBb2HdPPYYPpse/Wc+86EfNj31826MC+bTeYZ9KrISvSy9VJScyCVtIBrRE9W1kFEtSi+DLkc1ByUHcvSiqERIxWWhkUmOKOiNuwv11EnT+W0527Rbjvjk3pp3/Nav444v5eRbmZ+OMeYmBzpk0of/V3Hv3Q/kY4/uqE7rcsNKLCgLzWWFtkEWYiTS4dRkGUy2rW0uPfTw/U6dQRVpIhoC1RWRXjASLikoDq3mQHHJgNGBil4me7uszYnC3n7Tz0e1G9CL3Rkhx23+yz/1v/iRH/pJb7/j3bbOT0qsi9aRlWhoxESMmFCU1ms6JWlBkVr4/0hDI5oXZXFVQSEDhSwoCAdSlgUxonhFWRwInyuFhoaChoKGgoaChoKGgobi5QoaChoKGgoaChoKGorP1RxoXq44UMhAUbJoZdDPRo994sO+4c//CV/3h97FOqoQg/1hz7zfQHVFJMIlIwqtWCkuWWBAQ4e5VD1/bunEdTOCxbKZz5vz2085cfQMi2Laln/jO3/CQ9/z99Ry3LEjN9q9OFibHzUNo5VIBxqaqwqKlQwHipdrViIdaK4qXh+aq5oXxYQgZ2TnQCMSDQUNjWhWspI9WYiRSNdEhq5VUxm1bp9o+mFDYlknGc16q3IYlVJMOkPdVHYecc+dj7vrjrOODk+YtS1vOIQCWWUQmpVsVqJZKdU4Dmo/t5iaWntDstgfTLe+28n7vov5W02uKohETpQgiwwroZEDOTA8besffpvhl37azhP/xo1Hwtr1Rzn7rK2Lo2M33WTY29XlpLQ9slkJxFyLqmQjXTvRXJaqK0IjG9kIREGVDoSRHNAoxf7shCe7mx37FV/u1Hu/lqNfwLTG7HgsVUssUbCGHt00EoylapilS0Yyic4UxYQ2prUyknvkSFT0lt26gjqdY3w2/esP+sUf/V5r5/6tWzZG3XJLLvfFvEchkC5pVjKJQCGQhfD5BbIQrsrmtcoohjLX0BnVHESO5IRmJQoKwoFEIxtRiQ0Uhousr2kXto1lbnbmbX72k9ve9XX/Fbe9i5NfSHcyFq2XnZWCWbqkEUWiOVAQLslR3Hv3A/nYozuq07rcsBILykJzWaFtkIUYiXQ4NVkGk21rm0sPPXy/U2dQRZqIhkB1RaQXjIRLCopDKxFe0NAcKCiklwsvGFGZ2N1hY00+8XG+6f5v8zM//fNOHL/Fcjd1Nhw/dr393YW9vT2ba+vGcWkYFo4cOWZckFFENhmEJl0S6UDzUi38PxS/PM2rK16U4ariQCMSDcVr11DQUNBQ0FDQUNBQ0FDQHGgoaChoKGgoaChoKGgoLkudA0mMwoRGNJetz+bOnd1y9Mh1wsw4FLXOLfcm8+NLH/30D/pvvuH3+wP3fJX5EVpDJ0pHZooIn6uhOVBd1dCQCBQU0lXhkoZmpXUIbVd+8/3/wD94+Ccdmd9ibXbS7va+tdlcGtSumc0qbbS3t6dNxWw2MwkrGShkRZDFSjQkMaIREzEiEWRFcehleEWRaGhEQ6JZiVG2XdmqLk+p3VHTNNjd29bNOXp03WIxGIaFbjYpXTMMg9odUd1gsT/pugVlcE1k6Fo1lVHr9ommHzYklnWS0ay3KodRKcWkM9RNZecR99z5uLvuOOvo8IRZ2/KGQyiQVQahWclmJZqVUo3joPZzi6mptTcki/3BdOu7nbzvu+T8rZZIBCq61mgjrdHPTFGME/NuYNriwhP2/+UPOvehv+Pk8LSag5oD2YiGgiIRGtnQSIRLKoF07UTDRIQh1kzR6Ro1B9H20KxEb4g1k1CimdmnjSTnN27x6fE6N73zK1z/3t/JkdspJy3MY0KHQIeCSAeSDFpQEC5rVrLI8KLQyMmLopOKCRPm0xbT0+nRD/jEj/xt03P/1pnjc7Nph+WOWiZioqEhikXZkC2sxUiOKISXKFaiuCIRWWR4UWhk85oEqTrQhIZGuqRZieIVZSNmlrEu0Lc9ckGOVrpNO911ns7rvfV9v48v+TLiZJjfYIx1e5hh3gayUebGYHSgYJZoO+Leux/Ixx7dUZ3W5YaVWFAWmssKbYMsxEikw6nJMphsW9tceujh+506gyrSRDQEqisivWAkXFJQvF4tF2nWB8k4yF96bPItD3y7H/2Bn/D2O97NOHP+7J5jm9fp+3Xb5y84fuw6RzY3ffKTn3T0yHEr0RxIl2U0r6SFFxRvaA40r02RihfFKDQkmpXWXHf8pE9/6knHj58Sqr29hVPX3eBfP/ZBf/Trv9xv+u2/1h133OayJCJcFV6ioTmQCBQUr81oyn1drNnbqdkH//2f/fse/r4PuO3GL7a5cdLu9q5so82NueVy1/b5C44ePero5jHPXzivzmcOFDLIikJ2VqIh0YiRmIgRaSV7FIdehhdFkkGkAw2NaEg0K7EU9qzNj9vdWlfLUVEm+4ttN9920s/8zL/wljd/keVyqcyWSknDuNDFEdXNFvtNrXuUwTWRoWvVVEat2yeaftiQWNZJRrPeqhxGpRSTzlA3lZ1H3HPn4+6646yjwxNmbcsbDqFAVhmEZiWblWhWSjWOg9rPLaam1t6QLPYH063vdvK+75LztxqQ6NAhEm2idCRjUnNB7LD3WdNHPujxn3zYmd3HHRnPOZSiYZIRhrKm6XTZ1DaJtkc2EvM1ug3LsWk5mJdBWGqx7t8sb3bzr/mtrr/zK7npbcT19suxGDBiAzNEjmSiI4oxrHQIr82EAT266SxbH8/2c//Ux/7PH+DcJ33RDWti+yld26E5EOiq3XJUZtrMgbb0oigOFCtRXJaKl0ohpNDI5lrIqIaYu6zPhWj75EAgqrFs2Oqud2F22pu/7Gt411dQro+9cVNsHBeYt5FMSm8MRgcqaqLtiHvvfiAfe3RHdVqXG1ZiQVloLiu0DbIQI5EOpybLYLJtbXPpoYfvd+oMqkgT0RCoroj0gpFwSUHx+tWMI9mKvsMkf/ZfnPfQgw/7iR//l2647laL3ZBjb3PjuFmZO39+R5s4eeo6+3tbxOiK9EqKA0ULBzKI9PrWHGhes2hWsjpQyHBFrdX5C8+77roj9he7NjfX7O1f9PzZp/323/lef+Lrv9KJm6xMkygdEVZao3ReoqE5kAgUFK9ds7W169iRI0zywln+zJ/+Lj/1gQ+74dTtjq3fYO/iwt7FfV3X2VyfiUjjuJQmuvCi7FBQyM7nakSioTlQUBxaGVYiXdVQ0BxoXhTNVZO+jvZ2l+bzm8ne8+ef8ua33uzjn/h5b3rTm+xeTPt7S1EnpWuGYV9XNnSut9hLfT9QBtdEhq5VUxm1bp9o+mFDYlknGc16q3IYlVJMOkPdVHYecc+dj7vrjrOODk+YtS1vOIQCWWUQmpVsVqJZKdU4Dmo/t5iaWntDstgfjLe9x6n7vovZm9HI5kCVwZi0oEMs9nWxQz7NRz7o5z/w96zvfMrN5by16aJDKWilWcnispLNSmtIWqN0lGISRmEqRct0IY6bbvoP3Pabfg9f8O9RT1pORyLnm0aMWMdMIxdkIyrRGxUNPcJr1ZhGStIaucvyuTz/gYd96qf/gTfNthwbn2XYYkoKurmMmSlCZNPlRI5eFMWBYiWKy1LxUimEFBrZXBNRpCKDSEIjm5Uoxujtmnt2MdOfebvbvuI/5W3/If0NcXHYUOdr5mklg4ZEoCA0chD33v1APvbojuq0LjesxIKy0FxWaBtkIUYiHU5NlsFk29rm0kMP3+/UGVSRJqIhUF0R6QUj4ZKC4vWpYXL23FknT9wgdHa32ViTz36ab/j6v+Kf//iHfeFb3mFa9s4/t+/45kmZnb3d0ebmmrFdoAwiScWB8KIsKCgua8LLRHr9ag40r0k0TC4rrdf05IzsUKzEqOVCxq6TN2x4+tlPOvf8Z33t777bfX/8fa6/HYVhEFNLa2vhsnFENLUWB5oDzYFEoKB4zdLKxR3W1ygpnz/LH/uD3+RjP/+k9e4GN51+q+fPblvuDW695WYXd7c8d/azTt94yu5i14uyoCDI4kBB8e+sDCuRaA40r6w4UBxoSjfY3r7o+pO3uXhxW3R7mm3KwgPf/IBvvv+vu7izlNHUPgzjRWGu5HWGJX0/EZNrIkPXqqmMWrdPNP2wIbGsk4xmvVU5jEopJp2hbio7j7jnzsfddcdZR4cnzNqWNxxCgawyCM1KNivRrJRqHAe1n1tMTa29IVnsD8bb3uPUfQ8yexPtIjmhYG7segs0xMCRssP4JI//c0/+2N+x++lH3Xq8qnvPKzk4lIKxFDQ1B7KRLilERxa6kLu7EmVjbuzWnFtWe7Njlkfe5Iu+8g9y+6+hO0Y5Gvpj9rA3sNHTo7MgB2JERW8019AjvEY5MlykVKzTRsqQtn/JxX/2kLM/98NunJ40Hy8gqT1lJtvENIlIYiKblXBJcaBYieKyVLxUCiGFRjbXTiNIMylMUV0WRivRG/sjPnOxmN36Dre+715uejvdqVg4quuKywIFkV4umrj37gfysUd3VKd1uWElFpSF5rJC2yALMRLpcGqyDCbb1jaXHnr4fqfOoIo0EQ2B6opILxgJlxQUr0+jKXd1UdCRVbZeuGSQz3yGv/jA3/RTP/Fhi4vVLTd/oXFRLffDfHbEctgTdYcYlKQpDhSEy0orKChWMhwoaFpJr1/NgeY1iaYYXBZtLnNOWyd7TSWaOmOYtszW9+0un/bMuV/0n3z1b/Tf/rl7rW3SCqUXrVErEVbGkdp7ieZA83IFxWuSSKaJriMbUdi+IMvAH/8jD/jQj/+C2299p43ZDba3FqZhqZ+F0k262gzjns9VrGRBQZAFBYUMFDQrkQ6tDCuRaGhE8zmyopCBQlY0y3HbdSdPWOyPLmw949SNxeOf+Dnf/h1/yXt/yxl3/+a/7sLzo2yhn4VxuoiiOGJYpr4i0jWRoWvVVEat2yeaftiQWNZJRrPeqhxGpRSTzlA3lZ1H3HPn4+6646yjwxNmbcsbDqFAVhmEZiWblWhWSjWOg9rPLaam1t6QLPYH423vceq+9zO7hWmLHMhC2bDo1u0jsDi37YYjWzz7r3zme/8nw6c+7PYbN9h5jpg5rDKKsRRhVKc9K+mSQplLVfSFnQsUbG7YmdY9NR5V3/xr3fIrv1z/K99LXMdYI8uGtjG3xGLJxoyZEfvkkkh0qJbm6PSK8Bq1gXEHlXrU3sSs0OXF9Ny/tvVj32PvYz/u6PJZ6xZi1hGFYSAbgTL6HIEsVqK4LF1RvFRoZHNtNHJAkWXdEHND6VzWt0nNpVLDcm9hvz/ifHfKePod3vKVv5fb3mW5XA8bpzRUVJdkQ0MhihFx790P5GOP7qhO63LDSiwoC81lhbZBFmIk0uHUZBlMtq1tLj308P1OnUEVaSIaAtUVkV4wEi4pKF6fRvvLC9ZmPYppSl23Lqcql5RObj3Nd/zVv+/7//4HRB5x/OgZy70ip2pzc9Nyeh6TA8WBIIvLShYUL5PhilbS61dzoHktiiZMVtqcnMtcJ3tNkdFk7JtiS9TnPXnuo37X7/lNvv4bf586QyWJUrzMODK1wXzeu6o50Lxc9Zol02il61CaZ57+rNM3nmEq+dEPn/Pd3/m/+5Ef/Bfm5bTbb7vDM8+c1QWnrr/Oc2efMp9XojnQXNVQUMiCjiyoZKA40Ih0aGUQ6cBINKSXC7KSHVlRyI5o9pbbTp48bnvnAmXbk8/+nD9w793+zDf+Z+zyNb/jOz3/XJrGYj7vNbtaa4p109R0JVwzGbpWTWXUun2i6YcNiWWdZDTrrcphVEox6Qx1U9l5xD13Pu6uO846Ojxh1ra84RAKZJVBaFayWYlmpVTjOKj93GJqau0NyWJ/MN72Hqf+8Pvpb2XaIhfoiE3Lbm6JirV2kU/8lM/88IP6zz7iBmfFcNFK1xPVoRSMpShGZVqQDkSRsS6jiGkUbUEXssx8djxu58QXu+VLv8aRX/tb2ZuxdiqUuXFimpFBQYfOglxgIBo6zCz1UmemCq9Rjoz77C05ctJYuLjH8TmGZ9NTP+eZH/hu/bmPqVtP2iwLpSZtIpOuI0dKIxGuymIlisvSFcVVTWRz7TRyQJFl3aLMjTFHM2uDPhdyd1tZ75ltOrvoPVNucv3bv9QNv/6ruOnt1FtiiR6RLhmtRDEpRsS9dz+Qjz26ozqtyw0rsaAsNJcV2gZZiJFIh1OTZTDZtra59NDD9zt1BlWkiWgIVFdEesFIuKSgeH0aMRimfX03k8lyOZrPN2nV3nZaX4/U+Dvv/1nf9pffb7lfvekLvtj+brhwYdv6+txVxUoW4SUylESkA80VLYrXr+ZA81qUJDQli6YnZzJ7VC2ajNFz5z/lbW+/xRNPfsT7vvo/9me/4Xcoc8SAFsxJK61RCsth1FqztjZzVfNyzYHqNUskFy4sHb9u5vnnn3bi5BEUO+eXjhw5np/46MK3/oX3e+QnP+rEsVt15YhpSSnFxYsXra/N0KzEhEY0NFcVsiLISnYoDjQiHVoZRDowEg2J5qpC9mRHVnRkdVmWwWLc1nLPddc3R05c8D1/+1vM1rj4vPgDX/ttefaZMA0za2sz7Go5KNFrzSXFNZOha9VURq3bJ5p+2JBY1klGs96qHEalFJPOUDeVnUfcc+fj7rrjrKPDE2ZtyxsOoUBWGYRmJZuVaFZKNY6D2s8tpqbW3pAs9gfjbe9x6r4H5exNIhfkSBZKL6OKht1nqVvO/cNv98mffNivPlNpZ7XPXFSux1iJ3qEVDRM5OlCITpq5bFrsq/MqG+dy3fL6L3HiV/9ma+/6Kq673bSb0a0dpTAGewOzng4xTbpuSS7IRiCq1Bv0UjVDeI0SrTGO9DOCxDikvo6M59JHP+jio//UxY/+M+u7n3V0NtKhVSLRCCTCq0rFK4lsrp1GNqJoMTfGzBSd0NRcqLmQ2wtx/Zxl2p/mFkdu9dR4xHVveacbv+oeNr+Y7ljIZiVcUkyKCQ1x790P5GOP7qhO63LDSiwoC81lhbZBFmIk0uHUZBlMtq1tLj308P1OnUEVaSIaAtUVkV4wEi4pKF6fGib7i11r8zlSaxOKEjPGjikoctjih/7xR/2tv/l3/dLHn3bi+Bmz/qhxUciKcKC4LNJLNCURiYZGNLJoUVC8PjUHmteiJJEVQRYZhSxaNFlGWRb0+85e+KQ/8ie/1h/+4/8RldEkYydqVG2a6UpvGJJo+r5zWWuU4iWal2soKH452kQpLJd7ZvOitYVxHM1mR7VFUUqXz36av/wt3+Pv/W8/6uYbv9iJ42ecO3vRWr9JSyvRiAkjMaERzYuyoCMLKhlWIh1qGUSioRENiUY0sqCQHdmTFR1ZZTSzdXaXF+ztPePE9c3feP+fc9vb1mkst8Tv+Zpvzeee6k3D3Pr6Oi5quVBKJ1vIDBTXRIauVVMZtW6faPphQ2JZJxnNeqtyGJVSTDpD3VR2HnHPnY+7646zjg5PmLUtbziE4v9mD16ANT3vwrD//s/7vt/t7EXa1c2yLdvY4JhrAsHYXAyF1CYkxCEigRhwHNchTjuTpk2TzqSXmY7buJBpMikJTUqC0zhAwFxSl0IDAzETcG2TmGAMibFkjIRkaSWttLtnz/m+732f598959PFiywCgqlmI/1+yF4GoTmWzbFojpXeNI36YW5Tm74fjMlmPZpue5Wz3/pd6uwlCsKjspEbpkvUB/za93yH8eMf8OITB6ZzH7XSODPjwpZ+IHrXpoYRjegRMnqpOBJJdMFs6cIBD8V1bvnCP2b11W9i/gIXD4fYW+3ZjPQDibGisRzI8VDfN7KioVAGaTDqHRkQnp5ErfSFtlmrbTQs94hi//LGiWVQH8j2wZ9w13veaXjgV9wyW+uGxlhlnUTf+e1IxW8WrsjmGRdF02lRpKLLSTGSI4uZ7X0HZidww63OP7R2/0Fx5kWvsHrJFzj5R99KfwMxhBiIQdWraHbiLbe/Pe/48L7eTbpcORYbykZzpNBWZCEmIl2bmiyj6pLF3tY73/U2Z29FL1IlGgK9x0R61ES4oqB41ko70dBQPS47sjet6Xs0+cH3P+zv/K//0Af/9S85tfdCfTurL6dtNqNxHJ3YO2m5XKrTaLPZyDrph4Jmqhslm2FWpGrcVtEtUDw7NTvNU2mt6brOkcwUEbquk5lqTeMh89mSaJiUWdrWA5vxEbq1Mzcv/ad/8c963de+hI6G6KZgtBk3FsMpFL+15qkVT1+z0zwhPS47bRtKF3nvr1Xf+R3/xM/89Id0edZ8uMF6P63mp4ybCZN+KGpb246Hui4tljPTNKKh2AmyoNgp/sPQ0IiGRHNkGOa2262Dyxur1QmnT51x6eKhy5cPXXf2pCnW7j33MbfddtZf/Wtv8pqvvolsxvUmhrL0J//It+e5ezrz/kZHantEP6RxnMyGhdZcUTwjMnStV8ukdWuiGcaVxLavMppl6+U4KaWoOmO/p+y/35tffafXvuIhJ8e7zNpFz7kGBbKXQWiOZXMsmmOlN02jfpjb1KbvB2OyWY/qC1/pzBu/w3T6sxxinFj1DNNWd/lu+kdc+MG/q973b+XDH7eMA6tZEJVpQ22UniyuSTlhZMTeSpaFSwdbi8XCbEgHDz9kdeqMcxe31ide5Hmf/1rDF30tN/w++hscGqIgPSHQoTMJlTZ5XPQYZBSjnQHh6akYEZgbaVsiMagxdyS2DytxIf3yT7rzx99h79KvuWVVWV+iTpTBZjvJTMMwKKWYpknp6GYzOU0+WaSrpWdOFFMMEl02oYqcUMmGhoJCdDJmphhMMZhi5pH+rOu/8I878WWvZ36GugiLG2wUW3ToEW+5/e15x4f39W7S5cqx2FA2miOFtiILMRHp2tRkGVWXLPa23vmutzl7K3qRKtEQ6D0m0qMmwhUFxbNWsxN2YkKiOZJjilhoEyUcyUuP8I/f8aP+4f/+Q86c/Bybg7nTp09bzpbuv/8B6/Xayb0Tuq5Tx61h1onSTNNW5KjriQi1VmmB4tmp2WmeSmtNROi6zpHNZmO73RqGwWp1ysm9M+6++25dn05dN3d5/aAxLzh13aBfTv76t/23XvaK6yxPsJ1ExmQ2o0kFoUPx1JrfWvH0TRjt9OjIYqehmTYbrRWz+TJzw3f8Lz/hH3zXj5gO93zGS/+gCw8cOrV3vSjp0qWH1ba12puJSJcPLprNeqL5lLKgoLh2NTvNsWh20pHLly974QtvM02Tc/c/qOs68/lSRGe+LO667w7Pf9EZ3/iG1/vT3/JyZU7Ly1H6pYOHij/zJ9+e5+7pzYcbyaK2R/RDGsfJbFhozRXFMyJD13q1TFq3JpphXEls+yqjWbZejpNSiqoz9nvK/vu9+dV3eu0rHnJyvMusXfSca1AgexmE5lg2x6I5VnrTNOqHuU1t+n4wJpv1qL7wlc689buMw0sdItEmri+Xufyr/Mz32f/QPzfs/4bc7pv1hdlcQ2bTFcrUyObaNFImNtTlCbk4bf9gNG7XTs/SbLl0/uLaen6TE6/4cqe+9Ou55XMo19m2ReTQqUgECoqm03QSjWxkQUFHFIkajnUIT0/FBgULIzZkI4o0V3VC020eYntf+ujP+fhPfY8492+96ERjPGBYUpOWlEKEnCa1jR+ip9cAACAASURBVFprhmHwySJdLT1jMnpjGTTFLDdKbmkj2RwLV/REJ6OXUchwJKTL3SmPXPdy173iy5z4sj/K4pY4PFioJ24QhYYV4i23vz3v+PC+3k26XDkWG8pGc6TQVmQhJiJdm5oso+qSxd7WO9/1NmdvRS9SJRoCvcdEetREuKKgeFZKJBJhJxATEg0FQfamLX3nSJ67Z/JvP/wJ/81f/XtO7d3m4oVLpm11ww03Gcfq4OKhU6dOOTw4MAydroRpWss6Kl3qosigthmKZ6dmp3kqmWm73eq6zsmTJ/V9b7PZGMdRKb2Llw6cPHlCxtqUF22mB23aw/7I1365v/bfv9lsD4WaGdO0NZsPjtRWdaUTHlPQ/M4VT9+EtZ05OZB2AtEwOnKwP1kt99LED//And7x93/I3R+76LZbXm7/ka3tuLZaLS0WC9O0tdkeam0yzHo0O41oSDtB9iiuTQ3N1YonNIvFwvmHH7RcLqxWC/v7+6Kkrus89MgnnLih8xf/8lv94a95ieVJ9EKsyc76kcE3/4m357l7Oov+RoRaL+oH6qaazRam9MzJ0LVeLZPWrYlmGFcS277KaJatl+OklKLqjP2esv9+b371nV77ioecHO8yaxc95xoUyF4GoTmWzbFojpXeNI36YW5Tm74fjMlmPaovfKUzb/0um/7TbCMcWdTJ0O7jQ+92x/d+u+fn/ZZtzQyzhdHCoVBKMe/ot1uRk2vTiInCGCdt+xOyW1ivD5Tx0GLvlHsvTW78zC9z+kv/FC9+Jf3N1ts+XDHMOyMaiiY0ndRpwqOyINA7liRqIOgQnp7EaKdoOlXYIu2Eqnd4eNmJZaE+lBfe833uee+PuGX9MdfHodqKjE5BZopIXdfJTNM06buw0xyJdLUsnikZvU2ZOzJvG9HW5OhxgZjLmKkRjnSZIidylGXunumU8czLvOQ/up3P+yqG58W2ndD6ucBcE2+5/e15x4f39W7S5cqx2FA2miOFtiILMRHp2tRkGVWXLPa23vmutzl7K3qRKtEQ6D0m0qMmwhUFxbNSIpEIO4FoaEhHxu1WKYOum5G0ipQFd9/Jt/2P7/Kef/EzTp8+a94vRQyGWLh4cd9ittT3vb50ah1lHWWmvhTRdVotWhTPTs1O81Rms5lpmtRaPaa1ZrvdGuvWjTff6HC8JK3tH97v7I2Dt7z1T/sT3/iFFNab0TDLyGj6rkOoyeHBaL4YDF3xu1M8fRM2duZkT9oJOzHabg/NZitaLycZyc//v2vf8Tff4Rfe+1E3nbnN3t5J6/XWer029DOz2cyRWhONSDQ0onpcDiiuTY2YHMuCgkKGx4zT2nI5V9vaOB2azTulmxweHjjYnPet//k3+0/+wpc4shnFfA+xsd0fte0J3/wn/qc8d29n0Z8li1ov6YeibtJstjBl84zJ0LVeLZPWrYlmGFcS277KaJatl+OklKLqjP2esv9+b371nV77ioecHO8yaxc95xoUyF4GoTmWzbFojpXeNI36YW5Tm74fjMlmPZpue6Wzb/pO9cTvs2kscq3kBT70E+7+iX9g/ol/46b+IgVDoV/Y5sw6Q0SYlTSbtiKba1JOTCN7S5uxc7l1Tlx/k6nx4PnzDnLm9Iv/gOe95ut4+VfS3+zSZojlcqZPaqtq12maoimqDqHZKWSHniBdkTRPKEF4uprUNKQeTacKW1QU1VzVmaSVQw4/lvs/80/d93Pf72w9b56TeV9kpnEcRVaz2UzpOjJlm+w0RyJdLYtnSkZRY0DTZ6VtMZKIgo7oZfRqhCKVbLQtOVJ62+6E8911ttd9utu+4uv5rK+iPxsPX5ycOn2DziTecvvb844P7+vdpMuVY7GhbDRHCm1FFmIi0rWpyTKqLlnsbb3zXW9z9lb0IlWiIdB7TKRHTYQrCopnrYZE2Ak70dBsNxvDMIjoZAvRFdKx7ZpZJ1Xe/X/e6W/9zb/rgU884sbrn6+PuS5Wpm0KvS56R3JKWZtSitJ3WqOFZ6lmp3kq0zRZrVaO7O/vm6bJcrm0WCxkGZ278HGzZTPWfV/4ys/xl/7LP+dlnzmncHC40fdituiQdkJrtFb0fUFD82TFb0/x9DVUx7Iji6sEDz34oLM3niGL7aaazTqSBx+QfeVv/A/f70MfvMNdv/4JJ09e77rTN5rGsN00s2GpNU+IioZGVATZo7g2NWK0E2RPdmTvMYfrS57/gps8dP4+2+mC68+sfPyuj7jp5uv8pb/yVq/7upfr5kjRsN0eWiw7zJy/J33rN//1PHdvWPRnEGq9rO97dV3MZgtTTkR6RmToWq+WSevWRDOMK4ltX2U0y9bLcVJKUXXGfk/Zf783v/pOr33FQ06Od5m1i55zDQpkL4PQHMvmWDTHSm+aRv0wt6lN3w/GZLMeTbe9ytk3fgenXka7zP693P1v3PvT3+/yR/6lT7++UC+hocgYTKWTCElWQybp2hSN2pgNtttUS2/YO+38YXWhzpSbXual//Eb+IwvoX+edduLw204uSr6hmmSs17VhKZT7TQUFHRS0ZAIO8VO+N1oGFFUg0SgmITqyKYFZeawUbYHTs0up4c/4uGf/l77H3mvU5v7nB4muiKnybjZOtJFOlIi7TRHQvO4LGTxjIrmKlkci+JJshGNbKSdWe+wLnx8PXfypa/ygq/+Fl7weYzLsLoevXjL7W/POz68r3eTLleOxYay0RwptBVZiIlI16Ymy6i6ZLG39c53vc3ZW9GLVImGQO8xkR41Ea4oKJ61mieEq0XzuCzWh4fG2qyWe7rOTnLxgjy1x4PneMd3/Yh/9sP/3PawOL26ScmFVgeRnRIzXStaS0eiFKlp4Vmq2WmeyjiO+r73mPl8ru97BwcHHr50j1yed+Z5S2/6M3/aG77lVQTjxDAXAtHQkLabjX42U6JH0dqkFE+h+O0pflfSU0vH9i+trVYLpaMlpbNTpX2+9x99wPd97w+7796H7a1u0Jc9dZopsdCVGVkci4ZGVDQ7BcW1aSJGOx05IzuyRzhy8uTKuQfvFt3acq/ZPzjnpptPeuObvsHXfcvvZyA7cbjPaoXSyEoODh7mjbe/Pc/dWy2GM2RR62V9P6jr3mxYmayJ9IzI0LVeLZPWrYlmGFcS277KaJatl+OklKLqjP2esv9+b371nV77ioecHO8yaxc95xoUyF4GoTmWzbFojpXeNI36YW5Tm74fjMlmPdre9io3vvW76W5gvI+Pf8ADP/YO4z0fcstiUsZ9oiPStqWpNbO+6IcgK9NE9GRxTYrCbGF9eKgzGpZL683krkvViU/7Ird+xdfzWX+I4XmmuC4mFAxJVNQtsxnhioZKNseiIFS9RLNTEOg0O8XT18jqWHQoEg0FDSOmpA8GdJvzdAfp/Mc8+NPfZ/tLP+r09KBh6M1mM5JpHLVp68jQFzvNkdBcpfWeMTmRI4EYZMxMMZeKI8Wky1HkhEq6IigFPdloh6bkcHGzh7qzphs/y8te98288HNxMgwnxFtuf3ve8eF9vZt0uXIsNpSN5kihrchCTES6NjVZRtUli72td77rbc7eil6kSjQEeo+J9KiJcEVB8ezUyOYqUcjiccF2O6lTWi4Hj6mV7bixWBahM41FX6TKe3/mHv/4u3/IL3zg3zl7+gXWhymnmaFfmZe5OoXWmgwiqlbSs1Oz0zyV5XLp8uXLpmnS973WmoODA5lpOHHoa/7UF3jDn/0aL37RQgZ1oh9EJpttFar5fFDbqLXJMJs5UqdJa80wG+yET6341IrfE9VOIBrRHMueZLtlNji22TJfuuLQZnrEvD/FZi817r2D7/w77/BTP/l+Q3edUydusTkswoLs7TSiERXNTnHtmojRTkfOaHOyQ3GkdNV6+7ATpzqb8SE33jLzV/7r/8wf+OLrrA9w4nLMl73Npjd0na5vtLDer4bofcPXvj3P3VsthlMo6rQx6wbjZmY2LE02RPWMyNC1Xi2T1q2JZhhXEtu+ymiWrZfjpJSi6oz9nrL/fm9+9Z1e+4qHnBzvMmsXPecaFMheBqE5ls2xaI6V3jSN+mFuU5u+H4zJZj3a3vYqN/6F/0Nu5+KenzN94Ac99P4fcvNwyPVn1PMXbPtTcpjLrNQDyzhU+iSTCaXH4FrUSm87nDRuDpwsB5isD5t25jarL/0GXnU7s5fZb6djm715zxy5acq40c3m9MXjshHNsUAUk6IiEQhNp+pMdgb0npZENjQyHSuDGmwwIZATJ3uijRxeYNG7It31fpsf/5+59187uLxvuVxaLBamaVKnra7rlGyOhOZIaK7Ses+YHKmTY11v6k5Ylz01OiVTb21RD0Q7JJtjUShz29hTTPrxEcdO3+D8duXu7Qkv+PzXOfsVt3P6xQw3Rbzl9m/Lj/7yw/q4QckVGcRIVBnIjpw7Eiqaa1HGJLtDU1y0WE2+5we+3dlbUURGEhUFxZFIBBLR0NB79mpoSDIIVxSyeMzlg0N7q6XHbDZVKcUwBMHULuhLh8HBQbWcrUTKgwu872fv8Te+7e9aX0rTdjDvT5r3J7VWTGPKTKUg0m9PQ0FDcZUMIskg0u9YBpF+55rfWvFbKelxLTyq2WlS1UwWyx7VuQfuFZG++g+/ztd/0+t87hcxFUpHa2Icmc3oimPZiGInmiN12jrS9b0nK2gofmvF74nmCaWhOpYDaScdS9Tc6vsRB8YpDXGTPCQG2Q559z/7Rf/w73+fX//YQ55/68tM20G0AT3ZuVojKpqrFU9W/I5k+PeKREPzZMWTFb9ZyeZYdloUsve42Ioyye7QQw//ui/5st/vr/13b3HLS9juM7te6DemttaXkyj2L14yn+8ZuuLBe/nWN/0P+eC9W/PhOpHFNE2GbmHcdGbDSrNB88woSuvQTP2aaPppQLHtmiMzM7HdKqVpQfaFSx/0jV/ysK/6zItuWP+qZZ73nGtPKjJcUdBEIppPFqUYx1E3mxunpusHUzabzcgLPt/pP/d3WIcLP/ndzr3vh7y0f1hZVA5H+qX9ttDNV/rSGC8b6mXKRCYNZSB616Ix5h7JhWG+cCrWLj5y3rZbuek1r+c1b2D5UmM8Lzb9SkOHedJXhJ1AIpCuaAQCUUxoSDudSag6EwoG9J6WtNMaqmPRqaXYYLIzR9lsDW3NbCCK9bpZDOfTh7+Hf/Vu9935q0pUJ5czOW5E25j3HW0rsgmfJIud4hmVI3UiEIOx27MpSzUGJVNvbVEPRB6SzbHoZcxtylKXkyEvUNJmw3p2vfXqee7ZnnTdy1/t077uLcxuEX/+G/9WvvdnP+yG61+k1Tk5kMVOQSE7RRMqmmtRlkOz0wceeOTj9k70/q8f/W6nz6IIgfCohuI5n0pzteK3r2GDhoIeAw0pNQ73efc/+0U/8E9/1MfvuN98OGVvdUarve3hZFFmooUjXdcphYhQa1VrNZ/Ptda01tQ6ao1S6LpB3/fq5FhmoKGgyUxXifSbtUCGDFcUNE+WjkXzm0XS2qQkESEiHMlMmWmnOBIRSilKKY601rSGWvT9TERnnCa1jaIPpdBiK63FsPHI/v2afa/60s/1zd/yJ73yVS/QzdEhhE8W/j2ap1bQUPz/IhFIhCuaneJYulq4YkJFUWuvK0EipeTXP7r1A9/3bu/6/h/VtZWhnLScnzV0p9RtZ7NmiLnFstNcshkv2m63IsJsttB3M60101SVUsiCYqfITDK0oJQiw6dQfEpZPCZMlLVi8oTiWBaEzWZjNiwMw6A1ttutzDSbLcxnK9OmN42IyXzZE6PzF++nbJy5ceXue37V8190xtf8sa/yTd/yh5y6wbHDA7E8hbJBk60TBgRJXbNd8/Vf95dz/0I1bnrz2QldmRu3ZBvM+5k2pWdKZFFaR6RWtjJGO0WNQnZiDF1rlrPUxSWX9n/DaviEL/uDe/74q0+64ZH3uK5+wnOuPS1IZDgW6Ulaa5pUStF1nbGlWqvZbCZOPs/wjf+V6ef+lY/9ws860S66cT6J7b5WR7PFQqupBSVd0YQUmiOJDNesTZk7mJ91cepdPhx1ezf6jD/45bov/sMsX8B6T566OTZoKBjQJbI5FsVTCtJOs1M0R0KzU1A8belRzU6RQUPaCXSuyIaGQhSm82w+kj76Pud//r3u/uiHzPOSW08vrMpaPThvFlXkRLqioEMv9VIQ1TMlNJGTIxm9qtei0xRFE5ouqzCJdCyjSEWNTqjKeFkEbTaztvJwXbgUp+R1LzHc+FKf/vo3iv/iW/92fuB9v2Qxu964LeSM7MjeTthJnS1RRRYZTWSR0UQWGU1kkdFEFhlNZJHRRBYZTWSR0UQWGU1kkdFEFhlNZJHRRBYZTWSR0UQWGU1kkdFEFhlNZJHRRBYZTWSR0UQWGU1kkdFEFrU7tI2HbetFN950ve/83/62szcsYrmi9GTSD65onlA85/dKw4iGYqegIwtJNhnJA/fznp/+iB/+wR/3wX/9y/pu6YU3v1iui1JDa81OeFwW6/XaMAyGYa7vexGhtaa1pjVaa46EQiQZovgUmt+sBal4kmiu1uw0VyuKUJLMQPOYiM6RUopaq1qrzHSklKKUIiLsX7yMsJiv7J08ISIdbA+Nda0Mk4P1Q6a45PO+4GW+6U1f5yu+8kX0JKI4Ep7FEg3b9YSwnHWkPLzAx+48729++99z329ccO7eS6KdcvrELWb9SW3b2W43au6bL4rZbKaUotZmmiZHIkJrTeh8sojOkRY06UmyuFp4soIqYqNorpLFTpjPltbrtXGsSinm8zmK9Xrt8GByeu9mtaZhlqZcq23f6RtmJpfc8fEP+dLXfL43vPF2X/7al1B4+OGN+aqP1aojXDGSlRqUGYKkbRg3/PHXvzX3L42mbWc2nNR3S+M2ZSv6vhe1Ek1kkdFEFhlNZJHRRBYZTWSR0UQWGU1kkdFEFhlNZJHRRBYZTWSR0UQWGU1kkdFEFhlNZCFD5MyRjK0so1YmqZA9OYhxULJZdtW8v6SOv2GxeMRnfMYpr3z50qf1dzrZHvCca1ML0lPLTJmplKKUotaq1mo2mxlW17nhhZ/tzl/7DecfuN/J1cypea9tLsvpwLwviiayocig6WSQejSiorkWVYNNN7c/9SxvcNOnfbbbPu/Lecnn0l1HORE1mOwEOnSuyIZGFBTXpHbI9BAHD2b72K/42K/8vAv3fES/fdgqLxvqJXNVlxVBFjUGaaYaZCBGNNeikpNFN6p1VGMwloWDnLlc56bZGW3vBq/+qteLX/43v5GXLm7tLc8oZUZ2KGTxyYpJxIaoSoYWqWRokUqGFqlkaJFKhhapZGiRSoYWqWRokUqGFqlkaJFKhhapZGiRSoYWqWRokUqGFqlkaJFKhhapZGiRSoYWqWRokUqGFqlkaJFKhoZuvnCwvmyqo8//gpsJIRAIj2qeUDzn90pDs5N2AgWFRCLRpGS75l/9/EU/+K53e89P/qyyHazmp6xWK103qDXVqaHXlcFstjSNzTQ1taZs9P1M3/e6Lqw3l4lJ6ERJsoiSjkSEWqurZPG4aNIniXS15mrN1XqdpWy0RmZ1JCKUUkSEllUpRUSICDRHWmuiVbe+4Ebnzt1nf39fNxtEpIP1PjFZ7BWf9wWf6Ru+6fW+6EtPUDjc0M8ZZmI7bcz6uWez1BypLU1j05dB36PSNrJ0/NT//TH/5B/9sF/+pTst+jOuO32zbIODy6P57IRsndYm4ziqtYqShqHTD51x3KCJkiIci0hHIkLNyZMVVyueJMORyB7FU5nGqpSilKKUIiJEhIjQCQcHa4vFzGa7r5VR6TceeuQeNz/vlK963Rd7wxtf73kvJAYUIVAc29+/6MSJlWxNZijRIxxpE9PI3b9+OQ8PJtMYhmGpK4NpJJNZ74pDykbJ0CKVDC1SydAilQwtUsnQIpUMLVLJ0CKVDC1SydAilQwtUsnQIpUMLVLJ0CKVDC1SySB72tKRVrayjFo06YqckzMli67RocvLoj1g6B9x+rrJ3qlgcwHVc/4DlkkEEdRKa/Q9ixO2BxyOVY+9ZU8XjAfUkdLIRjYUwhWdnd6x0lyz2ohDLj7C7CTP/3TmZyknqIuYyoqBaqdDh9DI6lh0KK5V49QMfaGt8/Che2wufMKQB/b6SkxEJROBHgN6YnAsRjTXpBzp12wOqRgWdHNqYSrWOZhiLqZt1XWFlH4rgUQgEUgEEoFEIBFIBBKBRCARSAQSgUQgEUgEEoFEIBFIBBKBRCARSATSTjo2TaIfOFyzXq9df2bh8sGhvb25qxXHEuE5v2eanWanoJB2ku2GVqVk/xIXzvMj3/tj/t0v3+HDH/4VB5fXzp69yfXX3Wi7SRcvHJjPTogYhF6JmcxiGptxrMbp0Im9nqgeExEIj8lMV8nik2U0Ij2huVpzlWgelzOmOdnLTMeiORKRjgyzXq1VraNp2spMpWMYBv2QLu2f0w+pdGzGtVpHL3zR8732dV/pNV/5RT7js1E4XLOZOHFSdDNXNJf2Lzh14jSKZ6dmrFtd1wnhSChqDTmF3hUhJTb8y5++z/d/749433t/QbbBTTe8WN2etF13pro1DIPVaqnvi8320Hp9oB86TERDikjHojlWqqsVV8niasXjshN1D50npJ3mSG2jvu91XZimyXbcaK3p+94whGHerDeXrFYz+4ePeOTC/b7iD73Kn3/rm7z89/cUamOcxGIPwcH6ktSsFiuykClbKKUjkEjqRNfZaVIg7SQKAgWJQCKQCCQCiUAikAgkAolAIpAIJAKJQCKQdtJOQZBBQ7oiiUZXkXYS/WXiQsiJWCUzz7lGpZ1EIBFIhCuCcEUgqQ1JFPrBZks/m+uikY26IRoqKm1yLAtREChEcSyKa1Ye0vaZNsTAcCLEkpwb66DMe9UTOnSuyAnVsRhQXIsqtkh06NAbky05kpW2tdOjQ090GJDYIl2bJqIybWmNfkbpEdRgrEQRmVuEaay6rkNDEg2NqGhkR87QiSSDSDKIJINIMogkg0gyiCSDSDKIJINIMogkg0gyiCSDSDKIJINIMogkg0gyiCSDSDKIJINIMogk9Q4us1jQdQiEnWAcN4ZhQEOxUxxLhOf8bqWd8KiGhnRkqpO+G9CTdtKR3B7STTx4H7/4ix/xnn/xs97/vg+6/77zlovTzlx/s1YHdSpa7YWZvlvou7lSejSbzSVMMtORzESRmY70/cyxLHbCE1JoaERztXS15sk60zRTYiYilIJoWptkNi0nBwf75vPBYjk3DJ3WJuM4GqeN2g4cbO6zd6K4+ZYbfeZnf6bXfPkX+8JXfZpTZ1EQHB6K6JmvHLt8cMliMdOVTigonp2aZtJy0kXnSDhS0NGK3BCuKFIyXuQXPnjOj//YT3rfz/2Kc/eG0yef59SpUzLT/v6+9fpQ3/fm8znRHMmsjmRWRzKTSF1paJ5QXCWLqxWPy7lsK3KORCMaGtGQZrPedjwwjlv9UCwWMxFhvT5wuHnEenvOco/15rLP+pzf5y/+pT/v8199PQWFNokyRyE1Y12rdTSfDUJHzmjhSATCE5pjtdIaXUcEmWRSCgIxiSSDSDKIJINIMogkg0gyiCSDSDKIJINIMogkg0gyiCSDSDKIJMMVTUaVMWomqWpCmmFhuykWfa8LTPRlpNsSB0isMHjONSiRdhKBRCARSAQSgZaUIBGF0tlpTFvqlqFgolZKsRMoREFBEAWFcG3KxsFlVBm97GZamVHmoiM9IVAQGiomFAworlnpiianLTmJLijJdm17uDY7dYoo6FDQoSfs5ERU16bBVjHZKQiEnYJMInPryLjdGmY9GhoqJlQ0DDiJgUQgEUgEEoFEIBFIBBKBRCARSAQSgUQgEUgEEoFEIBFIBBKBRCARSMfGLcPg2FTpe4QrmoPDfavlyk6xUxxLO+E5vxvpCeGKhoqG5glFCtvtKHSGYS4yaEipOfbwOd73vo/4f37sp3zgAx9Stx0x01vph5WhrNQWtutqs9k4c90JkY5lJoojmUEWEYGwUxzL4lg0kY1IV2uu1hyLRhaikQVF6kR0IlIEosms0iSzWu39f+3By7PneV0f4Of1/v7O6W7mxhCCwBhQFCkvMaZQy9zKRTZZZhsXWeUfTJWLLK0yLqxKKJAkBpEweAkoDsJcu8/5fj+v9Dm/mT7TzmgsscqaYp7n0nFcu7p+y8OHb7q+fiTDvXv3XD5Y/uW/+Tlf/LVf8Cu/8kt+7JM4YRB5+IjjeOSZ5++pG8vqTsaNH7z2Ay8+96IYP5qWOrAsC0vXstaSdTKz2bZL1vAIF6havP4Kf/zyG/7Lb/53X/7SN3zpS1/y5hsPvfTSj/vkJz+tK1599XUMDUYb7+gKWWJHPS2e0nFnPNELXc9gQ7HIIjsOskuQXe3aw7EeWWt3HLs1b3r+xd1LP/Exv/Eb/8G//Xef5+C1N3nueVyIICzX4sayLCyP9sOD7TlpPBFPy3JnOauzYDAUQREUQREUQREUQREUQREUQREUQREU2XHgWl1Zrh12deO+uifu4yTYMIhrPHKj60JtgiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIo4iwL9ddbi21z6zjcmnGj67CnttPJpOw7s0ixePSQ0yXxtiEbBoNoRhEUQREUQREUQREUQREUQREUQREUQREUQREUQREUQREUQRHUyIzlrNgPTptbx8Fpc2sQN3YcWBhcYHwgdWe/YupW3MlgWB6LZtSocWNhEAtLUARFUARFUARFUARFUARFUARFUARFUARFUARFUARFUARFsOfkOuzOlscWp+HkLMj19eF0GjfWWmRHyY4DCwsXHM8pUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaYsziswAADT1JREFUUhpSGlIaUhpSt2Zzay2urw+yu3fvwrGubTPOgnE2btVZfOiHUXfisYUDC8uNh1dv2vfl/v37TnPCuHEsttxjcVxxlK1qsLMf/OZ//qr/881v+x9f/pqvff1lr3//TRf3PuLF51/07DMf9fpfPqQjGUkkmyR0JJvjWHScDcY7UlKPLU/J8rTlVkpDSkMO5rAsq7v2ILuE2ZZkeeV7f0Z228bzLzzrJz/3GV/84j/3q7/6q3768w+88EkMgtBDcoEgO6qWZeGEOHpINmOMET+qln1d22bEjYXl3Y6r3XbxgA5rXD/cXVycGFQdPPwBv/eVV/zWb/223/mvv+vlb/6prpMH91/wkfsv0gtxT1xiE5tkk6IHlqeNp3TcGe9Wm8ZjixQ7OciOw+pDF5dDdm+88aqHj173kY/c99KPf8qnXnrBf/xP/94//aWP2+7x1us8eBabuDG0h+UwiWVhefPRm7Ztc+/0wOYC4x1tsSR143q/MjNmqMONqLNLPS4VKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSmCIFeaR5ZDXVuoDRfGMxgtU3rQw2NXZri8vFQERVAERVAERVAERVAERVAERVAERVAERVAERVAERVAERVAERVAERVAERVAERVAERVAERVAERVAERVAERVAERVAERVAERVAERVAERVAERVAERVDE24r66y2Ms4UgbrUeW7I560Kx6MLCuJXBIGQwiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIiqAIDryxs53YcJQpF0Owrrk4Id62sFSxMGLD+EDqznpED2xkWNWS7ZLtpM6Wp42nBUVQBEVQBEVQBEVQBEVQBEVQBEVQBEVQBEVQBEVQBEVQxNvqieWxRTZSjjJDrh5WhtPJnXhsYaFY2NSJ+sDar+viMtpKoj0k9drrr3ru2eecBeNs3Kqz+NAPo87ibQsHlrPlzlhd3nzzTZeX911eXFoHMxdu1a0erAPVbaMHr/6A73ybP/z6H/nKV77qK1/5qm998zuOt05mXZrZzIxtLsyMZJNsJicE41YH4x1ppO6knracLX9V55rtof14y/X+yL5fYTldxMVlnC7iF3/x53z2J37cP/uln/ezP/sZn/gkLpwFw77EY6dLBNlxjaWq6jDGCZtjRTO2xIb40XV0NxnBflyZiYnHluPYbbORza0Ds9HBcL3Yh2BTi+9/l6/+3jf9zm//N//rf37D17/2R+Ij0vsm92zzwMyFyaVkWBWl8V7jVsd7jWbp7DjIwiIHucJBrj189Lrr/U2rV55/4Rmf//xP+lf/+tf8+q//ms/8DMIRthMiHtvXcjoNllqoq7W7vr52/96liBrX+5X7pwfizlqLLEkEq8vE25Y7C5fqgvoHkboz1DWuLFWxnHDPUexcnAiyKGYQlg99UI2/2b5zOrl1HCTMuLXvnE5utXQd9HBjU2ZIyGAUC8XCID64iivU2YYTgq3OiiDLjVoWihhjxAdUd9bBfkXDxT3mwo0d12UbijgbBOPO8sG0FfsVCS3rYLsgCOtqNxcn6VHvK54W6oMtFpan1Z04G2fjVp3Fh/7eLCxndRZ3BuNpO4pgMNRZaVHiVpV95623uHqL3//y9/3pn/y5r//BN7z88steeeUvvfba6954/S0PH145bZfaYhAzY5sL27Y55WScrMVay1pLe0hiZiSx1uHG6u76+tq+725cXFw4XdS9Z649+9EHPv7xj/mxT37cSy99yud+6jO+8IWf9umXLjx43lkQ74g4C4IgHtvVgR3Fwlg2nHDh3QbxoTsLC3W2PG08UXe6YViqKBZf+t1XfPMb3/GVL/9vf/C1b/nz73zfw4fXrq+qOy88+zHHUW2cTieXl5eS2Pfd9dXuwYMH2mirrbbaakOu2R6xHTJ1dfWWh49ed70/lDnMdvj0pz/hZ77wk37tX/yyL/7yL/onn7m03cNiHcwDMe6EurGwvGN5xzgbN8Yu/q5GjX8oKQ4UgyDIrm6MZbxjllspQsMK9aEPooX64cWd8V7LWVEsFMEJ44Npoc42BFtRZ11kEWcZh3GgCC4QH2D1xBEOLCzUnWBDsGGcLdQH06nY36LXGOKxYAgyGOlRfyuhWTgQFEERFEERFEERFEERFEERFEERFEERFEERFEERFEERFEERVPz/xNlgPFHEh35oCwuD5c44G0/Ue2VH3QnG2ViLLrdmSFCOg+NaL8dZ3eo13/0uf/Inf+kvvvs93/rWH3v06JE33njLa6+95tUfvOaNN97w6NG1fV/WVXTFO2bGdopt28yMZ555xr17F5599lkvfPR5H33hRR/7Ry968cUXPfPMPf/kc8979jmeex4nd4pBEBFn8dgiC0OHOAu148COOovlhAuMd0yJx+JHVz0t3rawnNX7W9idDR16gWGhqDo4rnjzDV75C15++dv+8Ovf8O3/+4qv//63vPH6tddee81bb71l33dtHXuttbTV0taNmbFtF7ZtM9vB6RG5NhsPHtzzqU9/whe+8FN+/he+4DOf/ZTP/dQn3b/P/WewOYu4Mc6CuFU3lrPlbCw3xruNG7uoO3FnMN6jzkItHAiKoAiKoAiKoAiKoAiKoAiKoAiKoIg4cY2FQTAIstwZ6k6dxa2GlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIaUhpSGlIYDy9/deFo8rc6Ws6LOghMGKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDQuDeKzowqL1RJCQsRsHiuCEzQdcOUKxsDwtCDZsddblVkZDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkNKQ0pDSkPq7HhElztDnGUIWa2/vR0HBguDhcHCYGGwMFgYLAwWBguDhcHCYGGwMFgYLAwWBguDhcHCYGGwMFgYLPFXjbM4G2fjQ3/fFhaKuDMYt+ppdSeIx679TVaXtm5ss7mzscathSKIKhbGWenOvrMWLcra6SIhYYbtxLaRwebOogctMxiOxXbC5kYEpYu1lu3eYJEDCwvL2Qn31LvtKJY7gw3jVj0Rj8WPrnp/8S4Ly3vVE42zwVBPq3dUWddcX3HvHvtbfOc7/Nmffc/3vvc9r776qjffeOjRo0e+//3va2Ot5ca2bS4u7rm4uLBt8dxH7/nHn3jRZz/7WZ/+9DOefR6DxVrMJYKIW6UHgwxG/VXL08Z7FPHYjgPjLM4G4yn1tHhs4RqDhcHCYGGwMFgYLAwWBguDhcHCYGGwMFgYLIy4YMdCEAyysMjhbGEwCIZ6bNEDOx2y6JBFhyw6ZNEhiw5ZdMiiQxYdsuiQRYcsOmTRIYsOWXTIokMWHbLokEWHLDpk0SGLDll0yKJDFh2y6JBFhyw6ZNEhiw5ZdMiiQxYdsuiQRYcsOmTRIYsOWXTIokMWHbLokEWHLDpk0SGLDll0yKJDFh2y6JBFhyw6ZNEhiw5ZdMgiQxYGC4OFwcJgYbAwWBi3OnQ8Ee8Sd8YTQQeLXmOnQxYdsuiQRYcsOmTRIYsOWXTIokMWHbLokEWHLDpk0SGLDll0yKJDFh2y6JBFhyw6ZNEhiw5BTgRFPbaodxkSZtQ4cKAITth8UC26nA3Ge9Tbdnrgmu5YGHIioUMWHbLokEWHLDpk0SGLDll0yKJDFh2y6JBFhyw6ZNEhiw5ZdMiiQxYdsuiQRYcsOmTRIYsOTuSCOKuzeEpWr5wF42y8v4UlKIIiKIIiKIIiKIIiKIIiKIIiKIIiKIIiKIIiKIIiKIIi3lEsZ+Ms7oyz8aG/bwsLdRYMxhN1p54WxGO7p9XZcrbcWJaIqHccx7IJc3IrwbjV0DobEownijorgmJQhF7TYYIg3qtYrMUMNmRhkWJhYaHOFi7wQL3bcrbcGTGKlCJFnMWPrvqbxftYnuh4r+Vs6b7LeJfFDAm9sB6NYzHVnJhBUARFcFDEY4M6i7PQnf0gkdMFNvZHh+1UOQ0WFmt3Yxmz3VfvZzkbN4IipUjpeGzhQNwZjKfU+4vHdkERFEERFEERFEERFEERFEERFEERFHHjxMJCnI3HFjmwY6HuBIOh6E6LoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKoAiKkCJMaUhpSGlIaUhpSGlIaZyd3FrDLDreV+I9WrrjQFAERVAERVAERVAERVAERVAERVAERVAERVAERVAERVAERQgynqjHhnrbkGDIaFg4UAQXiA+q5Wxh6HiizrpwYGGnB3YUIScMgiIogiIogiIogiIogiIogiIogiIogiIogiIogiIogiIoQi7tc2FHnMXZIBj8P+fJ1PblJBM1AAAAAElFTkSuQmCC\",\"boxArea\":\"4459.20\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"37.16","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","no_of_letters":"1","perimeter_of_sign":"38.08","nested_area":"30.97","occupied_area":"20.25","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"37.16"}},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"37.16","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"1","perimeter_of_sign":"38.08","nested_area":"30.97","occupied_area":"20.25","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"37.16","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: Initializing MathExecutor {"data":{"variables_count":192},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: MathExecutor variables set {"data":{"variables_count":192},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"12.73725"},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"136.8415644"},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"1.19952"},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"8.4457632"},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":17.71875},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":120.5191356},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2.4776"},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"118.33637"},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"0.135"},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"0.6965"},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":0.0077617937143999996},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":7.7617937143999995},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":0.0006164669983333334},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":0.6164669983333334},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":0.005880146753333333},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":5.880146753333333},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"0.012085128293333"},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"12.085128293333"},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"0.00586529636"},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"5.86529636"},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"0.0078533752"},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"7.8533752"},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"0.00062662101333333"},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"0.62662101333333"},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":8.1377656665466},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":23.2275},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"23.5372"},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"5.5650696311906"},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] 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":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":508.53342719927963,"totalDenseWeight_before_formula":64.88907845952333},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":559.3867699192076},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":1,"totalDenseWeight":71.37798630547567},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":1,"sign_depth":"1"},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:00] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":120,"height":37.16,"depth":"1"},"timestamp":"2026-02-26 10:34:00"} 
[2026-02-26 10:34:01] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1772102041_bbfa145d44741585910c411ba9ba440c","bins_packed":[{"bin_data":{"w":120.3,"h":37.46,"d":1.3,"id":"unique","used_space":100,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":37.46,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/560b37f536b4d0b02c5e215fb7dffc7b/1772102041-8616-3421310.svg","items":[{"id":"item-1","w":120.3,"h":37.46,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/560b37f536b4d0b02c5e215fb7dffc7b/1772102041-8615-7335135.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-02-26 10:34:01"} 
[2026-02-26 10:34:01] local.INFO: Box added from packed bin {"data":{"length":1.3,"width":120.3,"height":37.46,"denseWeight":71.37798630547567},"timestamp":"2026-02-26 10:34:01"} 
[2026-02-26 10:34:02] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":3.3,"width":122.3,"height":39.71},"quantity":1,"denseWeight":71.37798630547567}],"cheapestShippingCost":808.02,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":927.7156393692242,"tariffAndDS":927.7156393692242,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1579.6983073979363,"totalShipmentCostFormula":"((tariffAndDS (927.71563936922) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1579.7","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":537.906714689108,"tariffAndDS":537.906714689108,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":997.5186783881827,"totalShipmentCostFormula":"((tariffAndDS (537.90671468911) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 997.52","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":706.6379005897423,"tariffAndDS":706.6379005897423,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1086.102453206434,"totalShipmentCostFormula":"(( tariffAndDS (706.63790058974) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1086.1024532064","careerDDPValue":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":"673.02","tariffAndDS":673.02,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":808.02,"totalShipmentCostFormula":"(((tariffAndDS (673.02) + overlengthSurcharge (30) + overweightSurcharge (105)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 808.02","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","DHL USA Not Available (Height exceeds 38.19 in)","Extra Charges: Weight too high for Single Box"]},{"career":"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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":1163.7798630547568,"tariffAndDS":1163.7798630547568,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1163.7798630547568,"totalShipmentCostFormula":"((tariffAndDS (1163.7798630548) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1163.7798630548","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-02-26 10:34:02"} 
[2026-02-26 10:34:02] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-02-26 10:34:02"} 
[2026-02-26 10:34:02] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-02-26 10:34:02"} 
[2026-02-26 10:34:02] local.INFO: Final API Response {"data":{"sign_width":0,"sign_height":0,"sign_depth":null,"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":null,"combined_production_cost_usd":0,"total_production_cost":0,"totalDenseWeight":0,"totalVolumetricWeight":0,"bin_packing_result":null,"shipping_rates":[],"cheapest_shipping_cost_usd":0,"totalCost":1740.0,"productionResults":[],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"37.16","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"1","perimeter_of_sign":"38.08","nested_area":"30.97","occupied_area":"20.25","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"37.16","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":0},"timestamp":"2026-02-26 10:34:02"} 
[2026-02-26 10:34:02] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 10:34:02"} 
[2026-02-26 10:34:03] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":37.16,"sign_width":"120","dimensions":[{"id":"b67efed6-4dc9-4aea-ba1f-e4b08e4833f8","height":37.16,"width":120}]},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":37.16,"sign_width":"120","dimensions":[{"id":"b67efed6-4dc9-4aea-ba1f-e4b08e4833f8","height":37.16,"width":120}]}},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"b67efed6-4dc9-4aea-ba1f-e4b08e4833f8","height":37.16,"width":120}],"sign_height_raw":37.16,"sign_width_raw":"120"},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":38.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Dimension Calculation {"data":{"dim_id":"b67efed6-4dc9-4aea-ba1f-e4b08e4833f8","height":37.16,"width":120,"ceilHeight":38.0,"ceilWidth":120.0,"biggerDimension":120.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":1,"baseProductionCost":502,"result":[{"id":"b67efed6-4dc9-4aea-ba1f-e4b08e4833f8","height":37.16,"width":120,"depth":2,"price":502}]},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":38.0},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.89"},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Total Production Cost and Tax {"data":{"productionCost":600.98,"taxFactor":0.0887,"tax":53.306926000000004},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Box Calculation Details {"data":{"breadth":44.0,"boxDepth":8,"oneBoxCapacity":55.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":55.0,"widthOfHalfBox":10.0},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":349.46762589928056,"shippingWeightInKG":158.48871922869867},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":158.48871922869867,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":7,"min":"136","max":"160","rate":"150","created_at":null,"updated_at":null}}},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":502,"PSUCost":98.98,"tax":53.306926000000004,"shippingRate":1800,"miscellaenous":0,"signPrice":2454.2869259999998},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":37.16,"sign_depth":2,"totalCost":2454.2869259999998,"TATDays":7,"baseProductionCost":502,"productionCost":600.98,"PSUCost":98.98,"tax":53.306926000000004,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":1},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"b67efed6-4dc9-4aea-ba1f-e4b08e4833f8","height":37.16,"width":120}],"sign_height_raw":37.16,"sign_width_raw":"120"},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":38.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Dimension Calculation {"data":{"dim_id":"b67efed6-4dc9-4aea-ba1f-e4b08e4833f8","height":37.16,"width":120,"ceilHeight":38.0,"ceilWidth":120.0,"biggerDimension":120.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":1,"baseProductionCost":502,"result":[{"id":"b67efed6-4dc9-4aea-ba1f-e4b08e4833f8","height":37.16,"width":120,"depth":3,"price":502}]},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":38.0},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.89"},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Total Production Cost and Tax {"data":{"productionCost":600.98,"taxFactor":0.0887,"tax":53.306926000000004},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Box Calculation Details {"data":{"breadth":44.0,"boxDepth":8,"oneBoxCapacity":55.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":55.0,"widthOfHalfBox":10.0},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":349.46762589928056,"shippingWeightInKG":158.48871922869867},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":158.48871922869867,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":7,"min":"136","max":"160","rate":"150","created_at":null,"updated_at":null}}},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":502,"PSUCost":98.98,"tax":53.306926000000004,"shippingRate":1800,"miscellaenous":0,"signPrice":2454.2869259999998},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":37.16,"sign_depth":3,"totalCost":2454.2869259999998,"TATDays":7,"baseProductionCost":502,"productionCost":600.98,"PSUCost":98.98,"tax":53.306926000000004,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":1},"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:03] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 10:34:03"} 
[2026-02-26 10:34:04] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":37.16,"sign_width":"120","shipping_weight":0,"shape":"rectangular","dimensions":[{"id":"b67efed6-4dc9-4aea-ba1f-e4b08e4833f8","height":37.16,"width":120}]}},"timestamp":"2026-02-26 10:34:04"} 
[2026-02-26 10:34:04] local.INFO: Validation Passed {"data":[],"timestamp":"2026-02-26 10:34:04"} 
[2026-02-26 10:34:04] local.INFO: Input Parameters {"data":{"dimensions_count":1,"shape":"rectangular"},"timestamp":"2026-02-26 10:34:04"} 
[2026-02-26 10:34:04] 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","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"}},"timestamp":"2026-02-26 10:34:04"} 
[2026-02-26 10:34:04] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-02-26 10:34:04"} 
[2026-02-26 10:34:04] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-02-26 10:34:04"} 
[2026-02-26 10:34:04] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-02-26 10:34:04"} 
[2026-02-26 10:34:04] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-02-26 10:34:04"} 
[2026-02-26 10:34:04] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-02-26 10:34:04"} 
[2026-02-26 10:34:04] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":260.12,"dimensions_count":1},"timestamp":"2026-02-26 10:34:04"} 
[2026-02-26 10:37:38] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php246B.tmp"}},"file_present":true},"timestamp":"2026-02-26 10:37:38"} 
[2026-02-26 10:37:38] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-02-26 10:37:38"} 
[2026-02-26 10:37:38] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-02-26 10:37:38"} 
[2026-02-26 10:37:38] local.INFO: Calling Image-to-Text API {"data":{"file_name":"FedEx-logo.jpg","query_param":"banner_width_ft","query_value":9.999996,"file_size":19355},"timestamp":"2026-02-26 10:37:38"} 
[2026-02-26 10:37:38] local.INFO: Trying Image-to-Text server {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=9.999996","file":"FedEx-logo.jpg"},"timestamp":"2026-02-26 10:37:38"} 
[2026-02-26 10:37:39] local.ERROR: Server FAILED {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=9.999996","error":"Server responded but data invalid"},"timestamp":"2026-02-26 10:37:39"} 
[2026-02-26 10:37:39] local.INFO: Trying Image-to-Text server {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=9.999996","file":"FedEx-logo.jpg"},"timestamp":"2026-02-26 10:37:39"} 
[2026-02-26 10:37:40] local.INFO: Server succeeded {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=9.999996"},"timestamp":"2026-02-26 10:37:40"} 
[2026-02-26 10:37:40] local.INFO: Image-to-Text API Response {"data":{"status":200,"body":"{\"objects\":[{\"index\":0,\"position\":{\"x\":0,\"y\":0,\"width\":788,\"height\":244},\"actual_filled_area\":2915.76,\"bounding_box_area\":4459,\"image_base64\":\"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\",\"scaled_width\":120.0,\"scaled_height\":37.16,\"exact_perimeter\":456.92,\"approximate_perimeter\":365.52,\"convex_hull_perimeter\":300.62,\"perimeter_pixels\":3000.44,\"approximation_points\":12,\"original_contour_points\":462,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.1567,\"compactness\":0.1755,\"aspect_ratio\":3.23}}],\"image_metadata\":{\"name\":\"FedEx-logo.jpg\",\"saved_path\":\"uploads/20260226_103739_FedEx-logo.jpg\",\"original_height\":450,\"original_width\":800,\"target_height\":244,\"target_width\":788,\"target_bounds\":{\"min_x\":5,\"min_y\":104,\"max_x\":793,\"max_y\":348},\"channels\":3,\"size_bytes\":19355,\"content_type\":\"image/jpeg\",\"scaling_factor\":0.15228420304568527,\"cropped_image_base64\":\"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\"}}"},"timestamp":"2026-02-26 10:37:40"} 
[2026-02-26 10:37:40] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":1,"objects":[{"index":0,"position":{"x":0,"y":0,"width":788,"height":244},"actual_filled_area":2915.76,"bounding_box_area":4459,"image_base64":"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","scaled_width":120.0,"scaled_height":37.16,"exact_perimeter":456.92,"approximate_perimeter":365.52,"convex_hull_perimeter":300.62,"perimeter_pixels":3000.44,"approximation_points":12,"original_contour_points":462,"shape_analysis":{"perimeter_to_area_ratio":0.1567,"compactness":0.1755,"aspect_ratio":3.23}}]},"timestamp":"2026-02-26 10:37:40"} 
[2026-02-26 10:37:40] local.INFO: Nested area calculated {"data":{"nestedArea":4459.2},"timestamp":"2026-02-26 10:37:40"} 
[2026-02-26 10:37:40] local.INFO: Mapped objects from Image-to-Text API {"data":{"objects_count":1,"objects":[{"id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120.0,"perimeter":456.92,"area":2915.76,"image":"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"}]},"timestamp":"2026-02-26 10:37:40"} 
[2026-02-26 10:37:40] local.INFO: Number of letters detected {"data":{"noOfLetters":1},"timestamp":"2026-02-26 10:37:40"} 
[2026-02-26 10:37:40] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":456.92,"perimeter_in_feet":38.08},"timestamp":"2026-02-26 10:37:40"} 
[2026-02-26 10:37:40] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[2915.76],"actualFilledAreaSum":2915.76},"timestamp":"2026-02-26 10:37:40"} 
[2026-02-26 10:37:40] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":20.25},"timestamp":"2026-02-26 10:37:40"} 
[2026-02-26 10:37:40] local.INFO: Average character height calculated {"data":{"avgCharHeight":37.16},"timestamp":"2026-02-26 10:37:40"} 
[2026-02-26 10:37:40] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":788,"originalHeight":244,"ratio":3.2295081967213113},"timestamp":"2026-02-26 10:37:40"} 
[2026-02-26 10:37:40] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":37.16},"timestamp":"2026-02-26 10:37:40"} 
[2026-02-26 10:37:40] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"objects":[{"index":0,"position":{"x":0,"y":0,"width":788,"height":244},"actual_filled_area":2915.76,"bounding_box_area":4459,"image_base64":"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","scaled_width":120.0,"scaled_height":37.16,"exact_perimeter":456.92,"approximate_perimeter":365.52,"convex_hull_perimeter":300.62,"perimeter_pixels":3000.44,"approximation_points":12,"original_contour_points":462,"shape_analysis":{"perimeter_to_area_ratio":0.1567,"compactness":0.1755,"aspect_ratio":3.23}}],"image_metadata":{"name":"FedEx-logo.jpg","saved_path":"uploads/20260226_103739_FedEx-logo.jpg","original_height":450,"original_width":800,"target_height":244,"target_width":788,"target_bounds":{"min_x":5,"min_y":104,"max_x":793,"max_y":348},"channels":3,"size_bytes":19355,"content_type":"image/jpeg","scaling_factor":0.15228420304568527,"cropped_image_base64":"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"}},"dataObjects":[{"id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120.0,"perimeter":456.92,"area":2915.76,"image":"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"}],"no_of_letters":1,"perimeter_of_sign":38.08,"nested_area":30.97,"occupied_area":20.25,"avg_char_height":37.16,"widthOfSign":"120","otherDimensionOfSign":37.16,"width_of_smaller_line":20},"timestamp":"2026-02-26 10:37:40"} 
[2026-02-26 10:37:42] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","quotationId":"893","neon_color":"Simple","uv_printing_needed":"Yes","objects":"[{\"id\":\"384f52e5-20f9-492e-b13d-28e5b6dcfb77\",\"width\":120,\"perimeter\":456.92,\"height\":37.16,\"area\":2915.76,\"image\":\"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\",\"boxArea\":\"4459.20\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"37.16","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","no_of_letters":"1","perimeter_of_sign":"38.08","nested_area":"30.97","occupied_area":"20.25","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"37.16"}},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] 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","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"37.16","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"1","perimeter_of_sign":"38.08","nested_area":"30.97","occupied_area":"20.25","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"37.16","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":"Simple","uv_printing_needed":"Yes"}},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Initializing MathExecutor {"data":{"variables_count":192},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: MathExecutor variables set {"data":{"variables_count":192},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"12.73725"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"136.8415644"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.19952"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"8.4457632"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":17.71875},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":120.5191356},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"2.4776"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"118.33637"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0.135"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"0.6965"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0077617937143999996},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":7.7617937143999995},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0006164669983333334},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.6164669983333334},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.005880146753333333},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":5.880146753333333},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.012085128293333"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"12.085128293333"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00586529636"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"5.86529636"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0078533752"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"7.8533752"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00062662101333333"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.62662101333333"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":8.1377656665466},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":23.2275},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"23.5372"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"5.5650696311906"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] 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":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] 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":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":508.53342719927963,"totalDenseWeight_before_formula":64.88907845952333},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":559.3867699192076},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":1,"totalDenseWeight":71.37798630547567},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":1,"sign_depth":"1"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:42] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":120,"height":37.16,"depth":"1"},"timestamp":"2026-02-26 10:37:42"} 
[2026-02-26 10:37:43] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1772102263_f6f97c5987dfa8023478e765ed957160","bins_packed":[{"bin_data":{"w":120.3,"h":37.46,"d":1.3,"id":"unique","used_space":100,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":37.46,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/39879ea243d2f00cf1aa394cfc4559b1/1772102263-2309-8283322.svg","items":[{"id":"item-1","w":120.3,"h":37.46,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/39879ea243d2f00cf1aa394cfc4559b1/1772102263-2308-2615733.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-02-26 10:37:43"} 
[2026-02-26 10:37:43] local.INFO: Box added from packed bin {"data":{"length":1.3,"width":120.3,"height":37.46,"denseWeight":71.37798630547567},"timestamp":"2026-02-26 10:37:43"} 
[2026-02-26 10:37:43] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":3.3,"width":122.3,"height":39.71},"quantity":1,"denseWeight":71.37798630547567}],"cheapestShippingCost":808.02,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":927.7156393692242,"tariffAndDS":927.7156393692242,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1579.6983073979363,"totalShipmentCostFormula":"((tariffAndDS (927.71563936922) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1579.7","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":537.906714689108,"tariffAndDS":537.906714689108,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":997.5186783881827,"totalShipmentCostFormula":"((tariffAndDS (537.90671468911) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 997.52","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":706.6379005897423,"tariffAndDS":706.6379005897423,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1086.102453206434,"totalShipmentCostFormula":"(( tariffAndDS (706.63790058974) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1086.1024532064","careerDDPValue":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":"673.02","tariffAndDS":673.02,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":808.02,"totalShipmentCostFormula":"(((tariffAndDS (673.02) + overlengthSurcharge (30) + overweightSurcharge (105)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 808.02","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","DHL USA Not Available (Height exceeds 38.19 in)","Extra Charges: Weight too high for Single Box"]},{"career":"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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":1163.7798630547568,"tariffAndDS":1163.7798630547568,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1163.7798630547568,"totalShipmentCostFormula":"((tariffAndDS (1163.7798630548) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1163.7798630548","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-02-26 10:37:43"} 
[2026-02-26 10:37:43] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-02-26 10:37:43"} 
[2026-02-26 10:37:43] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-02-26 10:37:43"} 
[2026-02-26 10:37:43] local.INFO: Final API Response {"data":{"sign_width":0,"sign_height":0,"sign_depth":null,"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":null,"combined_production_cost_usd":0,"total_production_cost":0,"totalDenseWeight":0,"totalVolumetricWeight":0,"bin_packing_result":null,"shipping_rates":[],"cheapest_shipping_cost_usd":0,"totalCost":1740.0,"productionResults":[],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"37.16","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"1","perimeter_of_sign":"38.08","nested_area":"30.97","occupied_area":"20.25","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"37.16","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":"Simple","uv_printing_needed":"Yes"},"TATDays":21,"testDenseWeight":0},"timestamp":"2026-02-26 10:37:43"} 
[2026-02-26 10:37:43] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 10:37:43"} 
[2026-02-26 10:37:44] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":37.16,"sign_width":"120","dimensions":[{"id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120}]},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":37.16,"sign_width":"120","dimensions":[{"id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120}]}},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120}],"sign_height_raw":37.16,"sign_width_raw":"120"},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":38.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120,"ceilHeight":38.0,"ceilWidth":120.0,"biggerDimension":120.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":1,"baseProductionCost":502,"result":[{"id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120,"depth":2,"price":502}]},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":38.0},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.89"},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Total Production Cost and Tax {"data":{"productionCost":600.98,"taxFactor":0.0887,"tax":53.306926000000004},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Box Calculation Details {"data":{"breadth":44.0,"boxDepth":8,"oneBoxCapacity":55.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":55.0,"widthOfHalfBox":10.0},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":349.46762589928056,"shippingWeightInKG":158.48871922869867},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":158.48871922869867,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":7,"min":"136","max":"160","rate":"150","created_at":null,"updated_at":null}}},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":502,"PSUCost":98.98,"tax":53.306926000000004,"shippingRate":1800,"miscellaenous":0,"signPrice":2454.2869259999998},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":37.16,"sign_depth":2,"totalCost":2454.2869259999998,"TATDays":7,"baseProductionCost":502,"productionCost":600.98,"PSUCost":98.98,"tax":53.306926000000004,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":1},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120}],"sign_height_raw":37.16,"sign_width_raw":"120"},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":38.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120,"ceilHeight":38.0,"ceilWidth":120.0,"biggerDimension":120.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":1,"baseProductionCost":502,"result":[{"id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120,"depth":3,"price":502}]},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":38.0},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.89"},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Total Production Cost and Tax {"data":{"productionCost":600.98,"taxFactor":0.0887,"tax":53.306926000000004},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Box Calculation Details {"data":{"breadth":44.0,"boxDepth":8,"oneBoxCapacity":55.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":55.0,"widthOfHalfBox":10.0},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":349.46762589928056,"shippingWeightInKG":158.48871922869867},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":158.48871922869867,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":7,"min":"136","max":"160","rate":"150","created_at":null,"updated_at":null}}},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":502,"PSUCost":98.98,"tax":53.306926000000004,"shippingRate":1800,"miscellaenous":0,"signPrice":2454.2869259999998},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":37.16,"sign_depth":3,"totalCost":2454.2869259999998,"TATDays":7,"baseProductionCost":502,"productionCost":600.98,"PSUCost":98.98,"tax":53.306926000000004,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":1},"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:44] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 10:37:44"} 
[2026-02-26 10:37:45] 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":37.16,"sign_width":"120","shipping_weight":0,"shape":"rectangular","dimensions":[{"id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120}]}},"timestamp":"2026-02-26 10:37:45"} 
[2026-02-26 10:37:45] local.INFO: Validation Passed {"data":[],"timestamp":"2026-02-26 10:37:45"} 
[2026-02-26 10:37:45] local.INFO: Input Parameters {"data":{"dimensions_count":1,"shape":"rectangular"},"timestamp":"2026-02-26 10:37:45"} 
[2026-02-26 10:37:45] 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","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"}},"timestamp":"2026-02-26 10:37:45"} 
[2026-02-26 10:37:45] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-02-26 10:37:45"} 
[2026-02-26 10:37:45] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-02-26 10:37:45"} 
[2026-02-26 10:37:45] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-02-26 10:37:45"} 
[2026-02-26 10:37:45] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-02-26 10:37:45"} 
[2026-02-26 10:37:45] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-02-26 10:37:45"} 
[2026-02-26 10:37:45] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":260.12,"dimensions_count":1},"timestamp":"2026-02-26 10:37:45"} 
[2026-02-26 10:44:32] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","quotationId":"893","neon_color":"Simple","uv_printing_needed":"Yes","objects":"[{\"id\":\"384f52e5-20f9-492e-b13d-28e5b6dcfb77\",\"width\":120,\"perimeter\":456.92,\"height\":37.16,\"area\":2915.76,\"image\":\"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\",\"boxArea\":\"4459.20\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"37.16","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","no_of_letters":"1","perimeter_of_sign":"38.08","nested_area":"30.97","occupied_area":"20.25","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"37.16"}},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"37.16","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"1","perimeter_of_sign":"38.08","nested_area":"30.97","occupied_area":"20.25","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"37.16","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":"Simple","uv_printing_needed":"Yes"}},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Initializing MathExecutor {"data":{"variables_count":192},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: MathExecutor variables set {"data":{"variables_count":192},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"12.73725"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"136.8415644"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.19952"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"8.4457632"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":17.71875},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":120.5191356},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"2.4776"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"118.33637"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0.135"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"0.6965"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0077617937143999996},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":7.7617937143999995},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0006164669983333334},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.6164669983333334},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.005880146753333333},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":5.880146753333333},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.012085128293333"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"12.085128293333"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00586529636"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"5.86529636"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0078533752"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"7.8533752"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00062662101333333"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.62662101333333"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":8.1377656665466},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":23.2275},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"23.5372"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"5.5650696311906"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] 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":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] 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":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":508.53342719927963,"totalDenseWeight_before_formula":64.88907845952333},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":559.3867699192076},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":1,"totalDenseWeight":71.37798630547567},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":1,"sign_depth":"1"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:32] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":120,"height":37.16,"depth":"1"},"timestamp":"2026-02-26 10:44:32"} 
[2026-02-26 10:44:33] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1772102673_3ab44a619e18602ce5c601ae2066aa50","bins_packed":[{"bin_data":{"w":120.3,"h":37.46,"d":1.3,"id":"unique","used_space":100,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":37.46,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/149b90dd4af6f6224b788751ccbe52d9/1772102673-6892-9335948.svg","items":[{"id":"item-1","w":120.3,"h":37.46,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/149b90dd4af6f6224b788751ccbe52d9/1772102673-6891-4689808.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-02-26 10:44:33"} 
[2026-02-26 10:44:33] local.INFO: Box added from packed bin {"data":{"length":1.3,"width":120.3,"height":37.46,"denseWeight":71.37798630547567},"timestamp":"2026-02-26 10:44:33"} 
[2026-02-26 10:44:34] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":3.3,"width":122.3,"height":39.71},"quantity":1,"denseWeight":71.37798630547567}],"cheapestShippingCost":808.02,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":927.7156393692242,"tariffAndDS":927.7156393692242,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1579.6983073979363,"totalShipmentCostFormula":"((tariffAndDS (927.71563936922) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1579.7","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":537.906714689108,"tariffAndDS":537.906714689108,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":997.5186783881827,"totalShipmentCostFormula":"((tariffAndDS (537.90671468911) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 997.52","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":706.6379005897423,"tariffAndDS":706.6379005897423,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1086.102453206434,"totalShipmentCostFormula":"(( tariffAndDS (706.63790058974) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1086.1024532064","careerDDPValue":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":"673.02","tariffAndDS":673.02,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":808.02,"totalShipmentCostFormula":"(((tariffAndDS (673.02) + overlengthSurcharge (30) + overweightSurcharge (105)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 808.02","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","DHL USA Not Available (Height exceeds 38.19 in)","Extra Charges: Weight too high for Single Box"]},{"career":"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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":1163.7798630547568,"tariffAndDS":1163.7798630547568,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1163.7798630547568,"totalShipmentCostFormula":"((tariffAndDS (1163.7798630548) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1163.7798630548","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-02-26 10:44:34"} 
[2026-02-26 10:44:34] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-02-26 10:44:34"} 
[2026-02-26 10:44:34] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-02-26 10:44:34"} 
[2026-02-26 10:44:34] local.INFO: Final API Response {"data":{"sign_width":0,"sign_height":0,"sign_depth":null,"sign_type":null,"processed_sign_type":null,"sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":null,"combined_production_cost_usd":0,"total_production_cost":0,"totalDenseWeight":0,"totalVolumetricWeight":0,"bin_packing_result":null,"shipping_rates":[],"cheapest_shipping_cost_usd":0,"totalCost":1740.0,"productionResults":[],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"37.16","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"1","perimeter_of_sign":"38.08","nested_area":"30.97","occupied_area":"20.25","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"37.16","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":"Simple","uv_printing_needed":"Yes"},"TATDays":0,"testDenseWeight":0},"timestamp":"2026-02-26 10:44:34"} 
[2026-02-26 10:44:34] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 10:44:34"} 
[2026-02-26 10:44:35] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":37.16,"sign_width":"120","dimensions":[{"id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120}]},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":37.16,"sign_width":"120","dimensions":[{"id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120}]}},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120}],"sign_height_raw":37.16,"sign_width_raw":"120"},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":38.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Dimension Calculation {"data":{"dim_id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120,"ceilHeight":38.0,"ceilWidth":120.0,"biggerDimension":120.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":1,"baseProductionCost":502,"result":[{"id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120,"depth":2,"price":502}]},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":38.0},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.89"},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Total Production Cost and Tax {"data":{"productionCost":600.98,"taxFactor":0.0887,"tax":53.306926000000004},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Box Calculation Details {"data":{"breadth":44.0,"boxDepth":8,"oneBoxCapacity":55.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":55.0,"widthOfHalfBox":10.0},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":349.46762589928056,"shippingWeightInKG":158.48871922869867},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":158.48871922869867,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":7,"min":"136","max":"160","rate":"150","created_at":null,"updated_at":null}}},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":502,"PSUCost":98.98,"tax":53.306926000000004,"shippingRate":1800,"miscellaenous":0,"signPrice":2454.2869259999998},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":37.16,"sign_depth":2,"totalCost":2454.2869259999998,"TATDays":7,"baseProductionCost":502,"productionCost":600.98,"PSUCost":98.98,"tax":53.306926000000004,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":1},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120}],"sign_height_raw":37.16,"sign_width_raw":"120"},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":38.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Dimension Calculation {"data":{"dim_id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120,"ceilHeight":38.0,"ceilWidth":120.0,"biggerDimension":120.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":1,"baseProductionCost":502,"result":[{"id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120,"depth":3,"price":502}]},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":38.0},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.89"},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Total Production Cost and Tax {"data":{"productionCost":600.98,"taxFactor":0.0887,"tax":53.306926000000004},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Box Calculation Details {"data":{"breadth":44.0,"boxDepth":8,"oneBoxCapacity":55.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":55.0,"widthOfHalfBox":10.0},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":349.46762589928056,"shippingWeightInKG":158.48871922869867},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":158.48871922869867,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":7,"min":"136","max":"160","rate":"150","created_at":null,"updated_at":null}}},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":502,"PSUCost":98.98,"tax":53.306926000000004,"shippingRate":1800,"miscellaenous":0,"signPrice":2454.2869259999998},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":37.16,"sign_depth":3,"totalCost":2454.2869259999998,"TATDays":7,"baseProductionCost":502,"productionCost":600.98,"PSUCost":98.98,"tax":53.306926000000004,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":1},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":37.16,"sign_width":"120","shipping_weight":0,"shape":"rectangular","dimensions":[{"id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120}]}},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Validation Passed {"data":[],"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Input Parameters {"data":{"dimensions_count":1,"shape":"rectangular"},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] 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","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"}},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:44:35] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":260.12,"dimensions_count":1},"timestamp":"2026-02-26 10:44:35"} 
[2026-02-26 10:45:44] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","quotationId":"893","neon_color":"Simple","uv_printing_needed":"Yes","objects":"[{\"id\":\"384f52e5-20f9-492e-b13d-28e5b6dcfb77\",\"width\":120,\"perimeter\":456.92,\"height\":37.16,\"area\":2915.76,\"image\":\"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\",\"boxArea\":\"4459.20\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"37.16","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","no_of_letters":"1","perimeter_of_sign":"38.08","nested_area":"30.97","occupied_area":"20.25","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"37.16"}},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] 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","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"37.16","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"1","perimeter_of_sign":"38.08","nested_area":"30.97","occupied_area":"20.25","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"37.16","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":"Simple","uv_printing_needed":"Yes"}},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Initializing MathExecutor {"data":{"variables_count":192},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: MathExecutor variables set {"data":{"variables_count":192},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"12.73725"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"136.8415644"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.19952"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"8.4457632"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":17.71875},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":120.5191356},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"2.4776"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"118.33637"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0.135"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"0.6965"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0077617937143999996},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":7.7617937143999995},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0006164669983333334},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.6164669983333334},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.005880146753333333},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":5.880146753333333},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.012085128293333"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"12.085128293333"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00586529636"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"5.86529636"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0078533752"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"7.8533752"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00062662101333333"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.62662101333333"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":8.1377656665466},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":23.2275},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"23.5372"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"5.5650696311906"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] 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":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] 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":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":508.53342719927963,"totalDenseWeight_before_formula":64.88907845952333},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":559.3867699192076},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":1,"totalDenseWeight":71.37798630547567},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":1,"sign_depth":"1"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":120,"height":37.16,"depth":"1"},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1772102745_e818218c7ee837ac83b42e9929378924","bins_packed":[{"bin_data":{"w":120.3,"h":37.46,"d":1.3,"id":"unique","used_space":100,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":37.46,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/9edc66de00c8cc3ef75f85ed444a486e/1772102745-1279-8641895.svg","items":[{"id":"item-1","w":120.3,"h":37.46,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/9edc66de00c8cc3ef75f85ed444a486e/1772102745-1277-9611818.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:44] local.INFO: Box added from packed bin {"data":{"length":1.3,"width":120.3,"height":37.46,"denseWeight":71.37798630547567},"timestamp":"2026-02-26 10:45:44"} 
[2026-02-26 10:45:45] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":3.3,"width":122.3,"height":39.71},"quantity":1,"denseWeight":71.37798630547567}],"cheapestShippingCost":808.02,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":927.7156393692242,"tariffAndDS":927.7156393692242,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1579.6983073979363,"totalShipmentCostFormula":"((tariffAndDS (927.71563936922) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1579.7","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":537.906714689108,"tariffAndDS":537.906714689108,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":997.5186783881827,"totalShipmentCostFormula":"((tariffAndDS (537.90671468911) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 997.52","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":706.6379005897423,"tariffAndDS":706.6379005897423,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1086.102453206434,"totalShipmentCostFormula":"(( tariffAndDS (706.63790058974) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1086.1024532064","careerDDPValue":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":"673.02","tariffAndDS":673.02,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":808.02,"totalShipmentCostFormula":"(((tariffAndDS (673.02) + overlengthSurcharge (30) + overweightSurcharge (105)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 808.02","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","DHL USA Not Available (Height exceeds 38.19 in)","Extra Charges: Weight too high for Single Box"]},{"career":"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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":1163.7798630547568,"tariffAndDS":1163.7798630547568,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1163.7798630547568,"totalShipmentCostFormula":"((tariffAndDS (1163.7798630548) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1163.7798630548","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-02-26 10:45:45"} 
[2026-02-26 10:45:45] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-02-26 10:45:45"} 
[2026-02-26 10:45:45] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-02-26 10:45:45"} 
[2026-02-26 10:45:45] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"37.16","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":560.0,"total_production_cost":930.0,"totalDenseWeight":71.37798630547567,"totalVolumetricWeight":53,"bin_packing_result":{"response":{"id":"1772102745_e818218c7ee837ac83b42e9929378924","bins_packed":[{"bin_data":{"w":120.3,"h":37.46,"d":1.3,"id":"unique","used_space":100,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":37.46,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/9edc66de00c8cc3ef75f85ed444a486e/1772102745-1279-8641895.svg","items":[{"id":"item-1","w":120.3,"h":37.46,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/9edc66de00c8cc3ef75f85ed444a486e/1772102745-1277-9611818.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":927.7156393692242,"tariffAndDS":927.7156393692242,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1579.6983073979363,"totalShipmentCostFormula":"((tariffAndDS (927.71563936922) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1579.7","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":537.906714689108,"tariffAndDS":537.906714689108,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":997.5186783881827,"totalShipmentCostFormula":"((tariffAndDS (537.90671468911) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 997.52","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":706.6379005897423,"tariffAndDS":706.6379005897423,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1086.102453206434,"totalShipmentCostFormula":"(( tariffAndDS (706.63790058974) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1086.1024532064","careerDDPValue":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":"673.02","tariffAndDS":673.02,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":808.02,"totalShipmentCostFormula":"(((tariffAndDS (673.02) + overlengthSurcharge (30) + overweightSurcharge (105)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 808.02","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","DHL USA Not Available (Height exceeds 38.19 in)","Extra Charges: Weight too high for Single Box"]},{"career":"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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":3.3,"width":122.3,"height":39.71},"denseWeight":71.37798630547567,"volumetricWeight":53,"higherWeight":71.37798630547567,"quantity":1}],"totalHigherWeight":71.37798630547567,"DS":0,"rate":1163.7798630547568,"tariffAndDS":1163.7798630547568,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1163.7798630547568,"totalShipmentCostFormula":"((tariffAndDS (1163.7798630548) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1163.7798630548","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"}}},"cheapest_shipping_cost_usd":810.0,"totalCost":1740.0,"productionResults":[{"material_id":1,"dense_weight_expression":12.73725,"result":"136.8415644","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and 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":1.19952,"result":"8.4457632","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"Aluminium 14 G / 0.074 inch - Corrosion-resistant, and 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":17.71875,"result":120.5191356,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"Frosted Acrylic 8mm / 0.315 inch - Ideal Light Diffusion for Halo Sign Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":2.4776,"result":"118.33637","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC, IP65, 0.72–1.2W per module","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 – 12V DC, total 20A (10A + 10A), 240W, UL certified.","sequence_no":16},{"material_id":17,"dense_weight_expression":0.135,"result":"0.6965","sign_material":"Wire 18g UL UL Certified Red & White China","description":"Wire 18 Gauge (Red & White) UL Certified – 18 AWG stranded copper, 300V, PVC insulated, UL-approved.","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.0077617937143999996,"result":7.7617937143999995,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0006164669983333334,"result":0.6164669983333334,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.005880146753333333,"result":5.880146753333333,"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":0.012085128293333,"result":"12.085128293333","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00586529636,"result":"5.86529636","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.0078533752,"result":"7.8533752","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00062662101333333,"result":"0.62662101333333","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":8.1377656665466,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":23.2275,"sign_material":"Packaging/Box Making","description":"Custom Packaging with 3–5 ply corrugated boxes with inner foam/styro and stretch wrap.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":23.5372,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":5.5650696311906,"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":71.37798630547567,"result":559.3867699192076,"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","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"37.16","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"1","perimeter_of_sign":"38.08","nested_area":"30.97","occupied_area":"20.25","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"37.16","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":"Simple","uv_printing_needed":"Yes"},"TATDays":21,"testDenseWeight":0},"timestamp":"2026-02-26 10:45:45"} 
[2026-02-26 10:45:45] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 10:45:45"} 
[2026-02-26 10:45:46] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":37.16,"sign_width":"120","dimensions":[{"id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120}]},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":37.16,"sign_width":"120","dimensions":[{"id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120}]}},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120}],"sign_height_raw":37.16,"sign_width_raw":"120"},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":38.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Dimension Calculation {"data":{"dim_id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120,"ceilHeight":38.0,"ceilWidth":120.0,"biggerDimension":120.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":1,"baseProductionCost":502,"result":[{"id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120,"depth":2,"price":502}]},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":38.0},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.89"},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Total Production Cost and Tax {"data":{"productionCost":600.98,"taxFactor":0.0887,"tax":53.306926000000004},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Box Calculation Details {"data":{"breadth":44.0,"boxDepth":8,"oneBoxCapacity":55.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":55.0,"widthOfHalfBox":10.0},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":349.46762589928056,"shippingWeightInKG":158.48871922869867},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":158.48871922869867,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":7,"min":"136","max":"160","rate":"150","created_at":null,"updated_at":null}}},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":502,"PSUCost":98.98,"tax":53.306926000000004,"shippingRate":1800,"miscellaenous":0,"signPrice":2454.2869259999998},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":37.16,"sign_depth":2,"totalCost":2454.2869259999998,"TATDays":7,"baseProductionCost":502,"productionCost":600.98,"PSUCost":98.98,"tax":53.306926000000004,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":1},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120}],"sign_height_raw":37.16,"sign_width_raw":"120"},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":38.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Dimension Calculation {"data":{"dim_id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120,"ceilHeight":38.0,"ceilWidth":120.0,"biggerDimension":120.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":1,"baseProductionCost":502,"result":[{"id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120,"depth":3,"price":502}]},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":38.0},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.89"},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Total Production Cost and Tax {"data":{"productionCost":600.98,"taxFactor":0.0887,"tax":53.306926000000004},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Box Calculation Details {"data":{"breadth":44.0,"boxDepth":8,"oneBoxCapacity":55.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":55.0,"widthOfHalfBox":10.0},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":349.46762589928056,"shippingWeightInKG":158.48871922869867},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":158.48871922869867,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":7,"min":"136","max":"160","rate":"150","created_at":null,"updated_at":null}}},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":502,"PSUCost":98.98,"tax":53.306926000000004,"shippingRate":1800,"miscellaenous":0,"signPrice":2454.2869259999998},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":37.16,"sign_depth":3,"totalCost":2454.2869259999998,"TATDays":7,"baseProductionCost":502,"productionCost":600.98,"PSUCost":98.98,"tax":53.306926000000004,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":1},"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:46] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 10:45:46"} 
[2026-02-26 10:45:47] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":37.16,"sign_width":"120","shipping_weight":71.37798630547567,"shape":"rectangular","dimensions":[{"id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120}]}},"timestamp":"2026-02-26 10:45:47"} 
[2026-02-26 10:45:47] local.INFO: Validation Passed {"data":[],"timestamp":"2026-02-26 10:45:47"} 
[2026-02-26 10:45:47] local.INFO: Input Parameters {"data":{"dimensions_count":1,"shape":"rectangular"},"timestamp":"2026-02-26 10:45:47"} 
[2026-02-26 10:45:47] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","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"}},"timestamp":"2026-02-26 10:45:47"} 
[2026-02-26 10:45:47] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-02-26 10:45:47"} 
[2026-02-26 10:45:47] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-02-26 10:45:47"} 
[2026-02-26 10:45:47] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-02-26 10:45:47"} 
[2026-02-26 10:45:47] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-02-26 10:45:47"} 
[2026-02-26 10:45:47] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-02-26 10:45:47"} 
[2026-02-26 10:45:47] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":260.12,"dimensions_count":1},"timestamp":"2026-02-26 10:45:47"} 
[2026-02-26 10:50:43] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"3","sign_type":"Vacuum Formed Channel Letters","mounting_type":"Flush/Stud mounted","quotationId":"893","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"384f52e5-20f9-492e-b13d-28e5b6dcfb77\",\"width\":120,\"perimeter\":456.92,\"height\":37.16,\"area\":2915.76,\"image\":\"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\",\"boxArea\":\"4459.20\"}]","mockupCreationType":"single","no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"37.16","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","no_of_letters":"1","perimeter_of_sign":"38.08","nested_area":"30.97","occupied_area":"20.25","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"37.16"}},"timestamp":"2026-02-26 10:50:43"} 
[2026-02-26 10:50:44] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Vacuum Formed Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"37.16","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"1","perimeter_of_sign":"38.08","nested_area":"30.97","occupied_area":"20.25","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"37.16","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Looking up SignType {"data":{"sign_type":"Vacuum Formed Channel Letters"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":26,"formulas_count":38},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Retrieved Variables List {"data":{"sign_type_id":26,"variables_count":14},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500198":1.5893,"weight_material500198":0.588,"material501913":1.45,"weight_material501913":0.553,"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}},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable205":0,"variable206":0,"variable207":0,"variable208":0,"variable209":0,"variable210":0.75,"variable211":1.1,"variable212":1.2,"variable213":0,"variable214":0,"variable215":0,"variable216":0,"variable217":0,"variable218":0}},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Merged variable items {"data":{"variables_count":14,"items_count_after_merge":52},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Sorted items collection {"data":{"items_count":52,"first_item":{"type":"material","id":671,"expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable212, 0 )","dense_weight_expression":null,"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Back.","sequence_no":1},"last_item":{"type":"variable","id":218,"expression":"(((totalCost - var_formula217) * variable211) * 1.66) + var_formula217","dense_weight_expression":null,"name":"Total Cost","var_name":"variable218","price":null,"description":null,"sequence_no":null}},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Initializing MathExecutor {"data":{"variables_count":194},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: MathExecutor variables set {"data":{"variables_count":194},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable212, 0 )","result":"136.8415644"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(avg_char_height == avg_char_height_less_than_24_inches, material501880 * nested_area * variable212, 0 )","result":"0"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"material501060 * variable212 * (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign )","result":25.3372896},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"nested_area * material500730 * variable212","result":103.2638904},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 22g Brushed Silver 4 ft x 8 ft Pakistan","expression":"0.75 / 12 * perimeter_of_sign * material500198 * variable212","result":4.5390407999999995},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","expression":"nested_area * material501913 * variable212","result":53.88779999999999},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior, 0, nested_area * 10 * material502468 )","result":"118.33637"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","result":"0"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, material502203 , 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, material502204 + material502203 , 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application == application_exterior && nested_area * 10 <= 70, material502204 , 0 )","result":"0"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, material502203 , 0 )","result":"0"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, material502206 * 2.5 * no_of_letters )","result":"0.6965"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0 )","result":"0"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0 )","result":"0"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0 )","result":"0"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0 )","result":"0"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","result":"0"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, material171 * 2.5 * no_of_letters, 0 )","result":"0"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] 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":9.864889663200001},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] 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":0.7835017450000001},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] 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":7.473401260000001},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( 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":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( 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":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] 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":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( 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":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098 )","result":"15.35965288"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * material502131 )","result":"7.45452708"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] 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":"9.9812856"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * material501680 )","result":"0.79640704"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous cost","expression":"0.2 * ( formula690 + formula691 + formula692 + formula693 + formula694 + formula695 + formula696 + formula697 + formula698 + formula699 + formula700 )","result":10.34273305364},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Vinyl 3630-26 3M Pakistan","expression":"nested_area * material502428","result":54.751863},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable210 * nested_area","result":23.2275},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable212 * ( 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":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2.5 mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable212 * ( 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":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable212 * (  (  (  (  ( 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":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula executed successfully {"data":{"name":"Mold Cost","expression":"min( max(nested_area * 15, 250), 500)","result":464.54999999999995},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Total Cost formula detected {"data":{"item_id":218},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Formula calculations completed {"data":{"total_items":52,"successful_calculations":51,"errors_count":0},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1099.12821652184,"totalDenseWeight_before_formula":0},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Total Cost formula executed {"data":{"formula":"(((totalCost - var_formula217) * variable211) * 1.66) + var_formula217","computed_totalCost":1623.2898233688798},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Vacuum Formed Channel Letters","objects_count":1,"totalDenseWeight":0},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":1,"sign_depth":"3"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":120,"height":37.16,"depth":"3"},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1772103044_d1ad8bcf22a93fc324e861f2d2124172","bins_packed":[{"bin_data":{"w":120.3,"h":37.46,"d":3.3,"id":"unique","used_space":100,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":37.46,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/bbf195193f4938478fe29954a2d1958d/1772103044-9033-7301571.svg","items":[{"id":"item-1","w":120.3,"h":37.46,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/bbf195193f4938478fe29954a2d1958d/1772103044-9032-1400527.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:44] local.INFO: Box added from packed bin {"data":{"length":3.3,"width":120.3,"height":37.46,"denseWeight":0},"timestamp":"2026-02-26 10:50:44"} 
[2026-02-26 10:50:45] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":5.3,"width":122.3,"height":39.71},"quantity":1,"denseWeight":1}],"cheapestShippingCost":930.15,"rawShippingRates":{"data":[{"career":"dhl_small","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5.3,"width":122.3,"height":39.71},"denseWeight":1,"volumetricWeight":84.5,"higherWeight":84.5,"quantity":1}],"totalHigherWeight":84.5,"DS":0,"rate":1100.795,"tariffAndDS":1100.795,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1838.1923325000002,"totalShipmentCostFormula":"((tariffAndDS (1100.795) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1838.19","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5.3,"width":122.3,"height":39.71},"denseWeight":1,"volumetricWeight":84.5,"higherWeight":84.5,"quantity":1}],"totalHigherWeight":84.5,"DS":0,"rate":638.815,"tariffAndDS":638.815,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1148.2252025,"totalShipmentCostFormula":"((tariffAndDS (638.815) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1148.23","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":5.3,"width":122.3,"height":39.71},"denseWeight":1,"volumetricWeight":84.5,"higherWeight":84.5,"quantity":1}],"totalHigherWeight":84.5,"DS":0,"rate":840.22,"tariffAndDS":840.22,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1291.41814,"totalShipmentCostFormula":"(( tariffAndDS (840.22) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1291.41814","careerDDPValue":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":5.3,"width":122.3,"height":39.71},"denseWeight":1,"volumetricWeight":84.5,"higherWeight":84.5,"quantity":1}],"totalHigherWeight":84.5,"DS":0,"rate":"795.15","tariffAndDS":795.15,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":930.15,"totalShipmentCostFormula":"(((tariffAndDS (795.15) + overlengthSurcharge (30) + overweightSurcharge (105)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 930.15","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","DHL USA Not Available (Height exceeds 38.19 in)","Extra Charges: Weight too high for Single Box"]},{"career":"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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":5.3,"width":122.3,"height":39.71},"denseWeight":1,"volumetricWeight":84.5,"higherWeight":84.5,"quantity":1}],"totalHigherWeight":84.5,"DS":0,"rate":1295,"tariffAndDS":1295,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1295,"totalShipmentCostFormula":"((tariffAndDS (1295) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1295","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-02-26 10:50:45"} 
[2026-02-26 10:50:45] local.INFO: Yes Factor Founded {"data":{"sign_type":"Vacuum Formed Channel Letters","productCostFactor":"1.00"},"timestamp":"2026-02-26 10:50:45"} 
[2026-02-26 10:50:45] local.INFO: Product cost factor determined {"data":{"sign_type":"Vacuum Formed Channel Letters","productCostFactor":"1.00"},"timestamp":"2026-02-26 10:50:45"} 
[2026-02-26 10:50:45] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"37.16","sign_depth":"3","sign_type":"Vacuum Formed Channel Letters","processed_sign_type":"Vacuum Formed Channel Letters","sideViewImage":null,"mounting_type":"Flush/Stud mounted","combined_production_cost_usd":1630.0,"total_production_cost":1630.0,"totalDenseWeight":0,"totalVolumetricWeight":84.5,"bin_packing_result":{"response":{"id":"1772103044_d1ad8bcf22a93fc324e861f2d2124172","bins_packed":[{"bin_data":{"w":120.3,"h":37.46,"d":3.3,"id":"unique","used_space":100,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":37.46,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/bbf195193f4938478fe29954a2d1958d/1772103044-9033-7301571.svg","items":[{"id":"item-1","w":120.3,"h":37.46,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260226/bbf195193f4938478fe29954a2d1958d/1772103044-9032-1400527.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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","career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5.3,"width":122.3,"height":39.71},"denseWeight":1,"volumetricWeight":84.5,"higherWeight":84.5,"quantity":1}],"totalHigherWeight":84.5,"DS":0,"rate":1100.795,"tariffAndDS":1100.795,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1838.1923325000002,"totalShipmentCostFormula":"((tariffAndDS (1100.795) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1838.19","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5.3,"width":122.3,"height":39.71},"denseWeight":1,"volumetricWeight":84.5,"higherWeight":84.5,"quantity":1}],"totalHigherWeight":84.5,"DS":0,"rate":638.815,"tariffAndDS":638.815,"fuelSurcharge":"0.2875","gst":"0.16","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1148.2252025,"totalShipmentCostFormula":"((tariffAndDS (638.815) + overlengthSurcharge (25) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2875)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1148.23","careerDDPValue":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","career_name":"FedEx Standard","boxWeights":[{"size":{"length":5.3,"width":122.3,"height":39.71},"denseWeight":1,"volumetricWeight":84.5,"higherWeight":84.5,"quantity":1}],"totalHigherWeight":84.5,"DS":0,"rate":840.22,"tariffAndDS":840.22,"fuelSurcharge":"0.325","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1291.41814,"totalShipmentCostFormula":"(( tariffAndDS (840.22) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.325)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1291.41814","careerDDPValue":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","career_name":"DHL USA","boxWeights":[{"size":{"length":5.3,"width":122.3,"height":39.71},"denseWeight":1,"volumetricWeight":84.5,"higherWeight":84.5,"quantity":1}],"totalHigherWeight":84.5,"DS":0,"rate":"795.15","tariffAndDS":795.15,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":930.15,"totalShipmentCostFormula":"(((tariffAndDS (795.15) + overlengthSurcharge (30) + overweightSurcharge (105)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 930.15","careerDDPValue":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","DHL USA Not Available (Height exceeds 38.19 in)","Extra Charges: Weight too high for Single Box"]},{"career":"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","career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":5.3,"width":122.3,"height":39.71},"denseWeight":1,"volumetricWeight":84.5,"higherWeight":84.5,"quantity":1}],"totalHigherWeight":84.5,"DS":0,"rate":1295,"tariffAndDS":1295,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1295,"totalShipmentCostFormula":"((tariffAndDS (1295) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1295","careerDDPValue":0}],"upsCareers":{"7":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"},"11":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"}}},"cheapest_shipping_cost_usd":940.0,"totalCost":2570.0,"productionResults":[{"material_id":671,"dense_weight_expression":0,"result":"136.8415644","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and Durable for Sign Back.","sequence_no":1},{"material_id":672,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":2},{"material_id":673,"dense_weight_expression":0,"result":25.3372896,"sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"Aluminium 14 G / 0.074 inch - Corrosion-resistant, and Durable for Sign Returns.","sequence_no":3},{"material_id":674,"dense_weight_expression":0,"result":103.2638904,"sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":"Stainless Steel 14 G / 0.075 inch - Trim Cap","sequence_no":4},{"material_id":675,"dense_weight_expression":0,"result":4.5390407999999995,"sign_material":"SS Sheet 22g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":676,"dense_weight_expression":0,"result":53.88779999999999,"sign_material":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","description":"White Acrylic 5mm / 0.196 inch - Ideal Light Diffusion for Sign Face.","sequence_no":6},{"material_id":677,"dense_weight_expression":0,"result":"118.33637","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC, IP65, 0.72–1.2W per module","sequence_no":7},{"material_id":678,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":679,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":680,"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":205,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":206,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":681,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":682,"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":207,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":15},{"variable_id":208,"dense_weight_expression":0,"result":"50.64","sign_material":"Power Supply 20A-(10A+10A)","description":"Power Supply 20A–(10A+10A) UL Certified – 12V DC, total 20A (10A + 10A), 240W, UL certified.","sequence_no":16},{"material_id":683,"dense_weight_expression":0,"result":"0.6965","sign_material":"Wire 18g UL UL Certified Red & White China","description":"Wire 18 Gauge (Red & White) UL Certified – 18 AWG stranded copper, 300V, PVC insulated, UL-approved.","sequence_no":17},{"material_id":684,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":685,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":686,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":687,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":688,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":689,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":690,"dense_weight_expression":0,"result":9.864889663200001,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":691,"dense_weight_expression":0,"result":0.7835017450000001,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":692,"dense_weight_expression":0,"result":7.473401260000001,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":693,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":694,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":695,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":696,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":697,"dense_weight_expression":0,"result":"15.35965288","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":698,"dense_weight_expression":0,"result":"7.45452708","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":32},{"material_id":699,"dense_weight_expression":0,"result":"9.9812856","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":700,"dense_weight_expression":0,"result":"0.79640704","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"variable_id":209,"dense_weight_expression":0,"result":10.34273305364,"sign_material":"Paint Miscellaneous cost","description":null,"sequence_no":35},{"material_id":701,"dense_weight_expression":0,"result":54.751863,"sign_material":"Vinyl 3630-26 3M Pakistan","description":null,"sequence_no":36},{"variable_id":210,"dense_weight_expression":0,"result":23.2275,"sign_material":"Packaging/Box Making","description":"Custom Packaging with 3–5 ply corrugated boxes with inner foam/styro and stretch wrap.","sequence_no":37},{"material_id":702,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":38},{"material_id":703,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":39},{"material_id":704,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":40},{"material_id":705,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":41},{"material_id":706,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":42},{"material_id":707,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":43},{"material_id":708,"dense_weight_expression":0,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":44},{"variable_id":211,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":45},{"variable_id":212,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":46},{"variable_id":213,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud Mount","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":47},{"variable_id":214,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":48},{"variable_id":215,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2.5 mm)","description":null,"sequence_no":49},{"variable_id":216,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":50},{"variable_id":217,"dense_weight_expression":0,"result":464.54999999999995,"sign_material":"Mold Cost","description":null,"sequence_no":51},{"variable_id":218,"dense_weight_expression":0,"result":1623.2898233688798,"sign_material":"Total Cost","description":null,"sequence_no":null}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"3","sign_type":"Vacuum Formed Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1,"no_of_lines":"1","raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":"0","width_of_line_3":"0","width_of_line_4":"0","height_of_line_1":"37.16","height_of_line_2":"0","height_of_line_3":"0","height_of_line_4":"0","backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":"1","perimeter_of_sign":"38.08","nested_area":"30.97","occupied_area":"20.25","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"37.16","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":25,"testDenseWeight":0},"timestamp":"2026-02-26 10:50:45"} 
[2026-02-26 10:50:45] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-02-26 10:50:45"} 
[2026-02-26 10:50:46] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-02-26 10:50:46"} 
[2026-02-26 10:50:46] local.INFO: Incoming Request {"data":{"sign_type_name":"Vacuum Formed Channel Letters","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":37.16,"sign_width":"120","dimensions":[{"id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120}]},"timestamp":"2026-02-26 10:50:46"} 
[2026-02-26 10:50:46] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-02-26 10:50:46"} 
[2026-02-26 10:50:46] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Vacuum Formed Channel Letters","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":37.16,"sign_width":"120","dimensions":[{"id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120}]}},"timestamp":"2026-02-26 10:50:46"} 
[2026-02-26 10:50:46] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Vacuum Formed Channel Letters"},"timestamp":"2026-02-26 10:50:46"} 
[2026-02-26 10:50:46] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":26},"timestamp":"2026-02-26 10:50:46"} 
[2026-02-26 10:50:46] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":26},"timestamp":"2026-02-26 10:50:46"} 
[2026-02-26 10:50:46] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-02-26 10:50:46"} 
[2026-02-26 10:50:46] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":26},"timestamp":"2026-02-26 10:50:46"} 
[2026-02-26 10:50:47] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Vacuum Formed Channel Letters","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":37.16,"sign_width":"120","shipping_weight":84.5,"shape":"rectangular","dimensions":[{"id":"384f52e5-20f9-492e-b13d-28e5b6dcfb77","height":37.16,"width":120}]}},"timestamp":"2026-02-26 10:50:47"} 
[2026-02-26 10:50:47] local.INFO: Validation Passed {"data":[],"timestamp":"2026-02-26 10:50:47"} 
[2026-02-26 10:50:47] local.INFO: Input Parameters {"data":{"dimensions_count":1,"shape":"rectangular"},"timestamp":"2026-02-26 10:50:47"} 
[2026-02-26 10:50:47] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","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"}},"timestamp":"2026-02-26 10:50:47"} 
[2026-02-26 10:50:47] local.INFO: Sign Type Lookup {"data":{"sign_type":"Vacuum Formed Channel Letters","found":true,"sign_type_id":26},"timestamp":"2026-02-26 10:50:47"} 
[2026-02-26 10:50:47] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":26,"has_module":false},"timestamp":"2026-02-26 10:50:47"} 
[2026-02-26 10:50:47] local.ERROR: USA Workshop Module Missing {"data":{"sign_type_id":26},"timestamp":"2026-02-26 10:50:47"}