[2026-01-28 04:14:34] 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\\php4E32.tmp"}},"file_present":true},"timestamp":"2026-01-28 04:14:34"} 
[2026-01-28 04:14:34] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-01-28 04:14:34"} 
[2026-01-28 04:14:34] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-01-28 04:14:34"} 
[2026-01-28 04:14:34] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-10-09 154955_enhanced.jpg","query_param":"banner_width_ft","query_value":9.999996,"file_size":15572},"timestamp":"2026-01-28 04:14:34"} 
[2026-01-28 04:14:34] local.INFO: Trying Image-to-Text server {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=9.999996","file":"Screenshot 2025-10-09 154955_enhanced.jpg"},"timestamp":"2026-01-28 04:14:34"} 
[2026-01-28 04:14:36] 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":"2026-01-28 04:14:36"} 
[2026-01-28 04:14:36] local.INFO: Trying Image-to-Text server {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=9.999996","file":"Screenshot 2025-10-09 154955_enhanced.jpg"},"timestamp":"2026-01-28 04:14:36"} 
[2026-01-28 04:14:37] local.INFO: Server succeeded {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=9.999996"},"timestamp":"2026-01-28 04:14:37"} 
[2026-01-28 04:14:37] local.INFO: Image-to-Text API Response {"data":{"status":200,"body":"{\"objects\":[{\"index\":0,\"position\":{\"x\":149,\"y\":203,\"width\":123,\"height\":102},\"actual_filled_area\":106.38,\"bounding_box_area\":391,\"image_base64\":\"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\",\"scaled_width\":21.74,\"scaled_height\":18.03,\"exact_perimeter\":96.16,\"approximate_perimeter\":86.82,\"convex_hull_perimeter\":63.94,\"perimeter_pixels\":544.13,\"approximation_points\":9,\"original_contour_points\":267,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.9039,\"compactness\":0.1446,\"aspect_ratio\":1.21}},{\"index\":1,\"position\":{\"x\":256,\"y\":202,\"width\":87,\"height\":102},\"actual_filled_area\":149.69,\"bounding_box_area\":277,\"image_base64\":\"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\",\"scaled_width\":15.38,\"scaled_height\":18.03,\"exact_perimeter\":78.78,\"approximate_perimeter\":72.71,\"convex_hull_perimeter\":53.13,\"perimeter_pixels\":445.75,\"approximation_points\":11,\"original_contour_points\":163,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.5263,\"compactness\":0.3031,\"aspect_ratio\":1.17}},{\"index\":2,\"position\":{\"x\":0,\"y\":149,\"width\":164,\"height\":206},\"actual_filled_area\":266.31,\"bounding_box_area\":1055,\"image_base64\":\"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S2z4DBRyEvi98+auPfPgjhrZvrcZHq2hIhmWgLHIrrG5YefzKS9/6gf//2b/+616XrazpvSiNgIGAQXRTq7wiLx76yEd9/V//jZVrixVrpNHCvHA/PrGf9vyFL3z+H/3hS7OAKg4RBxQUAWo3+kSf8qwLP/GnHyo2rMuGh6oiq1QRcIIpYjGYxkqnj9V79l29d/fWjesVlCRJTidxd5Ikue0zULA6ahY6zite/eY3/dGrR7dumm/mFjIk4BkofUFDFWVmtt6/m5GiM3WkgGhlJrk4S0RwZ5FKjKWE4lee8sy//uu/Y3R5Y3RZMwvtyX3V9NTTn/mM97/7HQ4KRp9xHeV6GqEHwyOrQzE0tHK8N9QoA6A4woBLnXsdZtvd3Ttf9+53vvA3n5lBIEmS00ncnSRJbvuMAWVgDu79gJ+68tvfHN2ypdPM66BIgAyUPtW8jnpstrd/9++8/MWvfcVLCrzb7TQaLW5EHNTrssyKpsH593/4pd/4NitW0Zmjmn7kTz/sM5/5TCCAcQtcEQx+7WnP+csP/fmKc8/pNLJeUEcRcARzsdxrpueq3df8/DOe9lfv+0CAnCRJTidxd5Ikue0zBhSqGs84667323/1FaNbtnSaeR0UAmSI0qcUVZSZ2d7E3n//ztfuc7c7idcBAeVU4iwwNPSq2kNWGjvufMGRvRPU5YMeet9/+9LnFa29zkS5Ba4IPedfv/J/HvWQhyzbcadeK+8FdRQBjAHLvZbj7XLn1Vvvf69L//3rOeQkSXI6ibuTJMltn9FnGKh2Yc2mc+ePHBrdsqXTzOugECBDlD6lqKLMzPYm9h46PrmylZuVuRbuzqnE6XMxUBcRKJ3SOO/OFwTxqy/7TpCYScaAcQtcEfqu3Dt13razdNWqYu3KXlBHEcAYsNzrolvN77pmzZ3OvuLb3xtGcpIkOZ3E3UmS5LbP6LNYxTzP52F87fZy9tjYli2dRlYFxRUyROlT8jrq9GxvYu++qYNrx1puZUBVM27I6HNF6DOWGAPKIgOUW+SKUMOeg7Nnn3V2a/VqXz7SC+ooi8TAcq8bvXJu186VZ2+56vuXjBBykiQ5ncTdSZLkts9AMaudLEQY27Cje+zo2JYtnUZWBcUVMkTpU/I66vRsb2LvpbuuPHvTWvU6k4ybYAwoJzFuwADlFrkClfDv37js4Q940NCmTbZsuBdwlEViYLnXcnyu3LNz873uccl//J8W5CRJcjqJu5MkyW2fgWKgQAl3vd/Dr/7+d8e2bOk0sioorniGKn2qeR11ero3sfeVb3z1iy98fk4MBBY5A8ICY0C5aQYYA8otcgV6zgsuesV73/HOkc2bytFWGRBXlpiL5V7L8bly17WPfuqT//IDH2pATpIkp5O4O0mS3PYZplD3avIiKM++6KXve+e7x7Zu6TSySlVdjQxV+oKGKsrMdL1/74qNayZ2XpUTgyMScJYICwwwFFAWGacyBpRbIOCGdiqWr9lcOyPr1/aKrAqIK0vMxYLXebvd3bXzVW97y4XPfm4TAkmSnE7i7iRJcttnmNKnLPj0Zz7/2Mf8Ur5ufbZ6RaeOKpmRIYqACG55WVbHp5g6/I+f/8xD73ufobyhDg4CAg5igLFEUQaME5Sb5AyIATHWIRSGOfrqP3rrH778D4bO2V4WeZ1nQDAWqIl5MLHaD08yse9bV15xt3POCaAkSXI6ibuTJMltn2EKuMa6Cnl+7Pjc+Kr1YXy1Lx+xolCCkSFKn4B4sDqryt7ELnqdvQcmVo+taIjgoFzHAON6qmAYoCxSbszBGVBjQAGHS6+++m7nnM/QsmLrxjJAkQMhoo6JmpirBavjnn1UZW92OjhBSJLk9BJ3J0mS2z7DFGIVQ567x9J1dHxt1Yv5tk2VqmYFnpkowoBYcM+t1t58e2IvQY9NTo7kmbJE6TMWGIuUAQOURcqNObgxoAjumHLgyJHNW7bj+cqzz55TetQUDSBE1DFRMBNrWN39waXLN6w/tmcnSZL8CIi7kyTJbZ9hSp8C7lEkPOeFv/fet70r2751ZHx8vldGD6AmICCGW+GeW90+dswn9uSrVh07fKAQ+hQEFGOB0aecYMoi5cYc3HBFQHEonaFl49YtRzZtjUWzzAhDQ2WsADHUFVA3wRpWH7/88je9/U8ues5vxjqGLJAkyWkl7k6SJLcHxoCwRCbnytUr1+drVsnwUGi1yihqakIMDLjleGZGVXVmZjk+nQ1l7cMHHBQEAgYGauCocIJycwywTqWNBn3K5Fy5cfvZ5dRUY9PmbHi4Vi1FXAMqgDh9XsWgOmRxbmrSD+7rWJkZmZIkyWkn7k6SJLcHxoCwRErYfPb5h/fvH968yYeGa0RqDK0CCLipkyHB8Lrqzk4xd7Q5OnRgYm8OTUQwxUANdRBOUG6OsaDd7hZDQ3O9uGbLtqrdbaxdlw0PlW5R1ETpU8HpE8hCYZ1O0e50Jvbe6wH3+tqXv5gB5qiQJMlpJe5OkiS3Cc5NExYYA8ISma+44po99z7/7o0NGxgbDnmDrpvQzRQBRx1xAqJA1Svnj9jUoWJsdPbAQYWAKQZqqINwgjJgDCiLjAEFq91MxAjL1m8oj86ErWd53miMjHaqDgKuDAjXM2mad3fvYX7u4NTBtcuaJEnyoyHuTpIktwnOTRPjBAEBDGroGj/7C7/81S/+U9i+NTSaGsVNekERpc9RBzQgQln3Zuz4NMdnRsZXHN69t4CAMaBcxxhQBowBZZGBGO4ocKwsN27dXs7NyZoNxegyGo1eVUOkz1kg9Ak4gWDzbZ/Y/6Qn/toH3v8WcbSu8jwnSZLTTdydJEnOWM5Nc5YISIzUMVoRWrVZpgp0IrVSOqWxYetZYcVy8mCCm0AGyiIHlAHLM6/abWaOcezo6q2br770+2Oa9TrtRmMIBwEBoc9YovQZAxoxRTsQYd2Wu7T37QubN2Vjo7VoVEVYYDgDEugTcDLVemaWXvfY3ssLECiwgLIg1oSMRYYByiIlSZL/InF3kiQ5Yzk3zVki1FJFHLQgE6ggh4mjxz/x6b9/6zveObF/L0UjX7GsCqCGK2RYxo2JUFVSdSk7vn9i07k7rv3+d3PAwBkQEBCMJUqf4dqrS/LM8C66bccFswenZMXy4eVjPYiCKQg4C4w+CfQJOERTNzt2FLEL7rrjOf/zqU947M+PFqM5eESUAeE6xhIlSZL/InF3kiS5TXBuzASDCAoV9Mr4kt9/2Yc/+OHO/Dzu9I2vaKxaWWchCqiBguKKs0C5jiBOFIshVnJ8ttq3d/WO7QevvBxQZ4lwEjP6lL6IBTqw9U53ObbrMGvWt4aHNQ9dcDDlJEafBK7X7YU8i/PzdKaZmiREynL11m0vu+gPnv0/n4ZQ5OAgJEny3yTuTpIktxXOEgehLwoVVHC8LB/0oJ/Y/e3vIYHWMHmjWLEsa7ZCkZcea7coijAg4IqzQDmZeBDPzKTb7h47xrGpBzziEV/+zN8HUG7MDGVB7SBsvfv5By+9QjbtCI0hV9EsM9EoIJzEQBFhgYgEEasrq3qNILFsB7eqN29HjlEqIf+FX/yFj330w0MNBJQkSf5bxN1JkuS2xg1RLKKBNjz0Zx79zYv/HTNWrGBopDE0LBLc3cCEPhdMlBOUG1MHgllwy7Ks7nTK6WmOTj7qMT/3t5/4hDgikgUElIGIC0LlqFSBuz/4YVd++zusXJMPj5EXqPRFFxNcuBFliQGCqZti4qYYEAxv99rHZjh2lOGR5zz7mX/y5tcWEB11REmS5P+BuDtJktwWGCcoGAN/9tGP/+bzXmhVRWuoMT5Oo1GHYCG4CebcgHCzBNRxghHEo7tH06qUsldN7H78r/6PP//whzIGFJSBiFNbyALwE49+7Fe+8EVWr8lGl3mjgUqfC2YCuHAjyhJjwADBAHUQU6eledme6853aM8ze4zhoa9/7avnn3dOZmRKr9drNBokSfJfIe5OkiRnKuMEhcgJ0bn7+edfccVVZI2wdr02msXQSOVeIY5ws4ybo8KA4QQRzDHPYlXNHLKjk7/zey991R+8LBMyUMCpYi9oUM0e+4QnfvofPpuvXBWHhxtjY91YocICNwHE6XPhJMqA0ScsME4l4hmSQ93plHPH2b+fQp76rGe9981vaQSSJPl/IO5OkiRnKuMEhciSyli3ecvMoYPFhvWN0fHKtBtjaLaiKKKIMmD0OadwThAWGItEEMAAMQ0iqORWh257bvc1OK963Wtf9ILnZZAx0OlVjUb+zOde+MH3vIflq4dXry2LzJqNaBUgDLiJOItcOIkyYPQJCwwBlD4BB4xoWKSumnlmZa88dJBud+PmzddceqkomaAkSfJfIO5OkiS3KTsnDm8/7zz6VixrrV5llYAaGkVNQRRhwBhwpc9ZpJxgLBBjkTogTl8QYcDUKVxir9M5doTJw697+1t/69nPbAZpd3pZa+jVb3j361/1appFNj6urVZdqAm44/QJqKkw4GBCnwsLlOuIG+DCgDDgTp8bDh7VMavFERXaHdt17eiaNXt272zk2nIwCBCdICRJcovE3UmS5Lbjqp37zr3TXVDJN6xjdLTqlSFvqWtUDEVBGHDFOYWDK6AsMsCE6xgq4qjTJyoMmLpirjH25md8ZpL28c/965ce8YAHzlv9R29+3xtf+kpWryyWjXkRPNOouDuLnD4BNQVM6HPhxsRZ5MKAgDtuOAMeWeSOSTCLs1McncyHhw7vnxjLVYEIgSRJfihxd5IkOeMZlGDOqhVrO8fn8s2bqyKTopE1GrGOoIAJA8ICxcEZEAaEAUcNAWfABIQFJiKAOn0iwoCq49HyIBLLcv54dfQQ7eNf+vrXjhyZ+pXHP4nRcWk0WstGKsWFGkf44cRY5PSJo64m9DkL3OlzBtw5wTR602M1M1sdmRxbsXzP3p2tjAIwUJIkuWXi7iRJcsaLUMPY2o3l4aNjZ51dDzVLEQ+ZhCyauTt9IvS5cx11E+d66vQFp8+FWnDBBARcRQRQZ5GIgAJWV62ikQeJvW6suu2pw0xN0RohH85XrcmbjU5dhUYecWeBcIIY1xEzBXHAuI464grqgoELJjhOnyl97pxg6hTuuVln6lh96ODKbVuuueKyZRlJkvxniLuTJMkZyReoKmBw9j3uueuSH7B56/Cy5dGDoVXAUQQwBgwISDQjGjE2ipwqavRQR41e9bplt5s3GlEphoYtDz2iKdnwUN3uFK1hMa/r2t1FBJRFrpkqFp2obnhUNxN1MgMTjQoiCAMCIvQ5A1VdtFpVXRUetdcNbvPz83keyqoMqoDXDBcjEvJurLwIjbGR+bJHpu5giOPuDCgL1AlmGRJjVc7McOjw77zkpa961YvVaCpJktwycXeSJDmDlWUJ+pFPfPKZT3kKa9exaiVGKIZxjQoCwgIDI3pANGiAqtexsufHZpiepY5IjhtUSEamNFuUPZoFy0YZbqEh5A03YYGIMKCASGCBe1Q3cwdc6DNRFqnQJwyI0OcER6N7tIaGujvvnZny8AFEqCOxJmT0RaMxSmngrB4PYyPaaFZWZ82GC2YCuDso1wmGOqJOVZWHjjB15NJ9E3feOG6gJElyS8TdSZLkTGRAWdburqqNZSucIJs2F2NjMc/qsgbFlD41BNzwSC3ESG14xZEJYkme3+Pe97vweb99/p3vvH3LtixQOkenp3ft3Pm+97//r//mUz43h0XGVzGynKKpeS4inEwCC8zdxXCnTziFCn0OAio4wcgiuWHz3fbkMeounQPjGzc997m/9Yif+qkd5+xYOb4CODI1c+DI1MVf+fob3vzGw1dfTYwUrXzVeGNkuCw0ZsFMGFB3B2WBugUjw2O3U+7bp6Mj84d3F6DcgDMgJEmyQNydJEnOLMYSNQbuev4Fl192RbF9O8MjnuVVHQmBvqhgKIjhJoaWMbY7HD9Oe1bHR77w+c/e+y53DSyIKKhiQgCDAJWzZ+feZz3rN7/8z//C8AjDozq2PG82zN1EJWgdo2jGAndHwB1hwBkQo0+EPmdARCCPFNHaR6fs6DR1/dSn/vrb3/WmLPMQsiCqYAwodCBCBg6f+dy/PfnJT+5Oz9IsivWraLUshOgCOAqKOwvULRhUZTU3x+T0S1/58lf+3m9l3IAzICRJskDcnSRJziAGNX2uSFbCFbsm7n7OednKNdmaVXWe1caAKH3OwPFphluNZqOaO25HZ5k82hof//u//euHPvg+gLLA6VOnz5XrKQMWKd03nH3OsckpWq1i1arQanmj0XWnKiHjxhxx+lxBAcPBCE7s1dADehsAACAASURBVI2Q1+25OHuM+dkHP/hB//L5/62OBuMEYYkYGEsU2iUf/OCfveCiF3m7nW/bqstGKBq9qsYVVBwXFphAHqHdKfcf1kynJve2CgIEFjmnEJLkDk/cnSRJziBm1Ap4hmgH1mzZMXfk2LJt27qtRs+5jgLiICYBqqrAu4cPMzW9bcc5O3/wTRY5S5wThCXCEqMGVd70zvf83oUXkWds2KRDQ9bIiQ4B54ac3DCIAQQwnGAEoxkas0cOM3mATP7jPy6+593uXABeIcIJwhIFAYwlDgGO92zT9h2z09NDZ21tW5RWy13EFVcXEMBwciOvvZyarg9OPO43/sfHPvwBcW+KMOCcQkiSOzxxd5IkOWMY5tSCqmXA967edY/z7yGr1jTHV5RBoyinEkwsFnh34gCdzi//xpP/7D1vpx2HhwInceN6oixyY5EofV2joXzh69/6mZ9+BHmDFcvDyHILwV24MScYfVFBABMnj+RG3e30DkzQyK+58vLVK0eGRRScShBOCJwgXKdX1XmeKVRwvLYtO86ZP3KMFcuzNatrJJgCUUAYcNS8KYF2r33sKDOHO+WcQqzqVp6BgzGgDAhJcocn7k6SJGcMwxwTVE2Bs+9yr2t37Wb92mL5sgpxTiUWDMpOnJ9n4sBjnvjEP//I+zNoAaVTCNdx43qiXC/Wriqi9JVOFBS+ftkVD737PVm1Kl+5Sotmz0GUG3CC0ReVPsEyo4jkZtO7ryX4nn371ow1CujFSiw28oxTBE4QrmOgDBgYdGHrjjtP7d6TnX12aLbcJYpGBQEHR82bIZc6VvPHywN7XvmqV7z8ohcKCH0OxoAyICTJHZ64O0mSnEkqK3Mtqso1SJaNsnz58NatnYBFQ8C5nqg0RevJo9X+vWt2bN956XcbEJz/Anf6VFhgECHC+z7+yd9+2tNYuXp07fq2hEjAOUEMJxh9pgZ4p9cMRSMyc/gA80cvueLS87ZtVoigIBinUoQThJtRwrFuvX7LFj8ynW3ZIkOtOs89yxAwBNRZVMS6c/klzWWjM5OHMgYUMwYUYUBIkjs8cXeSJDnDuCHKhz7+t0978lOKTZuKdWvnul0yoc/BHZCgbq69nu0/QNXrzh8tQBwcxOgTBlz5ocRYYBBRhx7c/YL77Lr0smLLVh8bryRgzvXEcILRZ2rqUMUiYnOd3uSRF//e81/1yt8voF31GnkDEIxTKcIJws2Y79XNRnZwtrNp2UpWjI9tXG9Dzbm6AsUQUMcEF3Krq317mJm+du/ujevWZqCYMaAIA0KS3OGJu5MkyZnDoXIK6cL6rXeaPjI1smVbPTLcrXsoA86AWSiKWJYcm2Lv7ov/46sPvv+96HNwwOhTFig/nLHAGHD0eK+SkC1fPk4o8m1nV1mOOdcTwxFHHVNTZ1jyrIpTV167bPnIkQNX4r3arFE0WOAoIJygnMy5CQLURqb0/X8XvvQ9b38bq8aH1q9rIwQhqjDgQAaxbkxN9fbsfsqznvmB97xbQTFjQBEGhCS5wxN3J0mSM4cT26U2ijqj0CHG1w6tXdcWwnAzVj36nIE6NptFr9P1AxMjWTh+aC+Ol1GKgANGn2L0KT+MYpzEUKCGV7/m9a95+ct0+53DshXmHhEWieGIMyCWmTVrjh86xFz3axf/y70vODdk0XFBQQ13FBBOUE7m3JQI1BaygFEreTFCsxnWrovDLbJAVGHABQJYXczMlYcOYnV7dqYRRDFjQBEGhCS5wxN3J0mSM4oTI9+97Kp73+teummrDo94nlsQt5oF4oTKWoHuzHS1b8+Xv3LxQ+5/L68RBQVniZjxn6LcgAIOZaQ5NMzY8qE1G6pGozIXgguI0ecqbojlVhfz7bmDB5aPjkwd2C04GEuUAQGMAeWmGQPKIgPcXQj0OSgvfsVr3/iqPxzbce78UDNmAUccFwYEnKy0evIwh/Z3rSwcUYwBJUmSJeLuJElyhqkir3vTW1/xkpdmO86x1pCHzAU8MqBitCCUvblD++kct/asRUQQ5WSG8Z+gXMcZEHBF6OtU9ROf8pS/+/vPDq/fVA+P9tyFALgYAq5ggjViHWZn5ndf8/q3vuXFL3g+OBhLlAEBDJSbZQwoi4xFriyoIlVkeHR5Y+VKWz1eZQEQx4VF4kqNz04zeeC73/r6+eecIwKCgZIkyRJxd5IkOcNUkQc/7BHf+Op/tM67c9VomAZzA2NAxRgSrY/P9Pbuetzjf/Ev//wjAUS5RcYPZUqfMCD0qlqy7DuXXHL/+zyw2LCFZctLEXEFXAwBVzDBGrGuDh2Khydme93RIgMHY4kyIFzPGRBuwFii9BmLXFlQGxJYPr5xbvpYfpe7VEXGqcQ1k6yaneHwvje8+pUvet7zREAwUJIkWSLuTpIkZ5JYO0E2bNlxePLo0PYdZVFEUcfBGFAxWtA+Osm+XV/4ypcf/sD7BeGHMX4oU/qEAaHPoW0+Elph81ZdsdI0mAvgYgi4ggnWsLK7e9dQCMeOHiroczAGlAHhZM6AcAPGEqXPWOTKAhMUXvrKN772j16dn3deVWScSlybWbNz7Ch7rv7Zn3vU//6bvxEBwUBJkmSJuDtJkpxJyrIuiiwbWhGLxvDmLb0sj6KOgzGgYrSgPXmEqSPHZ6daAXUWiXIzjJum9DkDzoAwIPQZRBhZs7nsVcXW7aXFEBomuBgCrmBCLd227dr50Ic97J8++w8ZKM4Jwg04JwjXMwaURcYiVxZUkSzjW9+7+j73vy+bNjE6zKnE1Xt1brG65sq169cc3HMNDkKSJCcTdydJkjNJrF0yyZrLfGh4ZNPmbshqBAGMARWjEa17+CCdubmZww0hGItEuRnGTVP6nAFnQEBYZBDhXg/+qUu+8Y3h8y+oNItlNMHFEHAVN6SWbtuuuurCF//u617zh4WwwFki3IBzgnA9Y0BZZCxyZUF0gjI5U61evZKtWxkd5lTi6pUXVpc7r14+Nnzs0D4chCRJTibuTpIkZxKDKtJsDmfLxxsbNnRDFhEE3BhQMUJd1xP7JGP+yL4cgrFIlJth3DSlzzmF0GcMRPi1pz/rUx/7RDj73KhZ0NwEF0PAVdyUWrrteue1n/vc5x758Ac7KH3OEuEmOQPC9YwBZZGxyJUF0UFxyIsxtm5ldJhTiauahqpXTuwuxHrTkzgISZKcTNydJEnOMN3aW42hbM3axpq1bQ0uioAbAyqGVlXctycfbs7u35lBMBaJcjOMm6b0OScIiwwMHB73pKf846f+jm3b85FlVpkJLgaIq7ohtXTb9RWXf/ozn/n5n32EsshZItwkZ0C4njGgLDIWubKgrKkNg9EV42zYwOgwIpxEXDPJtNftHZpgfjZ2jquDkCTJycTdSZLkDFM6DQ3NjdvCylVtDS6KgBsOqDjDWTa3b08QmzmwqwmB08EZEBYZGDj82tOf9am/+Eu2bKMxFAgmuBggruqm1HTb1a5rv/SlLz3gPvduNQIOYixRwEDBGFD+M4w+B1eEPhMUOjVDK1azdi2jw4hwEnEtyELZa+/bqXWvmp9RkiS5IXF3kiQ5kxjUTiM0s7Xr8lVrulnmogi44YCKE+q6PnIIr7qH92UQOB2cAcFYYhDhp37hsf/+uX8K596JokkUE1wMEFd1lJpuu9p5zfs/8IFn/Mav0ecgxhIFjBOU/wyjz8EVYUAwMMjzUbZsZnQEVU4irrmHrCrbu65qNbK5qcNKkiQ3JO5OkiRnkuhUTmtkOUPDzQ0buyFDlT43HFBxqCufmmR+ZnpmcgQCp5MxYAxEWHf2junJ6WLb9hhyopjgYoC4qoPU0m3XV175jOc8+13v/JNCwEGMJQoYN6TcMmORKwuiEGFiYmr7ls1s28roCKqcRFw1SlFXnWsuW7ZqxfTEHpIkuRFxd5IkOZPURuU+Nr6m1tDcvKWX5+4gghsOqDiNoN2pI+zdPTFzdO1wK3DaGEsMHAyaK8Z1ZHlYsbIOuZqa4GIIuIqD1NJt266dGzZu3Hf15cIiY0BZYNyQcsuMJQoYzHXjUDN8+h+++IQn/BIbNzI6gionEVdKb1jdvfz7a87afODaq5QkSW5I3J0kSc4k0amcTdt2HD14sHHencuicIdoCCLiqDhqMdRlufvaN73tzRc+4+lVr1LVPA/8txkDChUD0+3OmuXLde3GsGJlHXJcARdDwAUHqfNYV4cOMjsTO3NljP+XPTiB0+wsC7z9v+/nnHepvWvrJelOJ2RhR1BUBoUBMQguo6J+LOOnnyPKAC7giiCDwA8UVGTGDVkUUXBQR3QQlHFGEVFABBRIhCQk6aSX6ura36p3Oee57zmnurqrqzeCLOkv/VxXU1UcFyouAjg1YZtyAU5NjE2GOhgoFPDN3/60v3rHn8h1N3i7hQpnENdQoL3u4Lab/5/v+563vvF1SpIkZxN3J0mSS0l0Cufp/+/3/cnb355dd0NstdzBBEEwR8XJ3NpBVj/+sckDe4/fdmuAWHrIhM+bUSudaNGEN7/l95/z7Gfns/t0fNdAAq6AiyHgQs2Clfnqau+O2z5+6y3XXX2wIYjjQsVFAKcmbFMuwKmJAQaOGjg4RBif3ldmIUzPWp67cCZxbVjoLy9y7K7ffMPrnvndT1OSJDmbuDtJklxKSqOEd77rPd/57U/h4NUMDZNlSKAsBXNUHO93myqDpRM+d7iMRYB+v8izXAObjJryOXEQjC0CfZjdu2+t12tP7baRsYEEXAEXQ8CFmqmVQ/1e587PfN2NX/+uP31Hbgi4OOAigFMTtikX4NTEAANHDRwMPnXH3V92zXXMTueze8oQXEDAOUlcGxb6J+ZZmf/Xmz9x3f69SpIkZxN3J0mSS0kRPYqsrPX2zMzKlQcYGaHRUM1j0RfMUXHEY8OdwXrv8OHnP/e5v/TKl+K4I8omo6Z8ThwEozaIUTQsLC9fsWcvYxOtqWlrjxQIroCLIeBCRQwrhwbFxuG76KxvDHoNRR1RjC1OTdimXIBTEwOMijoYGFzz4Icd+cxnGvv2MzwyCIqwzQlGGMRiZdWX5lbWlkcCSpIkZxN3J0mSS0lpoBg0x/cQJb/yyjLPmyMj/X7XPYKKo5g60UpbWmTuWG+908xBqDm4UVGM05QLU04zQwEFg30H7jd37Fi46mpvDXmWOYgr4GLUlIoaGBtdWR/4XYef/cM/+muvfWl0gmDUnIpRUzYJKGdwzkMwUPCSgdmtx448+IbrZc++4ampbvQoIIqwxawRGTEWb75p9uD+w7ferKCc5tSEJLnsibuTJMklw6CwmGvo9Pw7nvqM//Wuv2hdddCHhqPiYtEdFBAMcBfWO9x++1Oe8m1v/4M3F31vNgVnk6EYpykXppxkhrJpUPLJmz71FQ97QHPfNTY5VWQ5GCCugIsB4uoCaohlnsl6Px5fobs+d+zQ9HgA+o4KSsWoKZuEmnKKcx6Cu4tIr1u22tnUwesWjx1p3O/aMgQJWRQQRThJorWihdWNzqHbX/O633j2M783A+U0pyYkyWVP3J0kSS4ZBgoDajd/6s4ve+gjZHKqNT1dKhYkuoMCggGOZkVZHjrE2sL7//lfHv6QG9oODgICYsZpyj2jYFBAa3IPq+u7rr9hPWsMgoIB4gq4GCCugAdDLKehvULWer3Dh8dmJ+469OlWhoGCUDGlosLZlAuyiAQKePmrf+VlL3xhvmdPMdySdhtXF0VAqIhLFmMjWu/4Qlw4vtJfHw4IKKc5NSFJLnvi7iRJcskwKq4IsNZnfGaPl5bt3dcaH+95WeKggGCAoyHGVre3Pj+HFQsL8+M5wUBAMHCiINSUe6yEiSuv7p44MXTFAcsasdUuVMEAcQVcDBBXxFxAjH5s503r9LKiXJ8/9uRvefJ/f9ubcnBQEFAQzk85D4MYyQKfOHTkoddcw9jYyP79fZECRDIXEGpO5pLF2Ii2euttuw9cceiWT0RognKaUxOS5LIn7k6SJJcMw8ANVQT4yf/yyl966UvDvqsa42Nlq1E4J4lTcSG4aVF6v1fe9pnm7Oz8sc+0Betbo6nubkKgIhHnFEE4g0J03Klkyjo8+Vu/62/f9/dheDiMjMQssxAc5TyMilAzVyeYymAwWJins/YDz3/er7ziRQZWeDuXDAyU8zB2cKcsy2aeFfCJW+94xMO+gkbG3llpttxdJAAuIOAEo+Eig6K3uGSLC+/9wPu//MselAcCCCeZItSEJLnsibuTJMklwzCIoEowKJzW6AyaN/fMMjzSZ4s4FRfEwcqWyGBxOd59F+Mjt33609fMjhEhUDGsjEUIDU4RhFOUWnREcMOVfTc8ZH5hIQyN5sMjg0ZmGkA5P6Mi1BzccQ1uYTAYrK6xeOJpz3zmm/7bLwABci7I2KZsKeGfPvGpr37Uo+iVetV+GxtGBARHnIoL4rRCHvpl02zhXz81vHtm8cgtBk1wTjNFqAlJctkTdydJkkuGYRABJQMBnv59z3nbW36/tf+Aj4/1qRg1ZZvlSlZ6sb5eHj6M6lve8MbvfMq3RBu0Wpki/aKf5U1OEYRT3KkEoXL3scX7P/gh68urMjuTT+wq88wywRVXzkuMiisVoeaO03Rys87cHPPHZq699vZP/0uItDJqzg5Cxag5NQeFIvKCF/7sa179y6g0r76GkZE+EQ1UHAwBFxNnSFQHZVzZ2Dh25B3vftc3POGrDdpgnGaKUBOS5LIn7k6SJJcMwyACikIABtBsTaDZyPXXdlETnIqySUQQ82hiMTNrDIr1Y8foD8YmJz7+Tx/Yu3s6DyGCUzNqwhaF6ARB4cnf9p1/8efvRrKhK/eXqrHdiiEgIOCKczZhi1MTtrgPNRqxN8hi7K2sxLk52o2X/eyLfuJ5z80DZ3HOVhgf/ejHbnzSN3TWNmi0RvZdmY2Prw16EUFAwMHBESwzpCga0Tp33D22a+L4sVscWtAtrJkrW0wRakKSXPbE3UmS5NLibBGgNH7zt17/Qz/0Q2HvfmsPeSPDnUYLVIyKiwGCqYNHMS97fVaWmJ+f3b37t9/85sc94XESMHAIEKkFEPjwxz7+4z/+4x/6hw/YoGRympHRrD0iQS2IoYALYJzmDkrFBBUqzmni5gJiOLlZZli3219cYWm+PbP7u5/6tB/7sefvPzBlEc0oIy4EJQeF1U7/bW972wte9MK1lWUGXb3ygA5NWN7yTJ1NAg4CAo64ZTHKeld6vf7C4sc++pEHPuBgBgYO4oigJEmyg7g7SZJcihwwc1UFpvddubCwzO49MtTORkeLEkRxxHExKmLUjIpLVkbmF8ulJdwIIR8Z3n/VVQcPHty1a9fw8PBNN9108003rS8tUhQUA6anmxMTRWvYsoaqAu7OKS5GRYyKO66444oEQJwzGODBADEys2HNy26/7HV7K6usr4PRbO7as+fhD/+yqaldwNLC/Ef+8Z8WF09QFKggIRsbaY4Mabu9QRY1w41TBBwQEAuFZzE2Bv21O+/8+m944p/9jz9sZVRKakpNSZJkB3F3kiS5VPX7/WazCSyurk/N7CHLmvv20WqVIY+iCDWnJsYZguG9ng/KRpb11zfoDVhdo+yD0hyi36ORsWtch4eykfYgFqHRcg2c4iacJgYGKGbmYg6Iq4qAmoArqAlgLoYoFbeGSy6SGx5jWZSesbHeodejs0G/TxAciogqk7u0mRtMTM9E3GMsnH5QVCqAmwPCSZYZajF21stjhyVvdlaOtwUBg9ItiAo1JUmSHcTdSZLkUuXuVFxMePsfvuPpT38aYxOT+/dvOIVqVHABoSLGWcwpwWykNRS7/VxUo5dloRpMKLGoSKtRhmCxJBdBxDnJTThJTB3zGMTFomBiLm6gIuKiuBqZixpqYi4g1NzUXGMUJ0dchUxdGXS7ouplzDRXx2PMXCIe2s2+Rc8yIHNxoQg4CDU3BwTULTgaYxZjZ+EEK4s33XLLdQf2xqJs5lnEHRRhk5IkyQ7i7iRJcglzdxFh0w/+0PN/6zdf356dzcYniiz0wYOwQ+AUAVzVqbkDAWGTCwYmuIAoFTEQQJxtYupkEsqij5UZMRb98thh3Oj1aA7L5HRrZLTRGukW5mSl4gJiYDi4qyOOOhUTA1youIqjQHCy0oEiYAIqoDg1FUCcinsEBMuMVrSN5eW4usj6+h/9+Z9/yzc8nkgeMHBcEEBJkuQ8xN1JkuSSZyAg8MCHfeXNt9yqI6ONifHYaJSqroJwSuAUAVzZ5DgVEU4TagKuVMRAAHG2ialjZQxmGd5bOsH8sWx28tjdh+68844vf+RX0i2G9l5pmktzqCSUoi6AgXGSO5vUqZiwRQWh5mh0caKCgAYEnE0CiFNxj4BgWYxjkYUjd7O2+tMvefFLX/RTAWIR8zwAERcEUJIkOQ9xd5IkueQZKPRAnRvu/9A77ribdrs1O0WrNRAxZYsIp4gD6mxyR0CEMwk1USpuIICwyZWKmDrDjVZnecn6Gxw9vO8B13/yox8aIZSURja+e6Zc77FrdmRy98C1UHUBDIwtzg5KxUGEmlFxB9TNRBFBQam54Ag1N6firr2uHT0ig/LHfvx5r3jZzxLBYp4HK6MEFXFDASVJkvMQdydJkkueQQkGOZSRr/v6J73/7/9Bx0ZHp6d7QUtVR00QERdwBYSaAwLuCIhQM04SQDnJAQGETa5UxNRpEgbrnfLO23/wJ5/3Sy998RBEomFGViKPe+KTP/yev8rv/yBpDhUIKBhigFNxBISaKw5OTUQcxAB3B9SpmAYElE0ujjri5kTMY9FnbZ3DR37xNb/0Yz/ybE6xMmoW3KOIGAooSZKch7g7SZJcqoxtTk2oDWL85de89oUv+GlEmvuu8rxZijaHhws8Ii4KiiOuDggICAi44SUYFQFhmwdA2CEYWYy9pSWWl9bWjjdBQcDBqRUw1Bxj394wvsvIQNUNMMEFBASEWjThFFfO4aJUhC0WsahuXnSlHEjsx+NzOH/7N+/7d4/4CkAEDSRJcs+Ju5MkyaXKOD+Fbjk4dOjQwx/51d1Oj+Gx4dndHjLPsigaRSMiroADAgICAm6YBTcTHBAQThFA2CGY5WXsLS758lKvc6LJJsGoCRROsznGvr35+C4jA1XMwAQXEBAQcDCCcSYTTnNhk7JJnKZq0V8fauQbSyfixgrLC82J0aN3HR7J2nkQL5GMJEk+J+LuJElyqTLOT6FvEYiiN37Tt77/r/8GUZ2cylpt8oY0Go5GFxN1AaEmIGCEaMFxwcAEFxBqIoA4NTE25WbNInYXF8rllWLtRMYmoaZUopE1JuSK3c3xXYaCumBgggsINQEHR1zZwQAXwIRt6gQjlKUNuv31DvPHaciPPv95r3r5y3KIpSsiCkqSJJ8TcXeSJLlUGeeh4ODgEMHhjrnjX/WoR68cPcbQiLSH8vaQZg3JckdNcMEEExwE8qjqauBqBia4gIAI7jgVUWdTbtYqrXviRLGyUqydyNgk1JRKNLJ8Qq7c3RzfhWtUNTCh4sKZxFFXQJ2aGDUDQ0wcdcSpKASz1cN3s75O0Ec99mv+8p3vVCtUPBPNJJcMHCtdcyFJkntM3J0kSS5Vxvk5J5mhGaxZmWv2qdvuuPFJT56/404iSJCJyUa71Wg0ULGgrpKF4BqQhokWsZSACaia4IKVJRVnm1gwWtHW546xuBTLNWWbg8DAaYbR5rX383bLUUOjglARxN0D4tE8WhBphKwoy4AAoh5URYn9jSDRo1GU3c6GmJUn5shaqHzNY77mj/74D2fHhiKIozggLlQEHIRtQpIkFyfuTpIklyrj/JyTjJpFRAkZDKB0fuPX3/ALr/7F+SNzBMWdskAhz2k0yHOabcpIs0GW5a0mKqiUoo4iYE5FhIpYMLQsixPHWV5ZWl0Za6BgYFCAUxsenskOHoiNHNRRlC0O0QOSqWZg/Z5GX+908kajKAtiQVlSFkik16EoQEEwrrrq4K/+1//22Mc/dqQdBCLgqIM4FRfhFGGbkCTJxYm7kyTJpcr4rMwpQByxaI3QBAaFayal8albb/+jP33Hn73zf952+2cGFotiQFGgDRaXGRrCIjjjY0Pj4zrU3rBgoohRC2wSTDHv9ezY0fvdcN2xQ4fUzcRcNG+23SVvtheWlsO+vTEoKDWl4oY5UYiRaFJGXzjO8iKNJhV3gpBl5KrNzKx41CO/6jv+w7c+6Qk3XnNgfzNQKaKLSFAqERfABVCnJg6ICEmS3GPi7iRJcqkyPitTYsQCCnmMgyA5KoBBCQZKzaCECGpYaScWF975rnf93M/93NLiCTprzOxp7d5XSOaCCSLBOS1mQrm0SIwsLeKGUAsZpTM6QavBrl0oiFJxBSMSHIoYN7p01ljv4PHaa69+9at/8VGPetSu8ZaBg4NRy6DBpogKKJUixjyEfjHI8pyKC5vUQRwQEZIkucfE3UmS5P/fnG3CKcYWZwcHcVyoBNjoD5717Of+3u/8DqJccWXWHgqtdomYqAs1RzB13ErKCAi1TEIguEoULQIuoMKmYORlzM06C8t+Yp5W/uKfe/ELn//c4JyHUBFqyhkchLMYF6QkSfJZiLuTJMnlbTAo1/uDB3zFI+fuvIOxXY3JKc9bFkIUEHDOIqBOMGWTCyZmggs4wfFeb0yz5bvuotv92sc97t3v+ZNhwQ2h4pxFhNOEbc7ZhIpxfkqSJJ+FuDtJklyu3B1wEwtUnvui//K6V/0SIyMyNZu12haCCc7ZBNRRV04xMRPA1PGN/pBo585DxPJ//eV7/v1jH6mBbrcYauaCcy4RThO2OWcTKkbNMUA4k3KKkiTJeYi7kyTJ5S2WHjIpoQfv/qu//a4nP5mxXWFiV9Zum0qp6uwg1NQUUGqRqKpgau5r68XhIxTlJ2+++YHX7UMxKIqykQVxzkOE04RtztmEilFzDBDOpJyiJElyHuLuJEmSbOo7A+dXfuO3Xvy85zM12tamogAAIABJREFUM7F7dxnCRlmaAEpFhFPEFVCn5jELwcxit2sLC2z0PvLBDz78oVfjIJzB+CyUe8qpCacY25QkSc5D3J0kSZJN/aIsRQn6iH/3mE9/6MOj11/fM7NmOyqgVETYpoA46uCxEcJgUMTVNe4+9KKXvfxlL/pRTjEwXHHls1LuKacmnGJsU5IkOQ9xd5Ikudw5NQH6RUmWFcLo8C6cyetuWDMvgnKSCBVhk+JUxMncxCm6G768PNpunzh0cwPKSBYwKHCwDBcqyoUpQk347JyacIqxTUmS5DzE3UmS5LLgbBHOx8qoWWBTAe/633/7rTc+sXHVQR8eK4JykgjCKUrFESfHtbBeZ5WlhTsO3TE92soDGTWDiAOKByrKDsYZFKEmfHZOTTjF2KYkSXIe4u4kSXLf54aBUcuVizHoOw2hPXNFsdqRg9d43kAFFSoCotSEmonTMKHb7d91dN/B/f/6zx9q56hwmlFTasq5ItuUbc4W5RxGTUmS5HMg7k6SJPd9DmYYoGQgXJhBhML41de94aee93yuuFKGx1yFkwREqYjggIkj3Z4tr3N8/mM3ffxBN1yRCacZ25TzcjC2KNucbcpORk1JkuRzIO5OkiSXBWebcFElGBTOiCpX3C+f3W14LCMqCIhSEcEBC0Y7eueOu1uarS/drsrnzak525SdjJqSJMnnQNydJEmSnUoI1IauONiLwvSs5MHLSFAERKmI4IAFI/T6gzuPfNd3fNd/f8tr+QJwas42ZSejpiRJ8jkQdydJkvuuWBIy+gNUCRnKPRKNXqSZ84z//MNv/4u/0rFxEzBHBQFRakLNxGkMyv6hw6/7zdd//zOerHxu+kalqWxzpyIOSpIkXzji7iRJcl9khWsub/39P3rG934PZR9yQiAE3BDD2eZsUk5SAcEcFfJc9+2n3TJ3VKgIiFITaoajZWnLa8wdp+giAsaZhG3OTkpziMEAtT/+kz/69m96IrVITUBJkuQLR9ydJEnuexwEjNf/9pt/4Pufyfgu8oysQabigHGKOKcoNXXIW81Bty+tpkMYGXXB3FGhIiBKTaiIUYll0BA3NkKM1u2K48J5iXM2z2x+jrL7Z3/9f5707x+dUYnUBJQkSb5wxN1JkuS+yMqIhFe99rUv+ImfGtp/VZk3rNGQoOpsMs4ggCuoCwZm1mi3BmWMRaFZZu6ocJIASk0QEEOQLPdeNwtZBlaW6soWE6cmhqsL4pxJgSix1+3NHfm1N7zuPz3tKTkokZqAkiTJF464O0mS3BeVXpqE//Ts5/zeG3+7ddXV0hyJWXAJQFmWbh6yEMs+opVMNZPQHRSaBVQoS0CCunvEEXDlNGFTQEDY5MERVwfJs7IoiJZn6oNBO2+oEmNZRA95rprFWJZllE1BJLh1lhf86NGfeeXLX/xjPxzwjJJaAOWCjJqSJMk9Ju5OkiT3OUbF+/iN3/iNf/fe98nETN4eiVlDNS+6HULAnBgRo2KOuzTbXhb5yIiZaRbMnYqKCS7gymlCzZWKUBFxdcQV19ILVBn0m3nWX1tj0McimknecItICCFTVUBUVDQX+r3O4Mjhb/+PT3vrG14X8IySWgDlgoyakiTJPSbuTpIk9y1GTWAjDh7x5Y/89CdvImZkTYyaRYiIgOBORRUVSiMokjX37vHhNnmILi64BmcnoeZKRaiIuDriqm6ZykZnmV6X5SV6XVRQoTRMCIorZrhTcafSbhEH5NkDH/qQj73/fQFXSlAQUC7IOJuSJMlFibuTJMl9i1Eril6Wt77xP3zzbbfeOTY2MTY6OTo63mq1HvjA6xHbu3fv/a+/YffsbKvVGhoearSaaxu9Q3fe/YKffuH73vc+nZnMRkc9zyNuopxF2BSoCDiCqaOu4sZgfbC2wvLS137DE1798pdfuW/PyFB7fXV9Y70HHD589JZbbpmfn19YWDh8+PD8womByMLi4kZn9SEPuuGP3/oHAVeMmoByQcbZlCRJLkrcnSRJ7ouMHdSpmHAhCoMCAs981vN+941vyvft8/HRUpyQcV4SqAg44qijELyMa4vFXXf+xEtf8pKfeUGGZ7jioCCcw6AEA6UmmIJQU5SLMc6mJElyUeLuJElyH2WgnJ9xNoUieghSOK3Grvbu3d2RNq0WFyKBioCDuToCuZW9u2/DiuXFxXYWGjgYWxQXziJEMFCMU4SaolyMcTYlSZKLEncnSZL7GKcmnMm4GIcBZYPMokeXPQeuWTmx1Lzh+n5QLkAILiDgiCPmAs1Ybtx60w0Pe9A/f+gDOSgVxyMVUVDOYRgYW5RTFOVijLMpSZJclLg7SZLcxzg14TTD2Kacw6kNKJtkCj/5kp9/9St/Pjt4TTY22isGnI8QABcq4oi5QDOWG7d98hW/+Krn/uAPtvOQUTGcmqhxHoqBsclQtqhyccbZlCRJLkrcnSRJLnvGDh/4yCcf/dWPbl19dWw1S1XnPMQVcKESEMw9mnWWOHboIx/9yMMecAObFHBqwoUZOyhJknwRiLuTJElyilG7+dOHHvzgB4crr8rGRgYiznmIK+BCJSCYezRbW+LQp48uL06PjwMKyufEqClJknwRiLuTJElyilE7dmLlin37mdnTnp3ugXMe4gq4UMlUvTSJVq4tceiWrpcC4mSCkiTJpULcnSRJkjMYrPdtbHSCian2FXt74JxNQE1NcKGSqXppEq1cW2L+8Pr6ShDJIJAkySVE3J0kSZIzGBROqzHG1Exj90yh6pxNQE1NcKFWxqBBopULc6wtdDvLAk2SJLm0iLuTJEmy08BoNkaZnm3OTJchROEsAmpqggsIlDFIkGjlwhxrC93OskKDJEkuLeLuJBdm1BTj/JQvLqOmJMmX1sBoNkaZmW5Oz5YhROEsAmpqgiu1MoqGUFq5MEdnobu2rNAgSZJLi7g7yYUZNcU4P+WijC3ODsIWZZNTEzYZZ1OS5EtrYDQbo8xMN6dnyxCicBYBNTXBlVoZRUMorVyYo7PQXVtWaJAkyaVF3J3kwoyTjFOUMykVc1S4gD44WyIIOAQQEDcxV2IIDcBjWVjZyDNqBgpKTUmSL62B0WyMMjPdnJ4tQ4jCWQTU1ARXamUUDaG0cmGOzkJ3bVmhQZIklxZxd5LPgxuiVIqIm2sQUYrSV1dXbz905x2HDt1y62eOL5w4fOzIiYXljX5/anLqyn1XzE5OPOHxj7vhftfsmZ4siwEmzUaOUJqpAqYYKCg1JUm+tAZGszHKzHRzeroMIYpyDnEFXEGgiKIhlFYuzNFZ6K4tKzRIkuTSIu5OcnHONuG06ERqDmZ8/JM3vfVtb/vdN7+5O+j31jYYdKk02pQFKqggAQETzPEITjRpNycmJn7qJ37yWc961ng760IGCoIpFSVJ7g0Do9kYZWayOT1bhhBFOYe4uoBSK6JokNJscY7OwsbqcoAGSZJcWsTdSS7C2SbgmOBg1JZXeq/5lf/6+je98cSRw7Qa9AZkgUYDDaE11Gg0RCTLM3MHzJ1NKgJ0VlebrVYxKGxpATPEp6/Y/9tveuONj3s0mwQCKElyLxgYzcYoM5PN6dkyhCjKOcTVBZRaEUWDlGaLc3QWNlaXAzRIkuTSIu5Ock84hSGBEvql/95bf//5z/vxwfI62qIRpN0Ko0PSaEir4UI0C5JhLioVdcysLMtGoxFC5u5lWUSXPM9itEG/T3+d/gYbfXqDkYmxX37Nq77j6d/VRILFpgYgljFkgST5UhlEms1RZiab07NlCFGUc4gr4AoCRRQNobRyYY71hY3V5RwykiS5tIi7k1ycEx2UAPMb/e98+jPe+96/YX0NCTI622qN5O22BYm5RlELEokBUWplfxAkqKu7l4NeyMSiAZrlIW+GRlM068e+e6QotN8P/aJ79DAZjLQ+/KEPPujgVaEs8zwnSb60BpFmY5zZyeb0dBlCFGUnATU1wZVaGUVDKK1cmGN9obu6nDtBSJLkkiLuTnJRBiUoPP6bn/K+v3oPWWColU1OmIVmY1QliIgJ7h5d3F0pM2LR3Yi9Qez1WV6BgDmNjGKDEBCIwui4tIaHR8clD7HRiJh7VIsyKOLG+uDoUZTv+e6n/s4bXkeSfMkNIs3GOLOTzenpMoQoyk4CamqCK7UyioZQWrkwx/pCd3U5d4KQJMklRdyd5DSn4mYS1MCpGbzkla99xateRXedyV3DM5O9WBLUEJccVJ1gqBPcgOC2NneY9XViJG884P4PeNKNT3z0Vz9qbHS4P1hfWVn6p4/+8wc+9E///C83r3c6lJHp3c2pqULVgot6KwTr9hvRNpYW4srxyenJI3fdhXtThST5UhlEmo1xZieb09NlCFGUnQTU1ARXamUUDaG0cmGO9YWN1eWGE4QkSS4p4u4kNaOmVIpIHtbKIs/yTr88cPB+3eUOQ0OMDTcnRgs3E9QxF3AkiNBwCd1eMFs7eoSNDYK+8Gd+5jnPec7u2QmL1AQRRABT1KCI3H7Xka949KPXOxvZnv3Z8IgL/WKAOqBO8DJurNpdd9AaPn706MxQM5auKhEyJUm+SIyaOXk+wexUa3qqUI2i7CSgpia4UosWNGhpxcJxOvMbq8sNJwgnGTUlSZJ7mbg7Sc2oKYZhqhrh53/t11/0My9EMkZ3hWbLhxoWBKHmCCKZikUtLJRlb+44nbWs1X7Nq3/hWd//fR49CzIYxDwPIohSMQxMUVzN0EAHRsen2bU7H53QLPQtIiAg4EaxwUaHQ4dptQ7fceee6fEYUSUISfJFYtTMyfMJZqda01OFahRlJwE1NcGVWrSgQUsrFo7Tmd9YXW44QTjJqClJktzLxN1JNnk0MbcgpWrf/TFf8/iPffjDNBqNvXvaY+N9p4+7RwQQHMyGGk3rdsvVNet2bX3t2huu/8Q/fqgZqLhREaXmIFQMA1MUV4QBrBv3f/gjj88tMjGVNxul4AICYlS8bESLy0vx8FFGhlYWTgwFMpLki8iomZPnE8xOtaanCtUoyk4CamqCK7VoQYOWViwcpzO/sbrccIJwklFTkiS5l4m7k+y05n7F1deuHTrM1NTQzIy0WqahCJQiWATHHEOjDTmDTmewuERn7Zd//Vef+wP/n5ZYEU1otgIVZ4tQMQxMUVwR1vqWN3Xq2gdsLHaYmg3tFkFNcAExIIjkZnTXZTDo3n7b0O49J44calJTkuSLwqiZk+cTzE61pqcK1SjKTgJqaoIrtWiZBimtWDhOZ35jdbnhBOEko6YkSXIvE3fnslcURZ7nRYyE0I124MA1KydOjF57XaEqhKgUqq4QBBXMiUZZZiVDha0ePUJ37b0f/OCjH/6Q4NQEZ5sINaFiGJiiuJqhgRWYGJ9meBejE3mraSomuICAG+aCKZab9Y7Osb7xdTd+/f/8kz/IjSAuIiTJF5pRMyfPJ5idak1PFapRlJ0E1BSICgLRMg2hsP7icTrzG6vLLUOUirFFSZLkXibuzuWtKIo8z4EIHbOpmd2x08tnZsKuXYWqEkzUBFdDBQGH6PT7st73o0dx++t/+NuvfMTD2o44CBVnmwgIJxkGpiiuCAP4x0/869d82SPYf40Oj2keHExwAQEHi1TUxKzZK3rzJ1hb/ZdPfPwh1x0A3BAlSb6wjJo5eT7B7FRreqpQjaLsJKCmQFQQiJZpCIX1F4/Tmd9YXW4ZolSMLUqSJPcycXcuQ05NOMv4lQdWFxbC9O6Rycl+lELVQnBUHBdDhYqVTQlxrVsuLLK+/IY3v+l7n/qUACUIrk7NhVNEOc0wMEVxRSjg4AMfeuSOO/TAtdIcEhUHE1xAqLmDUXFrRGtGW/vXTw9PjHdO3AVYRANJ8oVl1MzJ8wlmp1rTU4VqFGUnATU1wZVatEyDlFYsHKczv7G63DJEqRhblCRJ7mXi7lyGnJpQKaKHIAoHrn/gXYcOMbtndNekhWxQRBONISCIUVNBjP5gNGsWK53u4bue8tSnvPV3fysDhQGuIJg6oLiwSZTTDAOUiq50B2u93v59V7BrMpvcTd50aia4UBNwp+KG08qC93qDxWU/fuxv/u5vHvtVX15Ez4OQJF9QRs2cPJ9gdqo1PVWoRlF2ElBTE1ypRQsatLRi4Tid+Y3V5ZYhSsXYoiRJci8Td+fyYmxTg36MeQiPe+I3/t3f/T2Ts/nEpGahNNwdMAFRRKiIidsQKuv9zi23jkyMLS3eKWwSZ5O6UVMqLoAop61trI4OjcUyhiwsuT32xhs//r73Z1dercNjUXM2mXCSC2BCTR3zqE7sbLAwPzo2cvzOWySSgwZOMkxRkuTzY9TMyfMJZqda01OFahRlJwE1NcGVWrSgQUsrFo7Tmd9YXW4ZolSMLUqSJPcycXcuL8YWNYgg8Btv+b0f/oH/zORMPrnb82Y0c3cwakpFhZoFN93oFcfm6BWLc0cnxgPi7GDUlIoLIMpZBm5B9Pbl5ev27mV0fGh2b5m3IhmbTNgmBqhTiVaKiA9KlldYXlpfP9ECBZyaYJiiJMnnx6iZk+cTzE61pqcK1SjKOcQVcAWBaEGCllYsHqczv7Gy3DJEqRhblCRJ7mXi7lyGHIQIEY6urB6c3U2z1dx7BUMTA1d35ywq4qhbcIsry/HY3DO//wd+81dfKQ7iXJSIcEosYwyiol3YfeBg99hc+37XeqNZajOKci4xQJ1KNBMRwFc73H7rW/747f/x276JilMTDFOUJPn8GDVz8nyC2anW9FShGkU5h7i6gFKLFiQQLS4cpzO/sbLcMkSpGFuUJEnuZeLuXIYchAIKGN97ZbmwEA4cGB6b7EYpCJxLXZzMrRFt/fbPELK4ekTBDcS5KBHhDA6r8C83f+oxD3sEk5PtqSkarYEEQzmXGKBOJZoBUun27LZbH/OEx/31u/9UAacmGKYoSfL5MWrm5I0xZqZa0zOFahTlHOLqAkotWpBAtLhwnM78xspyyxClYmxRkiS5l4m7cx/m1ITTDJTaoHDL5Zk/8vzfe/0bZO++oV27ikhpGMq5Yj9kWSNasbpaHrr7z/7y3d9449eaEQBxLkpE2GSw3uuHZrMvTE7OEiXfNZWNjlielYihnEMxTjF3NjWj9Q7dMTbUPH7XnTmoUhMMU05SkuTfwkCNmjl5Y4yZqdbMVCGNKMo5xKm4gkAsgwYtrFg8QWd+Y2W5ZYhSMbYoSZLcy8TduQ9zasJpRs0dFW6fX77fwWsYajM1mQ2PlgYmnEtMM8libEdfueWWkbGxhaN3NpSN3qDdzPlsRIRNBhEEnvHsH3n7m97MxK7W+IS0WoWqoyacSzFOMXc2NaP1Dt/dVlmeuysHAQQEw5STlCT5tzBQo2ZO3hhjZqo1M1VII4qykzjqmOBKLZYhBC2sWDhBZ35jdblliFIxtihJktzLxN25D3NqwmnGFoNdV17bWVmRPXu91SRXUExxzibWaAXvb9hSJ9595A//xx9/x7c8sduP7WZwd87HhIo6FRFhU4QCVge2uz3K+KRM7GoOj0im0SUKJpxLMU4xdzY1ow2Oz3lnbbB2IhMwEBAMU05SkuTfwkCNmjl5Y4yZqdbMVCGNKMpO4qhjgiu1WIYQtLBi4QSd+Y3V5ZYhSsXYoiRJci8Td+c+zKkJpxk4CLz3gx9//GO+lpmZ9sxM1x1xXEFwziaWh6hFv3/L7c3h0aWjh9s5RfQ8iLtzDhOcmoA6IsKmAgSufODD5j59e/uqqweNRmi2ABMcTDiXYpxi7mxqRosLJ4qFE0V3ORMwEBAMU05SkuTfwkCNmjl5Y4yZqdbMVCGNKMpO4qhjgiu1WIYQtLBi4QSd+Y3V5ZYhSsXYoiRJci8Td+c+ydlBOCnipUtpjIzvRsj27vHWUBQFR4TzUS9zLRtlsXbLZ17yile84Hk/HKiJIO6cw4TI/2UPXsAr28/6vn/f97/W2lvSjEYzkuZc5tyPb9jG0JYHB9uF8NAGGpInDaRu4SHcLzaYS0sTLjVQTEiAJAXy2BjbCS0hYCCFtIWU0hBogh8gQHGoMQZsn+ucOeeMRjOSRtrae6/1f39dS9oaHc1ozlx8jsdM9ufTSeDCzICMRuLRM2df/ZKXcex4uXiSogoIo+PGYZzgClWOeuVss3putL1eGQgMjCCcXc7U1M0I8KAToqzmWV7sLy/WVmVzJoIdBi7CkNHJkVLyOurVc2yuDDbW+oE5rWDCmZqausVMErclcTmjiSjcA37k3T/5rV/3DZw6NbN4YiQPA5yWBVdwNT3V208+znA82L5YggkzWiZxhTAynQQuzCwixiYs3XH/wxtnV4r7H7LebFAAYSHDzDiME1yhylGvnG1Wz4221ysDgYERhLPLmZq6GQEedEKU1TzLi/3lxdqqbM5EsMPARRgyOjlSSl5HvXqOzZXBxlo/MKcVTDhTU1O3mEnitiQuI2RmY0WYHzlxKg/H5b2nqGayeZizy4LLRYro5/HW44/+J6997fv+9a+WomWGkIsrhSE6SZjIEalIY3hqdeWhu+5nfuHIPfeNVAQOhIUMM+MwTnCFKke9crZZPTfaXq8MBAZGEM4uZ2rqZgR40AlRVvMsL/aXF2ursjkTwQ4DF2HI6ORIKXkd9eo5NlcGG2v9wJxWMOFMTU3dYiaJ25K4TCjcvUH/8z9779d++dfY3ffNLixsS+EJc4SLsMA4KFKEb27UT5/5wAc/+NL77ymcZAQIubhSGAIDFyZwAxr40q//uvf+5Hvn73kw+nO1F00AHhayMDMO4wRXqHLUK2eb1XOj7fXKQGBgBOHscqambkaAB50QZTXP8mJ/ebG2KpuzLwADF2HI6OQoPFkT9eo5NlcGG2v9wJxWMOFMTU3dYiaJ25LoiI7RMbbHo5mqd+SOO7dqL5dPWr8/NgMHR7gICwwILjGbge1HH5mrqtWnn+glEBhBxzlcgAOilU2GbcOdD5zaPHN+/sGX5d7s2FLg4GEhCzPjME6wJ49Gqdez1nBcP/EYudHgvAIDDAwIJpypqZsR4EEnRFnNs7zYX16srcpWMBHsMOEEkA0MchSeUh2j8+fYXBlsrPUDc1rBhDM1NXWLmSRuS6IjOkbHyOh3fvffveH1/yl33lfML0RRhDnmyBEuwoNO0JJwR/LhKB57/Eu++It+6ifejkDgBB3n6gQCo46cUrpILCyfYH00/+DLcm92iGMJPCxkYWYcxgn25CYXZaHWYDueePyuu+947M/+uBDudAwIJpypqZsR4EEnRFnNs7zYX16srcpWMBHsMOEEkA0MchSeUh2j8+fYXBlsrPUDc1rBhDM1NXWLmSRuS2JHIMdojcYjS37/gw8+8/TTvYc/KWZmazNwzBGeaYWDBTit3FhZqG5Y3+DsyqN/8icP3LuEQ4ATdJyrEB2BEYZgC5184NTo6QvzD7ws92aHOJbAw0KGmTiMEzyHe6qbmotbPPn4t3/3d/6P3/FtHioLo2VAgDM1dfMCPOiEKKt5lhf7y4u1VdmcfQEYuAhDRidH4cmaqFfPsbky2FjrB+a0gglnamrqFjNJ3JbEjkCOgVFnzq2v3b281L/7VBw9Ma4qHHBwBEHHAgMcQT0q+1U9HHH2bNU0g7NPpwIEBkYw4RxGdAQGxhgF9prPeO2H/98/mn/wJbk3u43LE7gsADNxBRdGADLCKL1wYjwcxcV1Tj/59OrKyWNz4+2mP1MgMCDAmZq6eQEedEKU1TzLi/3lxdqqbM5EsMPARRgyOjlSSl5HvXqOzZXBxlo/MKcVTDhTU1O3mEnidiUgkNMyML78LX/7J9/zbu446QvzkRJyDMxpiR2BgRzBeDxXen1xY/zE41/4xi/4+Z/5Z05HEhBGyzDAuYK4ZNSMSan09Pb3/ONv/vpvtqW7essnhjKKHsYuw+gEz+GiCGTUKQRF4UWTGWwPn3j8xPH5px/7aErJhTlTUy+QAA86IcpqnuXF/vJibVU25yATLsKQ08lNSsnrqFfPsbky2FjrB+a0gglnamrqFjNJ3M6CcFrGNhxZfiDGzcz994xc4SCnZY6xJ2jJUZQ5jlXFxWeeGp15/Pfe/+8/7VM/JSOFkhkQRsswwLmCmDBaGSVsdX1zaeEESyd9cclmZzIJnB2G0Qmew0URyKJOyMJynvO0eeYZnn3ml3/llz7/c/+zus5lmZiaesEEeNAJUVbzLC/2lxdrq7I5VzDRkoNBbpInr6M+f47NlcH6Wj8wpxVMOFNTU7eYSeJ2FsiBMP7dH374da99Q7pj2ebmVFl2kNMxDAhaBgI5ikqaNdaefIztrdHWRYtcprQ9HlVVxR7DAOcaxuNxVVUNLD348vWVc9x918zCwnYduDNhJi7jwgggezjhdeOj0eiRx48eX9g4+6QkM8tNTkViauqFEeBBJ0RZzbO82F9erK3I5lzB5DJwOrlJnmgir55jc2WwvtYPzGkFE87U1NQtZpK4nQU4kOFTP+M//6Pf+e2Zl39SUxZNIRnI6RgGBC0L5AhEmUPbW82ZJ5dOLp1+5CMJFe5ARuwxDHCuLTc5F+l9H/jg53zG6zh2ojx+vCkrmdNxw7iCEyYgsEiKoslbjzzGcPToY488cO8dksyMqakXUoAHnRBlNc/yYn95sbYim3MFk8vA6eQmeaKJvHqOzZXB+lo/MKcVTDhTU1O3mEniPwDDzMyxO+jPzpxcjl41JsQecwwILhEmUt00F9c58+S3ffd3vu2tb62MXRmxJ2Fctxq24CWv/uTVP320uvfefOxoNiM8uQcuycy4xMJF5U6uUa4Hg2b1PMPhT7z7XV/6xW9MxtTUiyTohCireZYX+0vLtXs25womB+RgkCNZ8ibq82fZXBmsr/UDc1rBhDM1NXWLmSRua02Eub/vd/7wL37WXyzuvKs4ckxVGhNijzkGBJcIU9hoZKNhfurxP/zgH73y4YcKOgFC7EkY162GITRwYvY4WHXfvXVRFKlMVW/U1MI5IJKiZ1DXuR6+8l+RAAAgAElEQVSNnjrD9va3vvV/+Aff+1ampl5MQSdEWS5wcrG/tFi7Z3MOMvDwMOR0ciRP3kS9epbNlcHGWj8wpxVMOFNTU7eYSeL21UQU7sOGT3vtGz74/g8cffkr6iLlsghyGLskw4DgEmEKr+t85jSj7dHWRgFOJyOeI2Fct4AxGHz40Sc++aWvhDRz96ly6fhQUWOi5Ui0JAiPKIYjDQf102foFz/93p/7L//q55VgUDA19WIJOiHKcoGTi/2lxdo9m3OQgYeHIaeTI3nyJurVs2yuDDbW+oE5rWDCmZqausVMErevJiLMk1GUR+nPzd3/QO0eZZHJ7JEMA4JdAlFGFHWz/cRjR0/MP/P4I33DIUCI50gYN2iUaRQrZ1df8dJXjZqG2Yrj8/0jC2HOjqau6UQRMX7scUbDpQfu++MPfmBuplcZDs7U1Iso6IQoywVOLvaXFmv3bM5BBh4ehpxOjuTJm6hXz7K5MthY6wfmtIIJZ2pq6hYzSdy+MkrYBz70kde86pM5dW914kQ2t1RkMnuEY0DQcRQG/SaqwXD9I3/2FV/7Ve951z9KEBzCuWHBxGiUP/MzP/P3f/93CXH0WJo50p/pJ/fxeDxcW6MZESycPPmLP/ezn/n6T08Q7HOmpl4sQSdEWS5wcrG/tFi7Z3MOMvDwMOR0ciRP3kS9epbNlcHGWj8wpxVMOFNTU7eYSeL2FRDwjd/8rT/+zvcUD9yv2bmgcLPwYI9wDAg6jjBitmn6F4erjz7yW7/9bz7jL/zHweGcmyepaZq1tbWv/tqv+1e/8ZvbgyFNTVkxHvrszOte97of/eEfedUnvTwZyipLY2rq4yLohCjLBU4u9pcWa/dszkEGHh6GnE6O5MmbqFfPsrky2FjrB+a0gglnamrqFjNJ3NYG43zXqfs3toczDz5UFyWesoQFe4RjQNBxRFL0czM6/XSzdmFrc312xoPDOS+AcZNl6eLW9unTp5966qnXvOY1S0vHy2QFCJqsMhkCY2rq4yDohCjLBU4u9pcWa/dszkEGHh6GnE6O5MmbqFfPsrky2FjrB+a0gglnamrqFjNJ3KaCznYTR8oZTiz2T90zSgWWhBnCgh3CMSBoyRCmZjY0fuqZqh6vnX+6buper+QwzscqIILCySBwaIQbOdNLtBSYg8CYmvo4CDohynKBk4v9pcXaPZtzkIGHhyGnk6PwZE3Uq2fZXBlsrPUDc1rBhDM1NXWLmSRuUwEG/+rfvu9zP+tzjj788HB2ri5KMEgQKNjlCQOCVhjCaNL2oDn97KnFE6cf/1BwVc4LL9jnTE19vAWdEGW5wMnF/tJi7Z7NOcjAw4HsYJCj8JTqGJ0/y+bKYGOtH5jTCiacqampW8wkcZsKEHz+F/6NX/3lX5l/4CVb/Sp7AQUtEwp2ecKAAKcBAppiuN08+tR/9Te+4Od/+j3BVTkvimDCmZr6eAs6IcpygZOL/aXF2j2bc5CBhwPZwSBH4SnVMTp/ls2VwcZaPzCnFUw4U1NTt5hJ4nYQXCHjDfQXTlDryF2ntmfncirAaZlQsMsTBgQ4YUR2NWm4XX/koz/7z3/+jV/w+SHMOJQTHM65aQLjMGKfcThxOOPFFRzOeVGJQxit4BDOTRGXM14gweGcWyfohCjLBU4u9pcWa/dszkEGHh6GnE6OwpM1Ua+eZXNlsLHWD8xpBRPO1M0JDufcmOBwzq0RHM55UYnDGf8hMEncDoIrZHwEc0eOMntsdunksCzDC4wdQkx4woAAJ8wiilyn0fbww3/y5LMrd588JmHGoZzgcM6NEZdIGHucfWKfcThxOOPFFRzOeVGJwxnBIZybIi5nvECCwzm3TtAJUZYLnFzsLy3W7tmcgww8PAw5nRzJkzdRr55lc2WwsdYPzGkFE84NCA5wbo1gn3OrBIdzbkxwOOfWCA7nvKjEVRm3PZPEnx/B1QRXyPivvu83/+pnfw73PpBmjqkowsDARTiXeMKAACesJ3pNvXX2bD77zMV660jBFcThggkH40YJELuMazH2iRtjXJPoGJcJrhTsCzrO4ZzDODdIHE5MGBjBhHMVomMcTlybcVOCPcH1cPY4Hw9BJ0RZLnBysb+0WLtncw4y8PAw5HRyJE/eRL16ls2VwcZaPzCnFUw41ytAEHScjoEDomO0go5zFWKfcajgcs4O0TECBMFEAudFFOxzdgX7go5zOOdwwbUEz+Vci3MdRMe4JNgV7HGuh3OzgkM4IBCHMC5nXBJcL+cGiX3GoYJ9zsfEJHGbquG/+aqv/MWf+bnioZc14VR9LLDAjXAu8YQBgZywGVFtD9efebpf+cbK4yF6xkHicMGEg3HDxLUZhxA3xrhZwQFOK9gXdJzDBM5hnBskDicmDIxgn3MY0TEOJ67NuCnBnuAA51DOx1fQCVGWC5xc7C8t1u7ZnCuYHJCDQY5kyZuoz59lc2WwvtYPzGkFE871ChAEHQcDBwSiY2DsE4cTHQPjUMEBzg6xzwgQBJ0EzosomHB2CCzYF3ScwzmHC64leC53XgiiY1wS7Ar2ONfDecEJxOWMQxiXBBPOC00gOsbhjBeQSeLPF3GdsnH8vnsvrq5x932knlcz4YGLlpxLPGFAIHdS2eR0cXNw5qljSwtnTv9ZCRYUzlWIqwiMPc7ViH3B5ZyOcQPE4YwbFEw4VycmLLiM6MjZZWAEHYHRca5XMOFchdhnBB0xYVzOuTpxbcYNCfY5zxUcSs6VjI+PoBOiLBc4udhfWqzdszlXMLkMnE6OZIkcefUsmyuD9bV+YE4rmHBuQDDh7BCIfcY+cQ1OMOFcneiIfQZGK+g4L4xgn3MVAjFhweGcS4xDBc8VHMZxnks8H+NqggnnugTB4Zw9zsdGXC/jeonnYzyP4HIOBNdg7DM+RiaJP1/EtYlWdoq5oxw9euTU/dvZFBYeuGjJucQTBgRyJ5VN5sL66PQTf+2L3/hT//TdfSeBc2OCA5yrEfuCA5yOcSsEBzhXIa5KXM4JOgKj41yvACHD2OFcQ9ARlzMOcK5CXJVxE4IDnKsQz8f4+Ag6IcpqnuXF/tJy7Z7NuYLJZeB0ciRL5MirZ9lcGayv9QNzWsGEc1PENYhrcIJ9zlWIqzJeQMEBzmEE4hqMfcYLRjwf42qCA5ybF0w4HxvxfIybIZ6HkJlxdcEBDgTXYOwzPkYmiT8P6rouyxKQ1DRNzrnf73OY3JAKWqfPXrj37jvKe+/zheOjGlJlLlnQknOJJzoBbvKyyb5xcXjm9Nvf886v/LI3zkATFI5yAJYcaEZjoOhVXEWdxZ4yGTdAdIzD5IaUwBiPm6oquEJEIPfEoXKTc+Sqqri6YJ/oGB2hyJFScjrjps4RhXlZluxRIOGJfQLjkuAA59qCjsNYkcwdaoULcwMUMreEAdvj0UzVAzJKWDAhDjduxoWlljMRIGSYc0BkWp6ICHcfj8dVVXF9golG4WaOOQREhLkZJrEvC/CEmbEjIgB3B3KTU5F4cQV40AlRVvMsL/aXF2ursjlXMNGSg0Fukievoz5/js2VwfpaPzCnFUw4NyiEW13XZVmyIyAiAG8x0YzGRa8abQ+rqjIz3NgVIGGEm5gwOkIKAeZmmEOAw2g0qqqqCVIy5zlCuPExCybEhEHOGShTAoKOs0MgYYbRERitZtSkVFjB9RK76tGo7PfYJZTJuWnU9Pt9dmSkULIOOyLC3bm64ADREaIVAsyNHZFDChNFUZgZkJucPOFcJtd1KktgNBpVVcUeM+NaJEWOVKTxeFxVFTsiwnawRzsCCncOCjrO5QKEEhYRCqUiRYS7s6eu65SSmfEcMmOPg8DoBAgSZJQwgo7TCbXYYWa4sSMi2GFmgJlxU0wSfx5EhLsLBAIhwzhM3dArqIOf/YV/8WVf9F9X991fHF8cUzSNzEwWWCDnEk90ApywKodvXByeOf0HH/z/XvXSUyUYBAgBCQuICCDMJZmZGwbGREAwEXRMmHGJcTmjY3SMjoEg6Dgdh0Ykw9gX0KAGAYaX4BAQwg0HpzMKmSmZs8foOFcVdDITBk5HYOAwimxmydzoGBidoOMgyCA6Tsc4wLm2AKEsBUqWDIb1qPBWSuZGRyAUUmEuNG7qXlEZGJ3MVQmcfQYGGYQMEwoJvDAMckThDoybuipKrk/QEWRkWKKTwegIBAYGGZSze6qMsSgMQRM5ueeIwlOCAOdFFeBBJ0RZzbO82F9erK3K5hxkwkUYcjq5SSl5HfXqOTZXBhtr/cCcVjDh3LwaMohWAAkzLEEg5ShTyihhQIBQwtgTTARkwjDDDBIdgegY1ITjGRwMEoxzXVgq3CWZGR+boCMIJkoQiI6BIECQwOnUWWWy7VE90yuB3CgVpsCc6yJ2CWWZOw4BEZjRMkNgYEwIBEKOBUpYcICBMxHsEwcEHSHAMWdCIGRYYl+wzwGB0ZLEHjPjWiQBTdOUZZnBmBAIhQS4WYGxJ5gQ+wyCjsDpOB2BwMBBEHSEQgIKc4GBSeyQGTscAgwEmU4JYwRUGCApjO3B9uzsrENGo9EouadUmHud6yqVBhk55tw8k8QntrquU0ruPm7qXCQwxwzE4QwEAd/8rd/+nve8c+6uu2PuaG1VzrRkgQVyLvFEJ8AJq3L4xsXhmdNr26tlogADgdNpkDCjE+B0BIKKiRoayGDsMzpiQlzOwOgYEw5iwukkaIDMXGJXDTU0kMEgQQIHpyMIJgyEhAAhwwzKwMHMeI4wBEEnoIcJBKLjIKihBEFmX4CggoCABhoQJEhQQgID58YEZBA0ElCZAYGEAMcNHBqE5GYFlkEoJDcTxmEMAgIJlbggg1DCgECAY+wIyRSFpwTBhBNczrlCQIPAAtVqJAPOnTt35qkzv/Zrv756fvXMU2dWV1c9eW7yyZMnH3744Ze+7OFPec2nvPwVL+1ZKTAIyKpnrHSuTnSMj0GAB50QZTXP8mJ/ebG2KptzkAkXYcjp5Cal5HXUq+fYXBlsrPUDc1rBhHNjxk1dFGUDNRmSgdERHSEHxwqoUcLGqs3cMKdjmGGAEDsCCkwgCCQwzMDAoYECGmhAYJBRBQUWRA/nhRCQQXQyAgwzEGTyRx/56Pvf//6PfvSjH/nwIxtr69vbA6AoenecPPnyV7ziM9/whrvuvOvUqbtNVIUBTieYcHYFHWdfgDcwhgAHpxMgcBCIDITCzR03zCBBAw4NwQ6DMnAI9oWxS8Yuw4JdZpBBCEiYg0NAsC9AdBJ4k6sisUMSe8yM69agGgmEAMMMMwxIkOgYCARCQccwdggFHcfYkZGQ4waCTAYHDDMwOpnsWIW5CKNlGCA6CRpolOvczBW9IVmKum4uXrz46Ec++v73v/8jj3z0ySef3BoMctMUZTk/P//KV77yDa9//Ste9crjx48DpZUlGDjXFOxznsMk8QkvoGnqr/y6r1m+5x6loijLIhWenB0uLApwQIZ30n0P3v91b36zCu8dXRgWRYRZ0QNkwWU80QlwQlVGFy/WT59+2z/4+8ny5trqs88+vbk9qGb6wHB7uLW12atmgNFoRPLhcDgYDEaj0XB7xI4wv7i1HTg7xk0dxq7t7W32BBMOzWhsoiUJiAhaEUhEphUiRD08cdedj374Q0cMidr4S3/lrzx+5nQ2rx2HxZmjc73+zNxcr9ebn1/o9/tHj872+zMQR47MLSwcP3JkZuH4Ajtc3H1i2bicIIwwdlX93mg0Gg6H4/H44tbW3JG5wdbgqTNPbaxvNoq6riNi7cLGcDjc2toajUZbFy+ORqPB1mAwGl4cb2Nhoox45AMfSpC4YUGnhgZ92Zd9xV133NHv94/MHZmZnTl5cqnX683Ozc30O2HMzc4tHDs2NzvbK6uWpH6vxx5jX5aayHXOOfL6+vqoHg+Hw/F4fO7cajTNcDi8sL5+fvWCcmyubzxz5syrPuXVb3rT18xY2TR1UZSAExzg7Aj2OQSMpVFT/9K//OV3vutdv/O7vxebA5qGqkcEZrjR2h5TFJiQMIPAneRLd9/9TW/5hq/+6q+erXpHysq4nLNDTBgfgwAPOiHKap7lxf7yYm1VNucgEy7CkNPJTUrJ66hXz7G5MthY6wfmtIIJ5wYECBJskb/zu777f/s/fsmK5EUrvezhlxxfOH7HyZML88dai4uLVVUtnVg4evRoVVb9mX5VVlVRlK2qcjOSs8fNx+PxcDgcj8fnLqyePn36T//0z06fPt2fnXn67LObm5vPPLty5ukzkaNuamuat3zDN/x3b/kmoul7KXBuTES4O3sCBDUEOJ3HTz/1jh9/58++970rqxfYHmBMjEaUPdwIISEoC4YjeiXm3uu/4XWv++Ef+qFPffUnBR2Bg4HTCjrOvsj4J7/u9Re3h3VdV0Up6cjc3MLx40fnZpKnuSMzC8ePH5mbyzlXM/252dl+1XvogQd7RTkajVLld9xxJztcJGHiuWS0gn3nVs+JThiPPvHYaDQabA2Gw2FK5ebW1tqFC5tbW1ja3Npcu7C2ubW5tblNJ5JiRnzg/f++LFNucioS10lgZPS27/v+Z59+5vjJJZ/pzczNLhxfODJ3pKqqfr8/O3tkpteb7c0cnZs7evSomfX7/bJMZVEKEhNBRyA6o/FoXI8Hw+F4PF5ZWQGGw+HFrc3hcLi5OVhbW9vc3Gya5sLqypkzT//MP/3JHp4wSYGZIQg6JdQwqutR3fzUz/z029/xzkcffzxGQ5oGC3bVNSmRHIldOZAoi7nlk29685vf/FVfc9/Jk4nLOZcJ9jnPYZL4xBPg7BMMVB85eoytbXpzeKJpSM4uQWbCAGEw02fuSH/xZDYP88DZIQs6ziXGhEhYyrI8Hm1e5NlniICGEAZutCRaXtCSMENCoijZZUE4EQiMjjsOOC0zWnIuMcBpybnEjZYZMlwYrSIVzflnj5y66+LpRzJkGMKphx7afPxZcFrJiUCBgRstoyMRYpcJjJbEPtEJnsvoSLQkzDDDnZQwo2mQYXSKAjPqMSFCyCkKUkFuSEY9RFAW4+F2AqcVTDjXISDTGcOJpZPjtYtk0evTNCjTybghgWiZYcIcT0QmDDMkWnIEEgIDA2MiOcmQiIxAjkHlbA+JoOy9+rX/0e/85m9VUIKUzQyclkB0DAlzWjWUMMqsPPPsj/3Yj73jx398Y/0CuebIAmVJb66cmZWnJjeklKqiSIWZAcrRjMbKoahVj8k1qxfIDUXVn5358i/9kh/4gR/ozVR9J0OCBgogQGB0jH3GDQrwoBOirOZZXuwvL9ZWZXMmgh0GLsKQ0cmRUvI66tVzbK4MNtb6gTmtYMK5fkHHhF2M8de/5Rt/+p/8L+BgmKNES4GEoChIiWZMM8aMVgQtM5ITAc4lZki0QrjhhkTO9HpEBiGhTEuB+JZv/7b/6fv/bo0qLJNdgANmxvMJQDkicip77BkJjAbe9/u/+61v+aYPfeBDsd3giVQyM8Nsj8IpSy9Scg9zdigU0VDX5AZlRkNG24xqxgGxfP99//gn3vN5n/3ZhoyI3FSpB9R1XZZlJrMj48dO3Ts8u0orZ7zADXMEEUi0DNxoGQgyYLhhwS53WgquSYExUdeYkRx3cHImjH6fpsZAINEELTdQKmiG21y3AAcCnDF82mv/wgf+4P1IVAXKNKLlBZ4QhJENCQEZAs+4E4EcS7QkBGR2uZBIUJaMx7SMjhtydoWIfGRpeeXpp3ruJpo6p7LITsvA4IMf+sj3vPW7f+3Xf+Pi5iYUVBW9kjJRVVhgART9PjvCCEQEdUOIwZC6YdxQN7Mnlv7a5//lf/j3f/COxSMOYwFRmTdBRK6KNG7qVDidAE8YHWeHSeITT4ADomO0/viJR171slfYibvLmSNFkZome3J2uCgjTMgIGOcmADdVpfpHsrmJS2RBx7nEmBApSGZEVm5M2RVGWESYmzlyKQD3BEhihxRcYpGCImcTLRnhFobMATPnueRhgAPCeQ4zAwqMlsvAtrbXzzwxs3zi3FMfLUGwBfc+9JKtJ1aOL9+R+72M+qk0hYwwz4ogh9GqhyMzA5K5mQGSwmgFSEHLgl1y9kgCJJmZezI3N8s5pDBzK1whc7PktEIWMlEqORZqZnpJudm6uL61tj4ebSVwWsGEcx0CBAFjWFi6s1nbXLjjboqC5E3dSE0YYUTyIIAImXLCCk9N00jWkgSYQG4hA9EJQ0ZVVRBAKNzczIAwIqnv1qyuDTYufMrnvOF9/9evJyLV47IozRK7xD4jYLtmtuQXfuX/ftOb3rT6xGN4RZHs6JGZo/NWVUq98GSpyLJoMkRKLjegMAciY3QiGs/ZR6OkqIfb24Mtmpocd95/3y//0v/+6pc/5NBkVclSsM/YZ9ygAA86IcpqnuXF/vJibVU2ZyLYYeAiDBmdHCklr6NePcfmymBjrR+Y0womnOsXdLxBQ+yt3/tdP/p3fnB++Y50ZH44qlPZB0y0IkJSztmUIdwTkHOTI5J3GkUYu1wkTBI75FakgsIVYkfhbiZTroo02ry4sXr+B/7e3/1b3/ItQI5xYYmOA2bG84mWcsaKVKQmyCJg2Oi//dv//U++68fIGXO8Vx5fqspZr6rsRFVEshY7FEbLTW6AKUuZyNGMczNm3PSbaMbj5vwqVcLiK970te/4hz9aASKaXJYpIgAzAbX5wj33bZ9dPfbggwpaCTe3wortwTYQhgy5ZSfAoWpIZkDWHuM6hYIdbk7yiDCzIiVSkqIF2A4XBlHnflmNR6ON1bOMNvN4291zkz05e8yMwwQ4EOCM4dNf/4Y//K3fPn7XKc30GwyQBE5LHtmzkMwUIkOY55Qs5wxulgBJLiTRCTOT1KiR1O/3IYAwdrkwUZlfePrMzOzchZWzvURdZ0spiyrRwA/98Dvf+l1vZThCxuyc92fKmaORkgo3s6oqnIAIiUvcsiM3Fwkbb22HZCHl3JxdhWA8mL/n7ne98x1//S9/Xgk1lBBB4bQyggCcMBIdZ4dJ4hNPgAOiY7T+0U+8+5vf9A2cejjNHksp5ZzdHQhjh7MnoimLIoycM17I3MSOAGRBx7nE6MgBEy7MpRDWYOEiJFS4JSAkILkDktgREgeE5+wEu9yAMFpmBsiYkLMjjOdwdrgoMCAsiqCq84UnHu0tHlt54iNzkGEId7/kpZtPPlPML8zdeafwhIGHETjuYSEjR5bEDjNzMyAj9iiMA5w9IQEKmZtbR1JIQJES7qHGQjnCReEkjJA1EHKaippmONi8uLW23oy2DJxWMOFchwBBwBgWlk82q1vH77m3meurLCVTWBiWnLKQISkUFjlhnlLUjSQzywiQgZwQ4HSCjrm5QhI7zIyWhXIza8qraxvPnH71537Wv/2VX+8RqW6qojQzWmJXGIIEY/iRH3nn933/929eWEXizmXm+jNHj5IS8sByFnLAwesociZkEZJSWXqRamwUwi1h5toeD1JVJaRx3Yxrra+zfpGUlu5Y+je/8a9f8dB9F8fNXFWYaLkw43LGdQvwoBOirOZZXuwvL9ZWZXMmgh0GLsKQ0cmRUvI66tVzbK4MNtb6gTmtYMK5fkHHh2gb++63fdfbv+8Hj915T3VsYSDlIgUuHAgZ4LaDAKQcEYCZuXujYIeLVjIRAhQCrHBLbuam8IhUh0ceb13sF769tbl1bvV7/s7b3vod31HAuB6WRUnHATPj+mwhsPNbw8/9S//Fh37vD2hqjs768nJ4oixnZ48CESjXdMJCyqGcXbg8jNodd5LjIgnIZM8qa2lcW1WO1i8w3GZzQM5f/KVf8U9+/O39klZkzGWilc2Onbpn6+zKsYdfIvCilFvyMgwFGQEyD7cwD6PlIuGAFBEmycUe53lJAsIwMxkBEWEtWuFmRkiZkCuS6OE9L7Y3t9bPPcNwI4+33T0izIw9ZsbzEBhj+PTXv+4Pf/u35+8+xdzxXFRFSubOLnmGTCEjDEkQ5nK3UO3h5o5cCiAkOuFmIUWElKuqkhpaIScIJYVnedb5M09VvXLj3NkGSggw+MIv+vJ/+c9/gVRRj1le7J84blWV3ZET5lmpaRhuJgU7RqMROwSpSF4UllyFR/JIpsLNbLw9TFizvsb2gO0hM/3vedv3/q1v+sYSKohMjlwUTidM4EbH2WGS+MQT4IBojetxqqq//sVv/KX/9V+k+19e9uc9eW6yJweClstoBQ404+1iph8QwyFVBZi4RBZ0nEuMjhww4QLC3CxqLExIQoVZAiQB7g5IYockDpIyBDvkBshoyQXI2OEcSs4eD9GJFJSj8eD06Wrp+Pkn/mwGAsZw18MPb5x+miaYm+HIghV9F2Euoz87G0ZYhCiKHm6A3HAPQ8ElksA5jCRaEma0ctBywwyJVghTiUwoNyaVeDMe18NRjEdcPM9oAEFZNaOtBAgsmHCuT0BAA8eWlsYXNkmJ5SVSUfRnFRbmuJWz/SyF0fHkXiZ35ZBC7orAQkZLEi2RhAmPrNwAbgaMtrfpBILxkMGA8+ehfulnvf53/5/39dAMFhHujghDEHQEP/+L/+ff/JtfQp2pKj8yWx6bK48eHZHr3GDJ3Asr68EAgShEs7ZGE9QjmkCi6tMrMafX96IoykIpqV80ucGsV/VGFzdR9HKMNze1skJp9z54/wc/+IESHBxMJAOBwJgwrluAB50QZTXP8mJ/ebG2KpuzLwADF2HI6OQoPFkT9eo5NlcGG2v9wJxWMOFcvwha1mBbat78lm/8uXf/BL0ZZo8wO+Nzs2EOjvn/zx18wGt2VoUe/q/17r2/cvqcNmd6JgWUnqBILwIqTYUbkVCvXlC6IFXAEiwXpIgCUkQ6AjcoSBEUUUB6LyEwE5IpmXbanPKdr+y937Xut2fOZJjkDCmG3099HjyggaymSWLdDn3qnCSiQSxG+sTECUaKY67gpZVu7mXp5uYC3u3QWqPTIUbccAO75NGXvONtb8Q0rNgAACAASURBVAuCe2SdAiLCj2Ug0IESHvHox37yff8PTXTTZHNktCteBiFJJUuCpMQoeZRYYrmVhZdljJGlZRwcUIaG0JRaQhLSZqNUUA8ilpeWF2m9BiQunaUV1rr0ehqLP3/Znz7lyU8MQiL0CUShMT1ZLC8TUgyGhyCQKJJkw4O4umCipokLCKCgiCBCRXFEhIpyQ9ycPqEinKRpamurKBo0UfL2mhiKBSNfbdHN6fXIO4QY846IuLuIcIqI8GMZlPid73KX73zjG4gwOE5ao1bLkrRPRECjaKEaRV0FnD4VFMxwEKHPhD53BNwCLh4tRiPSZ46VmGOlRCeaWoxra/S61Bvtpfk180zleS95yRtf/VrKSFofmJiSrFam2i26Wm+KiJVOXtIrpCjs2GG85CR3TiuRlHpGLU1GBj1LpJ5JSIoY61nDylJj7LZaHJ1FFeevXvvXT/zfl6SCGQEQFwcMFSrKCeLu/NdjoIBTEXJn0+aptaWV4a07TZRruVJRUCCKRoEsiYJryOq1Xlk416H8GOYpgsWy28kEtYhFMSckQRVwd0A1AO7GCe7OGVQlNaH0mDbrUegVRVQkCWCcppymVIyKcopzglgaSfOyvX9/NjE2d2DPIAjk8B9f+/KnP/25z3/5q1/+1rdWl5ZZatPL8YI+CTTq0myQZs2hccmyvCw1CYU4KqgA5s5JrtwI7s4pIuLuIlIL0F5rpLKyvBx7OceXMcchTZOB+pbN04/41V++773u/aAH3DcADmKsU26YAe4uEkqzhz/mkm9euef4aqs1t8TqKpJQFDQb1GtkGUFCvVYfHM21XrgQDXNUUKHPLSCSJiWRXg8VemVTUuuska+VebtcbdHrkQSKnLROjKQJ9frY1OSm0eFLfv3Xfu/Zv+tYA7WIBvKCNKVHZf/RxTvc4cLewgKNpo4ONUaHe5iJunCSOIloiq8tLbNwnCCIEJ1ardZsZPVaNGsvr9DqEiOakib14VFtNPJ6YkHSNM3zMkkSd4+x8DJvJNo7vmTzx7D4J69+5TOf8lRgAPIyZknAaK+1m4NNhJvCQI2KOWk2zOR4fXK8kCxKwjrjBHEUA6KAQLREQyistzhPa669slQ3ROkz1ik3nhmUuBBSeOEfXPrX73x7VO20unGlTUC3bRWt1ZoDncIcRZR1hoMY7lSMWBIg1RDRsgy9UguzTqfX63mvS9kjGiKYkSmNmjYbP3fb29//Hve6573uMTM9eZtbnYeDAMY65cZpwZ+97jV/+vyXsNZhYloGB7PBoQJxUQdU+poa2gvHhzXrtlZ6S7NYTq1GLRscHQEcxLW71ClX1hDFI2PDDDYbI8MRFwnm7olmWb3o5VIavSK21uLxecru2Mzmr37h87u3TJRGonSif+prX/zUf3zu61/92hc+94Veu8NqGzNqTTptJNBsyOBw2qybaNqol0YSGoaWbu4uIiacYtw4LlxL3BRr1rNuexWPZavl3chKi24XVdzD8Mju3bsf/rAHP+Ded7vfve4OuLuIcIqIsCEHwcChcH/9697w9ve868ix2aVWu1hepihJU1yBZHi0NjgUBgfa0WqNpkvolLkbqKCCmzh96ioiZpaIlr21WtkJbu21dpJqPjuLCBWhV0CO1BgbqjcbW3dsv/jii3//d575xe9d8cAHPLA8cpSR0TAxTZqGWj2EpLOykiRZapYga8eXbXERjLI7fd65v37x/3r8Ex4/s3mm0aynCRk4tNv2tW9+401v+Zv3vfPtWGR0OBkeGtq0ac2iawhoLE0cK2PZarG0QqfbHNv0qX/9l5+57XlFRPE0iJmJCKdIn7vzX4+BAk5F6JNajVhC4CRX1imuoKCoIlBLaTYYGakNDeRuLuDKacpZiKMWKfJ4fJGyYGkJFZKAKp0OQekzoU+VPndOcucMSlLDnBCSqfFQy6LiSSCoqbhwiopziqoDRkU5wQQXKmJpSS0vW/v2ZxOjCwf31iAFgwgRehAhg8zotYrLr/je177xjQ988B++9JUvtzsdzLEg41NprTa8aXQt5hEvcRExUW4Kd+ckc0CCuju9TpqvFbNHWVsjSXedf+vfftKTHvaQh55/7g6DHFJQUAiAgxjrlBtmQFEWqSZoaBe9PK0ZJE4w2q32t77z7Ve/5jX/9M+fcIzVFTaNyeCwDE2bprgjfc61rEyyTIIWZSFlaa0Oiyu0VyGn7E5v23af+9znor4LL9y5c9fMti0qOEQYgByCgXqvkzfTGk4JJcSU57/4j1//mr+kLGRsLKk3aNbKgAugOOo0VWOv1223/NBBGg2S9HkveO5TfvvJm0aGAQOn0oCOM3to/p1vf/vLX/7KfLVFrcb4SDo6Gs1NFE0IKqlgsRYoWi1ba/vqccpievu2vZdf0YToZEIlgoByUxioUTEnzYaZHK9PjheSRUlYZ5wgjmJAFCrRkhBCYb3FeVpz7ZWluiFKn7FOufHM3U0IBAyHFcUh5rRandv97J1W5+dlfGp402Q7j6UkjiLgRp8Y5kBQTdLgHvNem1jQ7dItWFolOjgatm+duf8Dfv4X7n+/7dt33O6Ot/MEEQIkkIBDmVstVfocxBBOUM7O3UXEzI53O9O3Pj8uLmBJfdvOpD5QIr2g7hJUFRGPUpqttb3dKY/NQrn93J3vevc77vyzPyOCUDEIkEG3y5e//u2nPOOZ3/v+5XR7TGyqDw8RUsmSQtWCiCRiBEML660t2doyc7MMDrz5zW9+1MWPSCAJtEGgAIMaKCwebx3Yf+DDH/nwZz79H1/+xtfKTgcDMZIkndgckkHRGmlApRCPuIuxzrgJVBylDG6Zlq3FOTpt1lqUuvvWt3na0572oAc/eGZqfCChHWkGcMRNRNxdRDhFRNiQgxDBIIBBhBIEHOYWlw5cve8d73jHBz7wwaWF4+QFA01GRscmp3pmFpJeNHcQQR1HHHUy0W67U89qWvTWDu+ju0aZI8nQ1NQd7nCH+93nvne6/e1vd9vbzWyebtRoGUGJEOFpz33uu1/31+C17Tslq3UNkpREBUm6cSTLlo8eK+Zmie3pHef+1Rtf+/M/f/9ESQMJCBUHB3c8ooooufMXr33di1/wfIoek1O1TWOlh5BmIsHdowsoRREX5lhYwO3Wd77oG1/8TAalkwnuzinS5+7812OggNMXo5PI7e/yM1lzYNOmTZzkyjo1FBJDHTVhYmpyrdv55Ec+lk2OxyxEBVdOU84iuCVF3mstcXzxkU/8zbljR4llWRRm5m4qKeAugKoC7s4J7s6PcgVqtdrnP/+5ztIK7Rbjk9nQkNSzXhoIwjrFlFOEPqOinOLCCZZFar1ydd/+xvjo3KG9NVxxRQEDAQEDZV1upIpDDl/7xuVPfcazvvX5LxKEsdFkaEBrqWSJuZSSOQqIiLtzg9y5lpmmqRUFS/Mc/CEjw+/7u797yC/+Ul0wECcvsYREMAgQIAAOYqxTbphRcRAQDFQcDCSigb4ikgb2z87/0Usvfetb/gaHTTM6PBES7XN3+sQcCi9CCFqU1unF2XnWOjRqT3zyb7/gWU/ZvXWGU0oDBQfBoYykgYSK54WEFAGlKFjN2XnBBa3ZOcaGa6Mj6chgz6w08xgREAFVs1q7k7dW4urxdGjgEx//6N3veOcePUXqZAYOZvQFRSFALzdJ9evf/d69H/jAfHGZ5kA6NUWjXniCKF6gJBqilW49um1WllhaSoZHL//Wd87bvFkBA6Ei4FSEG8FAjYo5aTbM5Hh9cryQLIpymgEC6vRFoRItCSEU1lucpzXXXlmqG6L0GeuUG8+oKH0GioGAQ7tHNxT3f/Avfeszn0u279bGUCSJkgCCgQHquLuIIEZRxJUl2i26XYpiYMvWF7/oRY999GOG6loTakJfdNzpE6HPIRqJEBQcnIoYwgkKGBVlA71e7/3vu+xxv/WbiLN1q9YaIa2FpJG7mxmuqagWhXe7Zbtli4t4efGjHvnWt7w5UQETJENyXOkzQQPCCSW0S176py97xaUvxYzJ8eboqDeyXCQS0CRoKmZW9iSWwcv84EE6nQvvc+9//5ePU8QkDQ0oIYEIDgIBcnBHBIPDs7O/f+ml737Pu1lpE4Z101Q20EgG6j0oFBQEHNxYp9yQ4AHz4GXwMu8sx0MHyMJb3vH2X//lRxjUIAdxMgEjUcxMRLgeEWFDDkIBAgkYlOCsS0Ghg6XoSqf92je+6Q9e/BLygpFNA5s3W5JZSHrREAdDHSM1vJsnke7cPN0e1r7HPe/5ile84k53um0CBjjiBAXHIiaEQITp7ecvHjnE5BhDw6HRNBdNQzRwJ3ptZa03N09nZWLH9s/9x7/v3r41ga7HmgQHo+JUHBJQIGLggRwUps/fvXzN4TA1I2kjrdVDvVEQCjAEizWPRadly4usrFCrffazn77zbW/T63YH6zV1TpI+d+e/HgPltBK6scxCUrIxBwMHA4XLrzp2t5++TbZtuw/UClXOoJxFamUt77Zmj4AdX5gTCCBUBISKU1EqzjrnugQEAnThBb/3R69//etYXgrbtjE0FLOMIKCYcpKAUxEDxJUTnHWCpUatV67u298YH507tDfFAxYInGAghijXyp1UKKD0PhKRMvLM57zwLW96I1lgsCnNhmY1SwccDYgJjtPn/FhOn1Mpe0mtXnZ7HLmm3ggL1xxMRQIo66LTLj1JpSziUBoiBMBBjHXKDTMq6hRCynU4HkExIQJCt9e7013uetX+w9QG08nxLMtiUUR3goOVsZBY2EqL4ysYb3jTm5/w2IsdUicIJ5kZoKql4Y4I6migEp28R63uEUn4+ncOXnTXn0WMsbFsoBEatTxVRzGzGMEwFyeL1rtyD7H401e94slPeWI9SYEaWlBGsyCpOgEV5fpWor3lrW979tOfSS3ViWmrNdEMdSqGiATwKHlH8iLuvZI0/ewXvnCPiy70EvMiJCnXEm4EAzUq5qTZMJPj9cnxQrIoyjrjBAF1+qJQiZaEEArrLc7TmmuvLNUNUfqMdcqNZ/QVJWlG6QSJkZDQ1y0JCfvmj16w/Zz69nOs0Sw0cxJAYxR1MHUSpMy7RbvD6gqt5Wxg8P/81hP/8A//sFFPIriTCXVQLMYyz4tGYwAcd0zMRRPWOTgVMYQTFDA24OBwl7ve4+tf/Rr1GpMTYWgEDbHXlYFBQFyDG+2O9LrF6qovLY1vnrz88u8MDw92u92Bei1DOCHi6gaIE2MZ0pqZRRcNIpDDeRfc9tDBa3R4oLFpk9WyDookiKIq4l7kjSQl73WOHWNxcXBm6/EDe4CESu4kQmERCKoCATHIY5GEtMDM42Uf+Mf//RtP9dXVZPO2ZLBBo94LeAAUB+cU5YYED5inVqaer171g5Et09dceWUGDiWxjGUz1AIolaLbS2oZGxERNuQgFJwQo1kkTTK0RxRc0YAWlCmJ4Z0yrye1F1566Ssv/RNGR7PJqaQ51HOP4ojhFozU6C4uMzdHyH7/xS/+/Rc+I0BpJEp0+twRQR13RBDl0OHF7eec64iOjdhQk8F6ltbz9loyMORFGXt50uuV+w8Q7V3ve9fFF/8Kbk5Zk8wwRQEDd64lhgKBvui44ODwq4++5GOXfbg5PSP1RhgczENSIJFEvPSyV1O3PC87XT92DIkXP+qSt7/p9QECDqgjfe7Of3lGxTkrAwcDg57z/vdd9tuPetzguRfkzWYelA0Y15OZhdWVzjX7x3bt2LfnijoEiFQUlJuvF/2iiy664ruXMzKZTU6WtcScoCmuJrgAxlkIfZYaWV629u3PJkbnDu5tQGCdsrHIaYFKN9KDmXN2d44eYXIiGRoJA5tcUy+j4VEjAkbF2YCAUHHDoeyqBls8zuLi4sLRunqapKISEE4wME5TUMCpCDeRc5qwEWNdhAvvet/vXv5d2bEj1GqSR1OLSUzUkjLvHptlYelu93/gv370YwmIo44oGzIqyimlkQhICa987Ttf8Mxn0qg1d24rAlHUBFToc8ch5pmGpNtpHz6SCFfv2bNt84SB4ZwiiLBO2YCBwpGV1Z3nnVcsr9S3nSPNwQ6OgGlQVQnRnUwoCltZZmEei2998xse96hHKic4FQGnIvxYBmpUzEmzYSbH65PjhWRRlDOJo05fVCqxTEIIhfUW52nNtVeW6oYofcY65YYZ65RTzFExcNYV7ksrrZnxqTAzEybG85CIq5q6leJWq6dFu90o4sqRw3TbJOFv/+ZNj73k1xXyGLMQAKcSqLg7ICL0ORXhxjAwcDAQyGAlsmXbrrXWGo16Y3qmSGqRBDH3iMegmiUhiyYrCyvHjtnq6q888uLL3vseThHWKWdwd04xARfAhZe98rUvfu5zaTbDxGQ2NppLiCIIiOAWjCTSDOH43DxLq2kjO3bwymYmZp4FcVwwdwdEhFMiTp+rixrc934P+tJnPsvQ8ODm6V6gUKdWJwoOKDeOiKgTrMgPH2R5aXZlYaReTzhNOcWpCDeNg2BUxB0wwTmrBFnrlZd9+MNPeMxj6lu3Z8PDXbOYBFfJCN7u5K01n59vjI7uv/yK0cEsJCjr3DjJBBcU3Lhq3+E7XnTn9tra8Dm7OqrWqJugjjiJindzXW53Du0bGB64+od7JydGS0PUAXXARASUG8GoPPLXn3DZBz40tGOrNetlmplm7ubmeAQDVdci77Iwz/LieT91q+9+8yuOq3smCoi789+fgYOBQwm/+JCHffafPz28Y1e3OZAHZQPG9WRWNjqd5at+eMlvP+ktr/2LFAJE+iwgVISby8xe9AeX/t8/eQXj42F6Im00Yx5BS1EXA2MjwkmWGlletvbvT8dH5w/ubUBgnbIxwzhBUU4onUIo4ecf9NCvfPpTjE0kw1Oe1jRoiXsAdwycs1IqZohR9sTNF5botHuLcykuIpxiVBynzwUIQsWpCDeRc5rwYxkcmVvZNjXJBRdQqwuigUiXssvqMgsLL/zDl/7e7z4/QwIEAwcVhOszKsppZS+nll38+Kd88O8/SKLZxLg3siiYKiAEMHcXi2oxLh9nbn5wdGT24MFENQ0YuHMtEa6lnFUJJczsOGfpyLHmObus0ey5ihMIgbTArRbAkl6vbC373DHWlt74zrc96TGP5wQzA1QVB+HHMlCjYk6aDTM5Xp8cLySLopxJHHX6olKJZRJCKKy3OE9rrr2yVDdE6TPWKTfM2JhzWre0t779nU9/+rMGZ6bz4cFCVV3F8WgSy1rC2uIii0u0209+9jNe98o/NzwgZqaqXI+7AyLCTWFg4GBQQgNakS3bdq0tHNfp6frEplyT0mug4oZH9VIpVSTknfb+q2ivvvo1f/k7z3i6cZqyMXenYpymhkTnM5//8gMe/DDc0pktMcssBJIEoU8iwUkjsZfnK2sszI5tGT949RVB8OhpQDB13KOrUFFOU6dPcudl//dVl77oRYxvSkZGwshgoWqlUlFuJJXgFmKRHzqUpdI6ck0KHk1U2ZBw0zgVoc/dOcGEPue6BALiRlcZGp/2LBuZnG67WxBQyrKYXWBp6cJ73fOzn/xIEzBQruXunGBIbm4ms0eO3uZ2d+p02o2ZGR0eXoulNBqAugW31IjLre7+K0eGxo/NHqzVA+Du/AgRp6LcSM45599+34F9YcvmZHTMNAX8BMBIQJ2oedf2H6C3dnj52MhAI3GkjGmSirvz359RcTAo3Cc2b+3MLU/e5g7LQh6UDRjXIZZFC6srnYMHL/unjz74/vcJEMDps4BQEf4TDH7hlx/5yQ//U/1W51s9cxNDTXABjI0IJ1lqZHnZ2r8/HR+dP7i3AYF1ysaMioK742KCCAY59OAXHvzgr/zLJ5nakQ4OlwN10sTLAgdTcRDjehwQKo5g7jllweJK02z56EHFQKkYpxgCCJWA0OdUhJ8cA4O0uYnNkwwPYS5ponk7Hp9lcf4lf/Znz33mcxIkheCIg4MKwtkYFYXS6BXlLz30Vz/7uS+TNWrjY5YoaVIEEPpSE6CQqBa11SoPHBzduf3A3j2ZIx6TJPR6RZalnCLCtZSNRQchL6wMOrF1W95u16ZmtNHouaIh8YBrTMTVFZOiF/J295qDiHz8wx+6/33uAw5YtERVRHAqwlkYqFExJ82GmRyvT44XkkRRziSgpkBUKrFMQgiF9Rbnac21V5bqhih9xjrlhhkbc9YZlDA6NpPn3dFdOztZGkXVEcfKIjVrHzxIa2X8vPO+9+1vTjVqpZEoZqaqRVGkacqZ3B0QEW4KAwMHA4e13CcGxyjL+o6dZT0taxmaohmOOMFNvFCLRa9rqysc3ffe91/2kIc8ZKBRM05TNubuVIzTFJcI3dI//+Wv/cJ97s3ImI6Pe5ZRy1yUPicYsdMbrNWlLDurK+X80dBIlxaOBFBIcHUTEXcHTPhRjiZIJ3oa5A//+OV/8tI/YXRkYPNkLqGUxFFuNAmqFkMs8kOHhocaS1dfKWBl1BDYkHCzubsJ1+esEwiIRYrAwx//Gx/7wD+M7drdTjUvy7qEot0tD19zwR3v9JXP/FszkECMhMBpzgkepY+VwnZs3rnaWhveuTPW0ihaIBYEFXVLzNJOt7Xne/Wh8c7K0V43inqWJbGMGpRTRISbwgo8MDC1tddayXafF2o1EzXUzHA1UVAnNlV0cbF19Jp3X/auX3nIgxIncVRU3J3//oyKgoFDMjxKNjCyeVs7hEKVDRjXIZZFyw9dw+rqD/ZdvX1mIkCgIpgiVISbxcxUNTomZCNbiEXtnF2maak4SsXYiHCSpUaWl639+9Px0fmDexsQWKdszKgolbyMIQQVBAoowGBm567WsePJzNZyZEDqdS8LTHEVpyLGmRwQKo5g7nkoY5xbauDLxw4EfpRxgiGAUAkIfU5F+MkxKI1afZgtm+tbNndXV9N6g9Wl4uihO/3MhZ/9l0/VEAXDgyNORYWNGaiBQ+kE4Zce+r8++ZEPs2lmaPPmTpkntazAo4KAW4oEwz2qxc7ePWFoaG726EAQN6+pGLjzo0S4lnJWRfQ0SCd6L8jkzLZyfqmxc2fRaJiGQAA1FVdxteAlvbwey9b+A1i558rvb5uZrmnKCQo4FeEsDBQwMCfNhpkYr0+NF5JEUc4koKZAVBCIZaIhFNZbnKc1115Zqhui9BnrlBtmbMxZZ/DyV77+xc95TrZjSzI0FFN1NDWCEYt87YdXUqu97R1vf8TDH5pBRqUoijRNzawsyyzLOJO7AyLCTWFg4GCw3Cm2bt9ZLiwNbN1mg0PWrBWqZo4mOOIEt9RKz/Neu+XHjrzy1a982hN/QzUkinGasjF3p2KcpoCbWKBwXvYXr/+jZz+LbTvrg0PeqPVEEMWR6OqouccylEXRadnCwsj0xFV7ftBQgpLiIg64uwnXoQQgQoBdP33hgb17ku1bpDloST2KcqNJULWoZV4cPpyl0jpyTQoeTVTZkHCzRZyNOOsEQimurAoPecTFn/3Hjwydf37ZyHq9wts9P3asNjV5zVV7BiO1gCjrnHUOAu5RZM3YvG17Z25pcNvOspZ2VUJak6CouEfzWHfvHjriS8vf+/7ltzp3h1IpiiJNU3fnFBHhprDCNZWv/+Cqiy66iJGxxuS4aTBRi4YnJgq4WFoW2crK2tyRRz3u197yhjeqWU0DIO7O/xgOwmqeDzcH0y3bGRi2WiOKsgGjolSMPrEsWj57jPn5pc5ampCAgIJgilAR/hMMSuMNf/uuZz796bXt261ZL1Rx5eyEkyw1srxs7d+fjo/OH9zbgMA65WycdQIYKBgYFQeD5vCEJVrbub1nJkndTcQVFIzrcQGh4iaYe0zNyvnjPnvMyjUHBQPnNOE05SeuKGKaBuDw0dWtW7eyY4bhITSQ51xzELHO0mIApSKggFMRrscAd+kDCsgjj3zMb3z07z/E0GAytolaTcRNcDETEMAylG5XOr3e3BzqyytLmVNXTjJQMDam3IAIOXzzu9+724U/w8BwtnkiZhmSmigqDgiIBbMkN1trF0uLlKtLy4upJAmSIAo4FWFjTkUwMCdNh5kcr09OFqpRlDMJqKkJrlSiJRqktGJhltZce2WpbojSZ6xTbpixMYfoBuy9ct9tb3tn6s2BXTMdKd1dy6LWs7LVyefmBqYmjx3Y10zpgUICirk74C4ncUtwcCjBYXhsJm+1a+fstCwjJCYaRRGlTz2YBbe66NriXDx65M73uPsXPvnxhJvB+FGuCNFxoYRzf/qOh7+/p7ZjRzI03MuyUgQHc3HcXbFg1ghh5dgRVlbucq97fe6f/kFBWGdchwGKgHBCAbWhTd7pDP3UT7UljSHlRpMEja5lXszPs7zQXltJoqdB+AkwNuasE1DAaQvTO3a3WmvNyYmyUcvbHY4u0O3umz+2ebiRghoICD/KDVH6epEnPu0Z73z72xmfGJ3e0u1FE3IRSQi4W4kVodPNDx17zK9d/Na3vtGjp0G45ThcdO+f/8aXviQzmwenJlc7XZUM1EgACSRFPtBpL/1wz4X3ucu//esnhzXjBHF3/mdwcBAu37vntre7k2ze0tg03nONomzAqCgVo08si5Yf2FfL6q1jB4ASFAIIpggV4T+tU9JsDjM8lG6bKVRBceUshJMsNbK8bO3fn46Pzh/c24DAOuVsnDMIpxgVgze85a1P/60nsWVLfWq6NIkecAUFYyMu9AlGxbIy+vGVfO7oVfv3bJ4YqyeZcQbhNOUnK8/LLEtiiSQ874UvfeWrXsXW6XR4uOiVLB9nYfaLX/vqnW/7UwLKj3AqwvUYfSaoGJU/ftXr/+D5L2RwdHjLTFuwICZGxRAQU6OmIr08zi/1Fhc+8e//et+7/5w66ohyLWNjymlGRTnFqQglGPzqIx75sX/6eLZ5szXrZZIRAhIQKo44wQhlWbZb8dDe+sTo8WtmgRQE1KkIG3OuFZ0kHWVqvD45XqhGUc4koKYmKc1WXAAAIABJREFUuFKJFjRoacXCLK259spS3RClz1in3DBjYwKdopfn+fTm7Xkr1nfu8vFGL+aJWZLH7pGjrLYf+LCHfuj/vb+eYIYHwAIVd6eigIhwS3DIMYPh8cmyQ3NmS96slbGk1hRXUBcIDhbMQoza63SPHMma9bUj1ygoN4NxXQoYGOTGwOAmzAd37uo2m2VQHNzpc8cNSMqoFvPjixw//vcf+tCD7n/vWuAk4zoMUISKcMLff+QTj3jEw3ViKmyaKpKUG00SKC0UZVxb8dmjR48cHh9sJspPgrExZ52AghuL7fbE5GZGR+pjm8og5fIKx+af9fznv/SPXpQKCahTEYzT3BFB4fD88tatOxgaTjdPW5LgiQmuCqZqaoX28mLpuM8tFN21RIl4QLjlxNI7bkODQzI1Wds0FtMkFgKJoaASSIq82V5bvmrvztud//1vfzcDpSLuzv8MDk7fq//qL5/9whcnW7ZlYxOdsnSU6xGMPlcXwOgTy2KZX3X1lu3br7z8m4kQqaQQMBAqwn+ORTQwtu28pfnZ7FYX5EFB6XNlI8JJlhpZXrb270/HR+cP7m1AYJ1yNs4NaWMjk9PlWifbtoOBwVwCnoCKGxtxoU8wKlaLFlbba7NHf++Fz3rx7z2vpqmDsU5BOE35iYslIaGMNEanYr0uE6NpraGreefgvubM+Oz+KxugzhmEs3IQzMxVv/6dH/zsHS5keDwbHU8HBjpJNAExKkafWIhWF9bmFjg2e/d73fvfPvHxAJoKZzI2ppxmVJRTHBwEhBzavWJsZJTB4frEpm4jI02RFFccDHHUMVEtu3FxH4tzD3/MY9/2pr+tE1L6jIqyIeda0UnSUabG65PjhWoU5UwCamqCK5VoQYOWVizM0pprryzVDVH6jHXK2RinGD9KOaXT6x46fOj2t799r1s0tp/nzYEiGEWe9orugQPU6+94z7sf+Yu/lKX0uSFiYAh97kJFARHh5nMqwgklTG+fWZydl827ksGxouyF4ZEYDdc0YkJMHSx4Sacb52ZZa//ghz/cNTORcfMYpxkoFeWUD3/i3x/24AfVprfYxESRZbjjTp87Yhj0ijQE7+bl/Bxrq8cXFoeyEFJQjOswQBEqgoNgJZu2bF1eXNQLbm1ZHQlUFBA3wIUNiTrmSRlD0e1ec+AVL3/Z7z7lSfxkGBtzTgtQGo999OPe+953Zeffimaj6BY+N0ceVxbnaoFEcRBQ+szAUX6Ew+jE1rXF481zz7NGs6tCCKC4gqFFHdeVlfbho/e8+13/+aMfydRVFZyKcPM5FQGsjL1oP3f/+3/7S19MLjiv1EQlg8RQUNQzKxut1vJVe8+7462v+Ma3wAUCIu7O/wwOTt8vPvihn/jUpxrn3cqbA70yOsr1CIYrJ7i4KFhRM+te8f2n/u6z//yPL60HCioJpvQJCLeQJz712X/ztrdl5+/KNQGlz5WNCCdZamR52dq/Px0fnT+4twGBdcrZODfEkM985av3ves9GzNbGR/rSnASUHFjIy70CUbFUpyVTr4wnyVlZ35WwcA5TThN+ckzzPjgRz/xiIf/6uA5u4tGrVfkLLU5vviZr3zuzrf/6RqoURHWCT9Gt9tNsqzrDA2PEWq1zVuS2tBat0czRQw1KkbF0miytpYfOBAGB1ePzTZSpYAUo6KsMzamnGZUlFMcnIriUMAH/vHDl1zy2GxqMh+sk2WEOq4YYqirCY6K5A1fay8cY3bhu3v2nLt9VwaKUVE25FwrOkk6ytR4fXK8UI2inElATU1wpRItaNDSioVZWnPtlaW6IUqfsU45G+NM7i4ihgJO5VOf+Y8HPuABJMng9HRj0+ZWUeRFNy1jd++edGTTnqv3To8NNYACUipuYAiGijsVBUSEm8+pCNCDZz33eX/9mlfL5HQyNlVoBoRaPUbDCUZfTCJiaRmLxQWOHnv8k3/rda96ZS2QcPMYG1NO6BTsPmf30bm5dPduazRN1FHc6BPDIQrdHLOmeHv/gc1bpg7svSJRXLkeAxShIvQZ0fjCV79yz7vfk5ltYdNkDAENmAPiBriwIVHHokYPeTfff2BqauLY/r1F9DQItzRjY85pJVYUcWp4sos2zt1p9Vq+tGqHD7/gRS+69EXPSQxRjIpigIGjnCAQ4Ytf+vq9fu7uTEwMb93ecaRez2MJiimU0KurhMWltav3f+Pyb9/up84PwglORbj5nIqDAnkZF1qtLZvGmRhPpqY81J3EUFDUMyvrq6srV195rwfd7xMf/VgNKWNMQxB357+/iAeE6LGIm7dtn1/r6I7t1mhKSHDlTOoIJ7i6EL3QRDPx7tIihw9/9vNfuNsdfjpGEgFxEwMCgVvOX77hLc98ylPlgvO92QDFlbMQTrLUqBVxdf/+bHx0/sCeOgTWKTeW0WecpgYJbJ7Zfezo4eYFtyqbzZwAKm6IcT1ORai4WEAsz315mdm5H+zds31mOksIVEy4llIxKsotxagICH0OBWS4Mbl118LK8vA557QFUS9+eBWNem/uWMYJTkW4QQYODgPTM3mrrTNbaA4YggYQ+gTEEAMDH0DzY/PFocPv/dAHL37Yg5Sbw7gu5QQHMcBQhwijM1s77RYz09nIWF4mkIijzkkmgCWhiGsrtu/g6MTUsQM/tFikeAgJKBtyrhWdJB1larw+OV6oRlHOJKCmJrhSiRY0aGnFwiytufbKUt0Qpc9Yp5yNcZqCYY6G0ixRLeA3n/y0d77hDYxtrk+NJ/Va2SuyVFvHl+348eGh4eNHrlaIRhAQjIrSZ8ZJykaUm8xjKSak4TNf+8697343GvX65m0xqxWasE4BccA0Vet1Q7dTzs7h1lmezUBAuPGMMxnKCYqxTg2Uyqc/96X73O9+umlTNjLqabPUNIoj4AaKJzhKmVnJ0mL3+MKr/+JVz3jiE5wNCCjXZTA6vXW160PbdrTSxNOEKOIoBmbChtyjYBq97p7PHy+OHl7sLI/VEwPlJ8jYQIS25+98z989/TH/pzG9TacnCjw/Ms/iQq9cDbg6Is6PMBRwKga93M/fff7RuYX67t2x0UC1NHeEk9ygSN2Lo8c4vrK8vDhcF24xTsVBQIASxqa3t1qtdGpSB0cKTQwVCU7MPGbLK639P3zac5/xqpf/eQKGB0Tcnf9Z6o2hojGgMzNl1hAJXI86AuoY6kL0QhNNYpEvzHP40FVHj22bGKHwNAi4i5kQCNwSIu4mV/zgytvf9nZy/nneHMCVsxNOstSoFXF1//5sfHT+wJ46BNYpN5ZxklFRTlB473v+/lGPfVwyPRPGxsoki4pgbMSpCBUXo88ja232XXPfBz7gkx+5TAzhBMVYp1SMinJLMSoCQp+DQGTP1Qdudf75TGwamJ7KRYpuj0P7/vQ1f/n0x/+fwVQQbjyD3P1RT3jCB9/3fjZP6/CoSUADIpjSJyCOG2pYTLqdcs9Vo1PTx44cVEi4OYzrUk4y1qlBhHdd9g+/8ZhLZOf2bHA4Ws1JuC4zLTN3WV7pHj70+3/0+y953u8mUFieasaGnGtFJ0lHmRqvT44XqlGUMwmoqQmuVKIFDVpasTBLa669slQ3ROkz1ik/lrPOHRUgB4fbXfSze7/1XUY2hdGRbHAQKNZWy9YKrc7M9m0HrvhWd80GB5QTjOswKspGlJvGPQIiwSEMT3meZ7vOSZoDHcOFU5SKiSNeSJH76qodm33bO9/xuEf+CuCg3HjGmQzlFMUAQwGHAAbjW7Yura4Ob9lJY6jVi5ZliIHhCgmVMrUyK7prBw9KSFrLs6mgbCBwhiK6iLzu9W/6nd95TnPHOeXwYB4SMQUUAzNhQ+5RMHWySFjrtA4eeNEfv+TFz392BspPkLGBCCUMTE/4Sm/TzvN6taTX6Zb7Duw+//w93/2qEjlBRDhNjYqDwtXXHDt313nJ2KZs69Zemlj0PlAqRp9HjdEWFpJeL1+4RgAH4ZbgnCZACe+/7MOPfuSjRnbt6DUG8pAYKhKcmHlM/z93cAJn2VkW+vr/vt9aa+8au6p3DT3PGUhISJjHkwuiiONROMqQjiAgqIggV/AcRMSjIkc8yBxQRJEAkgAKF+5lEiHMyBjI0Ol0d1VXTzXPe1jre9+7d3VVV7q7Okknzfn94HmmZxaGD7zx+jf9zgtfmCK5WyYq7s6PPwMFg0aMbUlS2rDNKv3W1m7ROYs6whJXFyKFKFpfjGMnmJmdqc63CSGiAriLmRAIXDhHT0xtvmiPbNpEW4ejoGCsRTjJUqOUx7mhoazSMz68rwyBZcp9ZZxJaWkYbZ0V89CxZWveUW6ICMZanBahxcUAEdF6Ix49xuzMYm2hLQEHB6XJaFFajBblQjFaBIQmB6HpwQ99zA9v+W66bUtSblPCwtgoli+MjwoEJxGU+8rgO7f88OFXXUXvOtm00TVBAwRM1TEBAYFYJKnEet2nJhmf/Nzn/+Nxj35EJggXlrFMgQgRSuv7SUPn1u21mDgJZzJRl6LIZ6cZG6VeqzcWE0HBQFmLc0p0krSHgUq5v5KrRlFOJ6CmJrjSEi1o0MLyiVHmxxZnp8uGKE3GMuVeuNEkSnRqsZAk2bx7z/TxcTo6koG+kCZSkC8uxqkp5mYf99SnfOIjH+1OEMCwiKYY50E5PzE2XJKGyMWXPfjIgZHSwMa2wcHp6qKkJRfldOJWCiZ5rXrXwayjc+LoYS/yUinNhPNhnM5Q1pKbl1QKePM73vny339J+7ZdoWPdQsMtyxADo8kTXJFCKYIXoVatHTj0qMc89ss3f5a1BE6TRw9BGoW3dVcoldu27cxDGl0ApUDMUNbiHhETJzU6Cp8aOtjV3TZxdCgFN0T5ETHWEOF7d93xiD2Xhi0727t6Y2GNerU4MvLDfbdfsnOLElkiIqxSlhjUo//6s677+Idu7Nixy3vXVxF35wyCFIWPjSVF0RgbEi4gZ5UADvVIW9ZJ77ryhk2NkBgqEtyLkngyNb0wfODr3//m1VdcGcAhgLg7P/7qeaOUZlXLDx85fsnOXenAJq/0a3tnnkfWok6TuLoQJYob1Tk/dowkmR8/3iYoYIC7mAmBwIUzdGR0x+6LdPs2b+9wFBSMtQgnWWqU8jg3NJRVesaH95UhsEy5r4zTKHg0CdqA3/v9V77r7e9K+gZkfa+VgrmzFqdFaHExloQYdW4+Hx766ze/+SUven4GCC1Ck4HSYrQoF4rRIiAssYK6055l9FXaNwy4edmTqaGhJz/5SZ/6txuBAhJQ7iuDzvUD1akpLt5d7uurVWtIICqu6pgaAmI06uVyOS4u5MeOtpXbF44dbjiZIFxYxjIFDKqRJ//CL37tc59N9+wh7SokYYmKcIrFNFErarYwXxw4+PRn/voHbvhHcEWUtTinRCdJexiolPsruWoU5XQCamqCKy3RggYtLJ8YZX5scXa6bIjSZCxT1uaGKE0GSstCYaPTM3suv8zcKbe3r+vyNDX3YnYxTk8zN/3iV/zh6//8zzJaEvCCosjTcmqcB+X8NIo8SdLPfOUrP/vTP5us6y+v66Wtw7N0sdZw4QzBi4y8MTMVxyf/6vWv/8PfeYFCLeblkHIejNMZyloUHBxmao313V3StzHt7g3lrqo7YmCAWgKYFmBIUYpWHzlBdaFRnVFaHBeEFYFlRouCgcATnvxzX/7c55JdD9KOTtMQFaSgyZW1uEfEgDSSFr44doLp0X0H9l+0ZRM/SsYaImzcs3vi4KFk96WlUluHlEZvvbWt0rV4Yjji6sYSEWGVssQgQtbZi0jH5u15ub0hwtkEKQofG5Mir48Np1xAzjJhiUMOGzfvmZybKW/b0QiJoSLiXpTEw+TU4uGhkbEjG/v6DE8QQNydH38Rr+eNLC298Z3veMXvvKRt++68o7NIMpHAuakrENWIhczN+NGRPVdc+a2vfqkzoIAB7mIuoigXSHQmpxcGBgfZsoXudUhAFDfWIpxkqVHK49zQUFbpGR/eV4bAMuUcnBbhHhkQUYNM2uns6dm1a1E8F3dOUVYZZxALbqFWbYwc7l7XMz5yKHVWCacYq5QHzmhRVjSMP33dX73uNa/p2L2LUimv1YvpRRuf2H/wrt3bB6vRsyACyr1wwx0NvPB3Xvquv3sXAwNpf1+eJbjiStRgNJmYiyFGnpegMTvtw8PvvummZ/zqL7cLtcKzRNRZJjxgBhgoSpPjwnfuOPCwyy5jcDD0bTJNOYs6YEiRWVEdHmFmMvdGAAdlLc4p0UnSHgYq5f5KrhpFOZ2AmprgSku0oEELyydGmR9bnJ0uG6I0GcuUszhNHpGEPKKBHBS+8I1v/8w11xASKj1Zb28SEqtWKWJtbIx67dOf+/QTH/MYg5gXbWnC6Yx7otx/ORTQsW69Vxsdl1yaa+IkhprgwhmCF6E+1xgfY2GxWJwVUDBQ7iNjLYZyjyJsvvjSscNH0227tNxVICaGGKCmiJngYppq0sjj2EwcH7/6qgd9+2tfBhqOCqcoq5RlBsfHZzZv2BT6N3YPblyAXEEKWhRXzuJiiOEaHM0LrS7Wjxx+9jN//R1vf2tbljYajfZyZqxSLgxjldLSKOJcrd7X1cHmrW19g16QLNbmh4bf/p7rn7v3GamgzkkiwgoDpcVgcrba31ehr79zYLBKEkU5g4BK4l5MTDA6OjoxVmlTIOZ5mqY8UM4yYUnhqPCav/ibP3/tn6a7dyVd66KHRqOBNTIVHxvLJ0YXF2dLIQBKi7g7P/7yGC1IRJ/5m9d97F8+3L5lR73cHjUVCazFhSZxpcUkFszN2NGR177hr//Hi18YwCMqgLuYiyjKBRKdE6NTm7dsYetWutchAVHcWItwkqVGKY9zQ0NZpWd8eF8ZAsuUc3BahHMzMMBIHB7+yGu+e+vtnZu3xCxtBKIoy5RVxhnEglsSc19caBw4dOtdd12yc6s6y4RTjFXKA2e0KCuq0N7bT61a3rE1pKWiWq/vPziwdeeJ4dusgATlvsrzWK/nXb292tuX9a2vl0oeFBJcMRVH3UwAQ4rUiiTGxZER8mJ2YaoMgRZ1VgkPmAEGiuK0CAWkSZmeSrJhaxFSlogIK9QVDClSK2x+rjF64nnX7b3+rW9KlLU5p0QnSXsYqJT7K7lqFOV0Ampqgist0YIGLSyfGGV+bHF2umyI0mQsU+5FAXV42R+9+u/e9g480rs+WdeZZqlHy6dn4pGjBPneHbdftmNbQkue52macjrjnij3XwOe/uy9H//Qh9Ot2+nuKiRRS0xw4WypFVl9YeGuO572rGfd8I//UBLADZQm4d4ZazGUexThgx//xHW/9sxs++60o7tWRBMQA9QBi0qTiCfRZaHemJpMGgvV2UmhxVmlrFJWRejbuH16eqFr8/ZGR7mR4FIA4gmunMXFEMNVIBNJ8vrC7bdlWTY3O5kJTdER4RTlwjBWKRRG08/+8i997nNf0A0bS91dRb2wydksFqPHh9oSwNU5SURYYaCAY8KNH/vkM375F9i2g45OKXU6yhkEgqi7z8z6ieN/88b//cLnXFsOWIyJKitEhPvDWSYsqTeMVO+489BDLn8w27alPT2iaZ5HJ4aiEYeGOtqz6RNHAwjLxN358WcQoYbtvvKyseGjXVt31ZO2mJQsRs7iAmKgYkqLadGQubni2MhXv/+dy/fsLgkhEhRw1A0U5UKIuCBDw8d37drF9h3S3Y0GR7HIWoSTLDVKeZwbGsoqPePD+8oQWKacg9MinJtBQUuC6/DYzPYtW7W3v3Ogr6qSB3ClSZQmZ4lxFsFCUaNRLYaGL7vyqu9/46sBcBADZYWxSnngjBZlicEnP3/zLz7pmmTnrvZ1PY3aglfz+vETX/jClx/50CvLCQj3UaNRZFly+eVX3HrgUHnr9npW8hDQBFVcQXHEAQNTCqsttAsLdx543E//9M3/779GWhJWOC3CA2aAgaI4LUI1Z/eDLjt25Fi665I8SRFwREQdEwMFVUcpghcSG9WxUWZmvTZLk3A6o8mVFdFJ0h4GKuX+Sq4aRTmdgJqa4EpLtKBBC8snRpkfW5ydLhuiNBmnGKA0Kac4VqAJCPM5Vz368Xd9++v09rcNDsYsJKpey/OZ2WJytNzdPXTwrrZUO9NURPJ6NS2VuRvDWaWsRbn/Jqu1ysAGOjq1d72U2qMkeEKTGhiu3E0WC58+kR8eGhkb3dy3nhY3TGkK3DtjLYZyjyLMmVc6uhjYknb3mgYTXAwQzAUEHM1NnUQ1zs/kh/bvfe5vvOfdf+/cnSvCCmVVw3nfDTc+77kv6tm2rd7ZXkvMtcBVPMGVs7gYYrjSEksWdWy8evToV77+1Uc+/KEiNCkYy5QLw2hRluWRNCBJmb7+cm8faVqfX/TDI0+/9lkfes/bBdydFSLCCsMUxTHhRS/5g797+zvYuVW6ut0zUM4gEBIFXZwrThxnYWGxOk2MaVABdU4SEe4PZ5mwxMAgQrmrj54u6a2EtFwYFPUEL+64ffPObcN33CogLBN35ydCHSvQnk0binqjvGl7kZQ1a8vznLO4gBgoruKomxYN5mbyYyNjs9O9pcTB85iGAI6KYYpyITSKPEvSfQcOX3LxJWzfId3daHAUi6xFOMlSo5THuaGhrNIzPryvDIFlyjk4LcK5mWEKeILQgM17Lh8/PNKzZ/dikjSC4ooASpOzxDiLYB7rHUp1fNImp6qLsykEmhyEFcYq5YEzWhQwiNCzYeviieNy0e62znap1hdGjqXltpnRI5kQaKlXG6W2jHvgIDjceueBB198iVT6Ql9/oQlJJpq4KAIoDo5gYIkXtjib5I368bHv3PK9i3Zvz1QScFCWOC3CA2aAgaI4LYLBW9757pf+/h+Udl+UJ6mhIkGdJhMDBQXUTSks1pmfi0NHbnj/Dc945n9liXKK0eTKiugkaQ8DlXJ/JVeNopxOQE1NcKUlWtCgheUTo8yPLc5Olw1RmoyTjBVKk7LCACdvsOOSy48fO0qlknV3uVAulygatfGZfHKyrbt9euwIjliUIop6SBMrck1KrDCcVcpalHvjIJzN4FFP+Kn//Na3ki2bCxXaO/EElCYxmlxpEsACnhZ57dD+zvbS5PFjigdOMloC985Yi6HcowgG5fX9SLm8cVMMoRB1MZrEEEMUQxpRRDQJSV7Uhg9Koz43NxcCqbBMXBBWKKsajkKa9obu7mzDYKMcohouQsCVs7gYd9NVznRqemb//oc+7OpvfOWLQXBDlCajRbkwjBYFHHdEeeffv/dFv/vb6eZt6bp1Xlh1aoajRyYW5ztLSJEnScIKEWGFYYrimLDzsocM37W/7UGXVgUogXIGAQ2Ca7Uap0aZmX7k4x/z2f/vE5lIgqhzkohwfzjLhBUNMOjetD2PkUpfKHeYkInE+dnixPHf/a3nv/n1f6msEnfnx1+e55qkLqRtXazr1fUVKbdLksWi4CwuIIYormJk7qFRrU2P2/Gj9VjPIDpiqNIiXHDv++BH9l57Ldt3SHc3GhwVjDWZ02KpUcrj3NBQVukZH95XhsAy5RycMwlnMFoUjJavfe/7j7vqqtK2bdLTVwsJAiiuOOI0ubDEOJ0GSlbY5HT9yMir//Z/veJ3X9wBgoOwwlilXDAGOdw+MnLV1l3p5i06uN7ddXq2dmL0j/77/3jVH72ynCBOENwQZS0GRpMrojXYuPvS6ZEj2bYdXm7Pg+IKiAQXlrkiBkXqRalanx87Sl6bHBvrLpcDLQbKhWeggNMiRDh04tierduTLTukvdOSsmiGOeBioIbSJKYU5nmo1op9Bwc3bzl6+La5RtGZJYGTjJNcWRGdJO1hoFLur+SqUZTTCaipCa60RAsatLB8YpT5scXZ6bIhSpPRZGDOMkEVNcjreamU1mF8euGS7XsWZic7duyms3MhFp1tbTo7nc/OVCcmH/qIh3/9K18EBNxNQcQREwQCKwxnhaLcH0aLgHCSg1BvsFDNKwOb0nXd2WBvLJdqbrgmRlMUdQGUJgFrlILb3Gy+/87//ppXv+bVf5KAYKxQlAvNWOZQOFc89OF3/vD2zm27Gh3tuaqjYKghtDgUtKikhWUziwsjI5/+8n88/tEPKTtiIKAgZjQpoKyKjkWe/azn3njjTeU9u62jowEIIKwQEVa4GC0KiHpKoGg0Ro4wP1ufnU5AU07ntAgPjNGigIHS1N67qbqwwI6tWi5rLS/uvHPHgy4/eOs3gXo9z7KEFSLCCsMUcDVhcPtF46Oj5T27ck1MU0c5i0hQN7U8UNSOjzA3/fZ3/8MLnvmsBGJsmHuapIayQrn/GkW0oKnI9isfcuT2u5Idu2NHh4ok9WpcmC1OnPjWd7911SUXK6vE3flJUa17e0cnmzZL97pQKhnq7pzFBcQQcBWjXZTa4sKBfd2VdVMjwwpuiILTIlxw7/vgR/bu3cu27dLdjQZHBWNN5rRYapTyODc0lFV6xof3lSGwTDkH50zCGYxlDgIOXQN91YVqaedFjTRzVVBQDHHUMcEFMM7gngm6sFAbPULK5NhEJ6Q4CCuMVcqFUdQbUsoKeNhPPemHX/t2NjgovV2NRu4nxpidn5qZKqchUcRRp0mUtRgUoHhiwu2Hj11+yaX0byh1d+eaGMoSkcAKR1HDi8wKnZ2pHR159H959Oc+8+l2AmC0KBeegQJOkxkE5q2xrqOd9YNZT59l7UgJEzAXA0wUV1eDAo9JXhRHJ5gcG61Od5WTMrghAmJgtCiuLIlOkvYwUCn3V3LVKMpZxBVwpSVa0KCF5ROjzI8tzk6XDVGajCYDc5YJQZAICgIf/dwXnvaUp6JJuW9g3YbBmWpNssyq1frRIRbmfuN5z7v++utTFYQWcZYIrjgoKwxnhaLcH0aLgLCkXoshDRp47ON/9uvf+n77QL/2tjWytGEFrokZEFUdBQWFiDTKWG3sOOPjBw8c2Dg4IE4irFAKwAwqAAAgAElEQVTlwjNW5eav/bO/fN2f/0Xn1m1FV3c9JI4iIIYYJ5mwRCOdiza7/87+3TtG9n87i+CAo4Ka0aSAsqowEmVqur6+fxO967JKfyyXo0WUU0SEFS5GiwIqTpOrTU0ycvDDN970K7/4VFFOMVCcFuGBMVrUwckLbrnjzodd9fDSls3e09mIdWaqHDn2vVt/cOWl21ni7qwQEZaZYYqCGvTvuGTyxGj77l25ahFSRzmdOOoKhphSWL4Qx0YZG//K97/76CsegkfAXU7iQqiDwMv++FVvf/0bS9t3F51dItIea9XJiXxsdKG+WAZllbg7Pym+9/07rrr66mzX7tjWLmkaXViLC4jRomK0IXF+tj68//HXXHPzpz7hRpMoazFahFXC+XvfBz+yd+9etu8I3d2uwVE8siZzWiw1SnmcGxrKKj3jw/vKEFimnINzJmFNBg4BCnjjW9/yipf/IRs3pT19uSqioDhiqGOCC2CcIcagIYl5fXaCY0e+dustj9xzce6WiCrLjFXKA2W0FI1GkmWL0BUyBgfbK+s9Tatzcxw89MSnPvUzH/9XBwEB5WzGKjPUUYM9D37Y8NDhbPNm2sqFYShLRIRl6ihqeJFZobMztaPDX/jqzQ+7+iEdkgJGi3LhGSjgNMUYQxIKKA2st9yzDVukY12j0EAAczETQHFFDCncC829NF+rHj3yytf+0Z//0R9G8wwRATEwWhRXlkQnSXsYqJT7K7lqFOUs4uoCQku0oEELyydGmR9bnJ0uG6I0GU0GOAYYSos6GLz0D/7onW98A1nWc/nl1UYeTDNRyZk6eIBi4U1ve/NznvPcNE2yRDlFXBDFOZ0hrFDuH6NFQFhhsFina11/tq437e7yjlJVzIMAwWiKoqCguOKFhlgq6tWRYSnyfHo691iS4KxSLhRjhXGKKnz1W9997KMeWxrcIJW+ekgcRUCMU9xZopH2us+PjrE4Ozk91pMhDjjBAWOZIiwToFFETcK23VceOziU7diZrF+/WNQRAQMFRIRTxGhypUnMzVWT0Kjnt9/St3HD2PABVhgOKCcJD4zRok6LMLjtktGx0fYtW7W7wywu3npH0tlVmxiJdTQlUdydFSLCMgOjJYkwsOOSyROj7bt35apFSB3ldOKoK5ipqVsiuVWr+fBhYn7LLT+4dM+eAGYxJAFnmfAAzRHf/y83vmjv89q27cq7uoGuWJ86eCBk6eTosc6gyipxd35SvPd9H/qN5zyvtGtnUW4zTVHhHFwMAVTcyubFzEx+ZOhP/+y1r3nly90Q5RyMFmGVcJ4MbvjATdftvY7tO6S7Gw2OCsaazGmx1CjlcW5oKKv0jA/vK0NgmXIOzpmENRk4RBAooL2tg3J7unm7JUkURRQQo8mFJcYZajlZFiTa4rwfObxx+5bbb/1+GyGAssxYpTxQRouCwZ/99f9+7Z+8Otu6JevuJvrC5JQfP3b4+NFNvT2FkwhNytmMFe5uEiIYtEmJvo3lwcG0u3tuYZEVIsISFwVFDC/SmMeJcTt6qOYeQEHBaFEuPAMFnCZzU9VFbOdll44eOFzavlu7emuFqAQwE3MBVEwRA3MvKIrOwueHDnVUOk8cPtTBEgcxMFoUV5ZEJ0l7GKiU+yu5ahTlLOLqAkJLtKBBC8snRpkfW5ydLhuiNBlNBjgtBo4GqDkPfcRj9n3rWzq4MV3XYe1ZkpTaGl6dmK0ePU6i//H5z1zzuIc1nFQw5xQRlCbndIawQrl/jBYBYUUOL3v5H7/tLW8rbdwcOjtiqnUryBIgGKBRQFRMAS8apSwk9cWFA3c+8rGP/tJnPgPEmGchZYVyoRgrjFPUYbFRdJc70w0btdLXSFJHERDjFHdOMkoN13q9evTIv/7rR37ppx8vDjjBAWOZIqzIi0ZIShG++q0fXvPwRycbNpU2DC54jggtCogIp4jR5EqTmJuDZlb41Il8ZKQWczXSQJPhgHKS8MAYLeo0jc/V+ysVujrXbd0yOz/vMXJi/I1vetNLfuu6vBZL5VDPiywJrBARVhW0JBEGdlwyeWK0ffeuXLUIqaOcThx1BUxMKdrLWbG4qI184fBhLN7yve88+OJdnOLgjgr3V8QNiXDzN7/xM499Yvu2XUVXt7uni7OLB+56zJOf9LlPfaKN04i785PiBb/1kr//p39u27mrKJUKUTSAsRYXQ8A1uJVFaxNj8fDQV7/1zUde9WDlHhgtwirhPBnc8IGbrtt7Hdt3SHc3GnBFjDWZ02KpUcrj3NBQVukZH95XhsAy5Ryceyc0GTg4LQU86zm/+dEbP1retkvKpao7KChOizotxmkUlJYis6IxOsbMxPzibLSiQxMBpcVoUYwW5f4yVhVOKmSV/qJWky0b07b2Uu5z+/d3DfYfHz4k0AYGypqcFREMEfitl73yPde/u3vr9mopy0UIyhoUFDG8SIpGcfBAqS2dGTthWAlVfoQMFHBahKYF4otf9rJ/fOu7kk3b6OrxtA3UxFwMARTT4AYWKbBYKqw+Nc2JEY81B+EkB6NFcGVJdJK0h4FKub+Sq0ZRziKugCst0YIGLSyfGGV+bHF2umyI0mQsM7PcipBktWiF6eYdO2pHj7Fpc9LVKeUsL/KyaDJXnx8aCu0d+++8Y+umXuEeGKAIKwxhhXIOzirhLEaLgAAGCg0odfRDKG3eIOVyQ8QECQqoY4KLAmKqjon54nxSXSiOH/2Xj3zoaT//cw3LS5qyRPnRMZYYamDQ0dUXy+VsYEMjyxxFAONsTgkt5ubjwYOPesLjv/Yfn6Apj6QBzFimCHdjSO64UFm/dbGeh8FB7eqwICYscwXUaTLhDO6eEXVhpjZ06BWvetXr/uRVgILhgHKS8AC4e3QXUXUK4xd//Rmf+sT/0757l7lbUTSmpphbWFyYawvcB0aLRvjZX33mZ//138LuXVJqj2niKKcTR10BE0NM3dRJzFKz2f37QT5/8xce/cgry1DPiywJgIjTopy/iAtSg32HDl598RXZwGap9JlZuji7OHTwxo9/7Jee+uQElFXi7vykeOgjnvCd736vfc/FeZaZhoiIOGtxMQRcg5vXajYzxeTY1PRkdylV7oHRIqwSzpMbN3zgxr17r2P7du1e5xocFXXWZE6LpUYpj3NDQ1mlZ3x4XxkCy5RzcO6d0GS0KBjUYXJ2YUv/RrrWlTdsaEgwDYjitKjTYpxGQXFFitQKm5qK42Ov/NNX/ckrXp5CAKXFaFGMFuX+MpY5LV/6+jf/r2v+iw4MZr09RYwyu5gfP/7vX7/5MVc/1CEFBWVNzjJpOA0zUe0d2JoXdA5uXEwSSxMw1qCgiOFFyKtx6ODPPOVnPnbThxzPEOVHyEABp0WI4PCJL/77f33Sz2Wbtll3D6Wym5jgwWhyxQlmQJSIucZIdcEO3vWpL37xiY97ZMopTpMLK6KTpD0MVMr9lVw1inIWcQVcaYmWaAi51SdHmR9bnJ0uG6I0GcuUloXC7jx46BGPe0IxMxv6B9sr6xeV6J6aFXNzfuR4ub1javpYzCmnCPfAAEVYYQgrlHNwVglnMVoExMAgh5u/9J9PedJPZQMbZF1XkSYRaUIFUMcEFwXEVJ2YN0pizEzVj4wcHj+6sbenmtc705LRovzoGMu0MFTp7tu8MDub7bk4L5UcRRQMjLOZJ42iODSUqc5PHw+OpuT1aloqGcsUYZWBgkR46f/96re+5e3lzZvL63vnYyOqcpIroE6TCWdLvWiz+swdt3X09U2NHA6gnOQsEx4AM4vuIQR1opAk7bSX0u1bVcTmFvKRkWdcu/cfrr++rRS4d0aLRnj3Bz7ywmuvY8umzv4NC7FwlNOJo66AibnQJE5qFhyv1Wqjx8jzt//d9b/x7KdnYG6JoAg4KOfPQKCGH5uc3D24vTywWfr6iiLGiRN24thso9aWoqCsEnfnJ0VXz4b5eqNr9556kppodEGdtbgYAq7BLTGrHxuhOr84O1UC5R4YLcIq4Ty5ccMHbty79zq2b9fuda7BUVFnTea0WGqU8jg3NJRVesaH95UhsEw5B+feCU1GS24uKgpVY+clV0yMHG3buTOmSYOAKKaIoU6LcRqFBAex1IqsVl8YGdLO0vSJI2UIoLQYLYrRotxfRovTUphv2bVr/Pjx9t2763hAG/sPtFcqJ44OZ+BQ4h44y6RKyy3f3/eohzw03bI1dPfU3JJyW+EFa1BQxKARGvV48MDfv+fd1/7a0wUSUH6EDBRwmhwXkQL2Hz/yoC27S5u2WVePl8vRxQWC0WSKE8yAqIY7sUhjkd9x26/tve69735nSVjhNLmwIjpJ2sNApdxfyVWjKGcRVxcQWqIlGkJu9clR5scWZ6fLhihNxoqIBj75+Zt//qk/R1oqrR+glNWBVDVJbWqSmZn1Gwb23/aDNqUMEYR7YIAirDCEFco5OKuEsxgtYoiBg8PmnZeOHx3r3b1zPtNcBFcJygoHRAExDYYVeRtWP3GsmJmeXZgMiSaCgoAgyo+OsUwLw5RHPOoJ3//GN0qXXdHIMkcRBQPjDAJJwmK1NDFTHxurL05lCW4mgSZjmSKsMloCsGh0ZJ30VNZt2lgNkiuggKPiqNNkwtmCFyFfqE+MMbuw/667dmzoD5zkLBMeGPcoEoA3veMfXvoHL0s3bchLWiqV68dGmVuYGD22vqONVQ7C2owWjbDodHdU6OpIBzYWSXCUuxNwgtEUVRFanGAEo1Fb7GzP5kcOsTh/xWMf/oXPfjpQtEkWQFHuFwOBKlYrrNLW29a/KfT353lRH7qrVEprk0eNFmWVuDs//gpDlfbu/rqErq3b6kkaXUwUddbiYgg4wYmz8xw+1NHXc3z4YHtQ5R4YLcIq4Ty5ccMHbty79zq2b9fuda7BUVFnTea0WGqU8jg3NJRVesaH95UhsEw5B+feCU1GSz0vNE0C1M333XX4oVdeTUdHNjBYJJmpqimYq7sAxmkUT2gSC16UPS4cP8HUxH987SuPfegVAZQWo0UxWpT7y2hxWg4eOnzRRZdkWzeX13fXqo18ftGHh//kr/7XH7/yZQ2LHRqiE4RzcJZJA3Ln53/ml7/w+Zvbd+3MS+XcirStLY8Fa1MwoQh5tThw4I4Dd+7YsEFxRZQfPadFcBCYMevJOksbt1nPulhKzQUBNZpMcQ1mQFTDHY9JEYvbbuvZMHhs+ECmKCc5TS6siE6S9jBQKfdXctUoylnE1QWElmhBgxaWT4wyP7Y4O505QWgyWhzygj9+9f/8m7/+K9rayv0bks6OKBqVwszmZpmYuuYpT/7oh97XBfXCpCjK5Yx7YoAirDCEFco5OKuEsxgtYjRJhMVIz/o+0rZybyXvKEd1PIgKKxwQBcQ0GGnQYm4mHzncliazM8ciFhBBBJT/QyJeb9hzX/CiD33wX9r27GmkZUNdFDEwziAgSLR0YroxMvKxT33iKU++JgMEMGOZIqwyWhSkgB2XXnFkaLhrx856uZSrOkqLAuKoY8LZlKI9pT412bhr6GnPvvYD7/37lJOcZcIDU69XS6W2HDorGxozs+WLd8dSSPDqvoM7tm+/44e3SBHTNLDCQFmT0aIRchjYftHcsaO6c1codxWiLqwScMRpclGEk8RoiUWi5NVFZqZYnOnuW3/wzn3tSRIgsEw5PwYCNazWyNd3rO/o35RV+utFsbj/jl96+q9++APvIZIE7k7cnR9zBgo1oy0kWf/m8uCGWkiiCxpMjLW4GAJOFglz89WhQ4998uM//cmPtWlQ5zTCKcaZlPvjhvffdO3e62THDu3qRoOh7pG1CCdZapTyODc0lFV6xof3lSFwT5TzY2A44IiDwvpNO+em53p375kWXFM1FTcL7mKcRmnyhCY1vCgJUq3X9u3bdslFd/zg25niThCWGKdRzoeB425eeFQN5vpTT/qFr3z9a7q5kraXfbHamJim2oi1ae5GuXcNcCinvSTl9h3b62kwYkiTwjgnj+UgtRPHGDs2X13o0FAvFktJO/8HFeAQoS3rLW/Z6t0d9aAoCBg4oOKo0xSJNImVC6sdPcLM9Fx1oZSQcpLT5MKK6CRpDwOVcn8lV42inEXAAaElWghBc8snxpkbq85NJ5CwzKHqXH75ow7dfieVnvbedbGU5KoWwEkaRXH82Ovf+Le/fd2vtUGs56VUEUNSY5lyBmOZsEq4AMxAUaBW8M8f+chvPff50lfp6K0sCC6K0yQqLHFAFAhRxTErMitqP7zl5371lz/+4Q+IRxHhTALCeXNahPvmxa/8H29705vbd11sSRYlKURdjLMJqFBvZLVaY/++pz3/Nz/4d2+TwkMigLFMOcVZJiz5+vdvefRDrky3bJVKXyMpIYDi4IirOiasQQyLoVEvhg8nKtWZMUBBuWCsaGiSfekHtzzhiqvZuq2jrw/LF44eY27+G1/5ytUPuTJR7hunRYACbvq3jz/zab/StmVH3l7xtGTCSS4ghiNOkwsIy5wlJpAUnsRYm5r20VGS5B//6R9//Rm/kIBDSkvhhYoqyr1wIGKB0KCYmpjd0FdZv/libyvPLcwX42Pfvf22K3dtbjQoZdyduDs/5gwizFVrlc7e8uDGpK+/LqEQVQkmxlpcDAGnFK08W505fPAv/+YvX/I7L+xIEpzTCKcYZ1Lujxvef9O1e6+THTu0qxsNhrpH1iKcZKlRyuPc0FBW6Rkf3leGwL1Qzk/EHYwmyeDDn/jM03/l6dmGjb5uXa5JMAUsuItxGgXE1QXUgOCeFnnjxISNHpurL2SpZMIK4zTK+TBalBaDhdy7s146O8o7Blwszs4VR0489nHXfPHfPxmEFsFAuXcNuPXOQ1dfdnVb/wbrWZcHJIBKdAHlLOJILDKx2rHDSqyNjQYKJeFCM5YpZzJwKJypudrGnkE2b84qvY0AgZaIAK7qnGREB8FK0Rgfr02OHxs7vq6rvY2TnCYXVkQnSXsYqJT7K7lqFOUsAg4ILdFCCJpbPjHO3Fh1bjqBhJZG7qTSu2Hr4vgC3b3rNm+cy2uShRhAFLe2wquHDz/uiU/8+Iff36u0eMQLl8QlsES5O2OVsEq4YBwE2HrF1SO33tb+oAcVadYQAcVpEhWWOCAKhKjiBPE4P1cMHXzDG17/By9+oRBR4UzCKuG+clqEe2MQ4QUveek/vee9nVt2xCQrNDHUxFxYgwqNRrkoakMHujdvGLvztlB4cCMNxjLl7pwWYcW6gb7Zubmw8+JYbiMEmlxxxFUdE9bkViRF9InxODX2n9/99sMuvSjigSbhQigatSQr9+7eM33ihG7fkbW1FTOzxdDhjnXd82PHgOgE4T5wWgTIY0xCKHd3NBpW3vqgWOooEnFBnCYX4xRhiXE34iRGYmTu1IuZ0XFmJwcv3nbHbbe0KQYliDgeVVRR7okDhitSeBwfm964cQsu5b71tanJtKdneuxYGZQzibvzY86ggG9+93uPf8Rj2jZs0vWVmgQkmCgYa3ExBJxStHR6Yf7wwVvv+sHO7VvKEnBOI5xinEm5P254/03X7r1OduzQrm40GOoeWYtwkqVGKY9zQ0NZpWd8eF8ZAvdCOT8Rd04ShXqkfV2FJC1t3hIlEVITLLiLcRoFxBVwNUDcsiIPtfri0SO//aLnv+1vXi+cYpxGOR/GqobH//m6N/zl697UNTBg7Ukkrx07ztziyMiR/u7uLAUB4T5qwH+79jkf++gnuzZubZSzPBASKcwcBeUsQZx6Iy2K2pHDnQM9Jw7sL4Pi4LhyNuHCMsgdEZr+7K/f+Bd/+ldJ/8bQ29lQd6FJHHVwZYURWVKKRZidWTg68pmbv/D4Rz28zElOkwsropOkPQxUyv2VXDWKci5CS7QQguaWT4wzN1GdmywZokQ4MHL8wQ9+cGOxlm7ZqeWOkCUu1C2acFIpGvV6/fDQG97ypuc/59ntSUiJuCNqKEuUuzNWCauEC8NBDGpOR9ZO7/pS/0Ado1zGFadJVFjigCgQogYjiOfT08Wxo9/5xpcfcuXFIpE1CMuUtQmrnHsnrDCogUNnbz+S9GzYWg/a0CQq56RCnpct1o4fDVmoHh0mj2kaAGOZck4Gf/u2t7z85S9ncHNY3x9DQMAVR1zVMWFNimlelBq1+f37HvHEJ3z5s59OoV6vlkptXCDD42PbN2xlfSXbsqEws7Fxjh57w5vf8tIX/3YsPCQShPvAaRGWFPjbrn/HS3/vZUn/tqR7fa0toIohDqgLYDQJS4xTHAF11LFGPdGgTnVygskxYvEPN37w1371l8y9hGSAOUG4DyIOfOnmL//UTz8l1qtoisqzf/M333X921Mh5Uzi7vyYixDhnf/83pc85wXphq2hsr4eEiSlxViLiyHgZEXU8Zna0QN1ryskgHMa4RTjTMr9ccP7b7p273WyY4d2daPBUPfIWoSTLDVKeZwbGsoqPePD+8oQuBfK+Ym4s6yIloXwe6941dvf8c5Q6Us71zlJIWrBXYzTKCCugKvRZDGYlaItDg+lger0aIDoBAGM0yjnw2hRqGMGPX0DjUboGNxUWtdeXZitDg9v2Lzt0G23lAIYCAj3Uc0Y2LJzbq6W9Q96R4epEKK5OwrK6cRJFKvXpV4vRob+2/Of+09v/VsgNVT5/6mDEzi78rLA+7/n+Z9z7q01ldyqyt6pdJqGVnAQGJBlhFFHxQVQPy7j0BFRFkcEdERwfRUGRRZXUAQEt6ZfmXZU+DBqC8IMIC6I+oJip5NOKp2tktq3u5zzf573nFt1q7JUpTcyn09/v8oXjbE1AweHiwsLr3/jf3/323417DtSH24UmbYxVABx1LmcEemqxSIsLqxMnvzFd77j1S97SQJKyakIzproJOkI4436WCNXjaJsR0AgWtCgueUz0yzNrS5Np04ifOofPv+s//BMOq3hI7d2an2S9RUWzczdARPUyZLUms3O+fN0Vj93778c3Ds2AIkEEGOdcjljk7BJ+GLoxHYWaqvup89N3Xb4McOHbopDQytmaELJKYkKXY4i4ATT4GZFzvJqcf7chftPjo4NiRjXUIR1wnUZm4wHJcKn/79/+Zqvf26cnWfn2FCjkUvSDurC9cSi5rF9aYrpS4ud5pDi0SSosU7ZWmEmqgVW7xugNqD793tWQ4OjQDAFTNhSEC+aqwOBlUtTzM2stFsa80xENeGLoYCvfd7zPvah/5VM3FIMpBQdZueZX1hcXKqFJEuFB8upCBDxTpEnSbZrz97lpdi/d9/qYI1EiCquoICLURK6jDWOUFGnFDstQiDGgXo9zi+2pi+xvDKwb8/n//mzo0NDg5lwJWOTsimPMYRghrtHzM2PnTj+pje9+X3vfW8RY18ahIqySdydR7kIOfzQa1/3nl95+44jj2ll9Y4mLgqIG1txMQSctFPkZ88nsb24MKVYDcW5grDBqCiP1B3vv+uFtx+ViQkdGkYDrpHIVoQ1lhq1PC5NTmaNkenTx+oQeADKQ2NUnEqg0oK+2hAjuwZGRlfMQ3+/qTlXUSpKSYySm1oMbvn8HFPnP/qXd3/ls56ZKF0GRkWpKA+FsW41b//DP372OU97Rv3m22KSJSpFayU/f+5/f/pvnvXEx6uAUxEepJWcwVpfOHBTMrizSIKpIOZiuIJyJXFS3Iq8iB3m537wB3/oZS+6HWx1cXmglsVO3u40O53O2TNnBoeG+vv6zp07PzM7Q4+7t9vt1ZXVdrsdLbbb7dWV1Xa7nedxYWFhdXXVBIux3W6vrK62Ou2VlSZd7m7RilhYtMKtOTeLRdKEkV21XXvJ+qNQiCNUHHFT52piWSzqrebcyeP/6du/5Y/uuKMPEihwBUVw1kQnSUcYb9THGrkmUZQtGCUBQVQ1uuaWLy6yMLc6f87hla/+8d9+xzsYHEh3jiTD/R0JUVScDeoKaJIk0fKlxWJ2mqJ1aeHSsGiGsC2jotwABgJtj0h45Wt+/N2/8vb6TQc7A3XLarjgilMSEbpcQBQnmAkUqyuZeOe+k3d//K/GxkZUWVMUxfLK8vzc/Orq6vj4+PLy8vz8/Mrqyspyk548z1ut1srKSrvdnptdAEwNOHnffYCJAa1Wp91ur6ysttvtvNOhx1zyTqfZatHOIdA/IMPDYaDuITFRXNmeC3hMrSgW5v3C+YWFhaEsiOA4PSLC9nJ49td93ac/+Xe6d1/o79e+vk4RATUFTLiWOipuRS7e9uZKPHfhw3/24a961tM9FvW0To+I8LAURu7ePzRCrW/nxKG2+uriLKfu+0/f/LwP/Y8/qQUenjxGCZogf/e5zz/tiU/TsfFkd6ODE1I8EVfAxSgJXUbJKQmb3J2SGE4N1U5sLSz4zDTt9tO/+jkf/tAHd/ZpO1ILRCcIxrUMcESQwk1F6BLAhcuIUFLWibvzKBehDY970lPu//wXdt76JStJ1gmKKCU3ca7lYoBAaOfFiZNDOwamLpzC8j5Nca4gbDAqyiN1x/vveuHtR2ViQoeG0YBrJLIVYY2lRi2PS5OTWWNk+vSxOgQegPLQGBUHAcVAO/A1X/+8T3zkYwMHD8WBAfrq7SJ3rqJUlJIYJTeIuMnqik9O7hwemb10tjASBQyMilJRHgqj4iCw+9CB6enZ7KYjad+Ar6ys3n9Gh/qXp872gbddMqEkPEif+tvPPusrnqU3H0mHd7TNUQGjolxDnCBeipazvMTiMstLpCkxpzDE0YAIRU4pJHQ6BGWNCGuiUVKhFA13spTccCcoIeCOG+sCa1TQQAgkKgMDmoSQpaYh9A0XBBNc2CCOunEVscQsXV5aPnni4JOe8G9//3cpBIggeILgIBiYk6bDjDXqY2O5JlGULRgCQklD4nmRFG7NZpydmZq9/7nf+G2fvftubYxqX58P94W+vk6nQ0XpEgcU0CSTIiYx7ywv2rn7B/ftnr7veBE7fSFTtmRUlBvAIGKK5iE+jNoAACAASURBVLD78C2LF2frBw92apklARRXnJKI0OOiQDADohe0V1lY5OJFkoA6JXMu5447IpRcMKekQgiU3HHHhJIYJXdKYqhAoOTOGhHWSCBNyTJCmg0Ok6YxyyKOCiLiyvYcBwtexIV5zl84dd+JQ/vHMXdhg4iwvRxOT03dcuhWdu4aGB/vIEUSADUVcDDhKuoIJhYLWpK37N6TYzcdOHvihBLVlR4R4aFz9+jyhl/4xdf/7OuTAwdrwwOIrVw4x8LM6XPnD+wcEx6mwkxUBRy+4Vu//e4Pfjg5fFMhgYFBJMVVXF0MDKHLKDklYZO7UzEkICpGkheh0+ksLtnMNOov/oGXvvtX3wwoRGedOCAIFQMcAZx1AuqIU3LEBMQFAZR14u48ykVYhn2Hj6wuLDVuOrKEdoIiSslNnGu5GCAQ2nlxz73f/G3P/8P/93dSohKUHqcibDAqyiN1x/vveuHtR2ViQoeG0WCoe2QrwhpLjVoelyYns8bI9OljdQg8AOWBGVtTSm7I+ZmFA6Nj2fgBGd3VFpe05lxFKYlScqMkhhge01gkM7PNs+cuXrq0Y2QoSwIYGBWlojwUhlHRS/Mze8bGtNHQ0T1p1lfMLuaTJ9/0rt985UtezGpeDypZYIPwgI6++OW//77f0cc+ToaGY2FUjIpyNaMkijrR6LRDSGOnxcqq1Pu8aBESTZMQkqLIAc9zzTIRoSe224iiSo+orElCpqqFW0m6TCi5iTrujpmIJkkQEVQIofBYmDmJiADqPKDEi7CytHrqvjC2a+HcmQQCOAiuuKKAgTlpNsxooz7eyCWLolxLjJKAVCgsKaJE6ywuHLn1lhN//xkdG9W+miWJ1QICUTBnjStCRUoBc4lFiHl+6SLTF1/+Yz/ytl/4+RoENhiblBvGQKANBgNDO6n39e3d1wkaVUFxxSmJCNdwAY14wfJqKiHv5EoA3B1wN9yBJMsANwfchcuIiKoC7uIldUBFAA/u5qCAaqDL3ehSTVXEBC1JiHh0jzgCKmBUFEecq7i7qKvlcWGe8xc/9YmPP+OpX25WiAR6RIStdIo8S9ICcth98Jal6bn6xET/zp0Lraah6gg4mHAVdYKbqLdpByvi1EUWFxfnZgayTFzoEREeOjNz0cbYgYXFxfptt1iQrJUv33d8eN+us/edGiARHqaIOzgSwaCx/0Brarb/yJHVWkZawxNMEUOMdcYaZ42AOphTsahKvR9zOrnEqEVei7Y6Pc3yHGI//eM/9pM/+RO1NIlORRwQhIoBjtPjIBAMnC6NgZIgyiZxdx7lIkSoZXWGdvbt3t/JsqgKSklcnGu5GOaiHjp5ceLUb7/vXd/1Hd/SL2Kg9DgVYYNRUR6pO95/1wtvPyoTEzo0jAZD3SNbEdZYatTyuDQ5mTVGpk8fq0PgepQHxdiCE4k5Ic2jaUgnJh57/vTZ+i0T3j/QEXFRnMsoJVFKbpTEqES1on9lZfn+cy/+nqPveufbgwCFYYCSUFEeCsNAgWd//XM/+YlP1sbH8v4BywuWWszPrjQXOu18KCQhCJcTHtDugzdfnJpm4hADg0ig5EZFuZohioAIFikiXkgSUsTdozsgKkIo8k7/wODq6moIgSu5u5mJiKoCZubuIYQsy8ys3WqmtVph5ma448oap16rWYxFjBajJCGt1Uwo2u2gKSBU1Lm+4EVotZbPTIYdg3PnTmcQKLlSckWNijlpNsxYoz7WyCWLolxLjDUigIDmBdFUPG+3a/V6xD1NozhulFwEcaFLKQmI4ErJCopCV1Zsbp726sf/z8ee8ZQvVxBQSgYYFUW5YQwMIswtLO0dGWH/gfqevblJdNCAg1MSEXrUKZngaqjgkU4eVANBHFyBdqulQUNIAHcXkSQJIhpjdHdARFQFiNHcXSRQMXpcWGO+TlWDKuDu5qIiqopqu91W1ZAEFS08N3enIoCrOsoVzF3F1fLO4rxfvPSnf/SB533D15oVIoEeEWF7EXL4i49+8gXP/cZk//4wOFSkiaHqKo6LmXAVdQRzsShRY+7z837m3Jt/5Zf+2yt+0HF11ogID5EbET716b9/zrOe2XfTzZ2hmqvYzCxzM3/+8buf89RnpIjyMEU8ugOFeEJo48ODI3RMbp7w+mDw1ARXEMPpMdY4JQF1MAfULaoyMGjmxJyiSMCaTenkoWh3Zi9iEeeF3/1f3veedyKsUdYpuDsYXSaUgoFTEaJSEoKySdydRzmDdqR/YAfjexkcolZDFDFKDs4aEaHHrQh4JEpr1e878bl7/u3WwxOKK6LccHe8/64X3n5UJiZ0aBgNhrpHtiKssdSo5XFpcjJrjEyfPlaHwDplG05F2GBUlE3GtQxworuLBNC//bvPPvNpT+s7eICBoVa9zzXBqbhSEirO1YRgRZa32rMzLC7HlTnAKAosIzNMUR60PM9VNCQBaDv1+hBZ/9DNhy2wsrTAuTNPfc5//IsPfzBz+gWcKwgbCioJXU4n72RZZhAGhukf0r17LUkhUHKjomwlSWpF0QZDLFHcYzDcXVzdPRBwFZVSLGKSprEo6HJ3uqSkQpdUtNPpBFVRcfNSxKWLHnVKwjoJKqIuxBi9S53LiXM5UQHUUTfr5CvTlzSVpYuTCQQQTDFQUKNiTpoNM9aojzVyyaIoWzBKAiICbo7HgGDuggkouIJiCkZJnTXCBiE4jhpGFk1XO62Tpwd2DE1Nn6wLBiklM3AMEFRRbgyD1aIZktqH//zub3/+t+jEzTo0VJgiSsnBKYkIJTF1xBWIakBAMA9B8jxX1SBCV7vVQiSEREXoEhU3N6/QlaiKiIoAHs3d6TJzQFXoCSEAQZQuN3N3czecLhGhy1UAdXpUnZK5A+pUVGLeIba9tdo+c/97fvd9L7r9PweEBy2Cg0FtYJSQDk7ctBKCaxpiIo5rYWJsxcUQkxj78rh66vTQ4ND8hfsAcadLRLgeZ53QEx0TGvsOLy0vZXt2h8G+TrsZT58mTZdnZwYQHi6j4nh0VxEjKsm/HLv3iU96KoUP3PzYNOtfjbGTgoDTY6xxSuJUxOhxDahgUTDMFVNH3Kzdis2mL6zQyWnnX/KEx//xB//08E1jwVHBDY9oAHcwhKg4CKoOGGBCSQj0KIi78yhnsLTSGRndw9hudu5ClJIYFaFHROhSx2KeCG6dYnGO82enFueG6wNKTAjKjWVwx513Hb39KIcmZHgYDbi6R7YirLHUqOVxaXIya4xMnz5Wh8A6ZRtORdhgVJRNxrUMcCKgrqCF0di9Z2lxoe/Qoc7gjigJa1wpCRXnGipudSni0mJncvIvP/qRr/nKpzs0aQE1soDyoOV5nqZpYZa7v/033vVjr/sZ3X0gG+hza7WX57lw7vjFqfEdO+oQQJ0rCBsKKgldDoJBG/qzuozukbExCxkEMNyoKFvJklpneTHtq+WdJu0mGGY44oCqqYhGiyoSY0yS1N3oiXmOCCKI0CUigLuLiIoA5g6olLTIO6xxNoijqqgA3kWXC2vEuZy7444bTsWVmWn6s6WlqQwCBAwMFDDUIUItHWS8kY2O5Zo5yhaMkoAI5pTExFnjCgKe4BoiJRNzAYySUHFK4uoCwXCCS38hNr24cv5M/97hS+dOJZCAUrKIAYIqyo1h4Fgbf9UP/+h73v4b6eNuK7Kae0CUkoNTEhFKYuoEUyCqiZMWTmHN5lJ9cLDVWhV1ukR8De7ESEmFkjlrzDGnpCKqIioidMU8Z4075rgTFFCEHncH3J01KpRcEQGUHle6rNNhgwRijhfkTZYXf+Ftb37dD/+wexQJPDhGZalZ/MAPvfrO3/uDgcNHWn21GNIQE3FcCxPjGi4g4CbmSafIZ+e4NH32wpk9owPiTpeIcD3OOqErFoSE4+dmH7N/L+Pj2a6RkKbN5UXOnXn9r7ztld/3kh1pxsNlVBx3EAgI+EoRP/LxT7zgBd+BpiP7DrbQdj115UpGySmJU3IxekSFioG5OyUxcdSRwqRTWLMZ5xdpdcjb4xOHP3b3R269ZW8iVCIVd9Si4pQUEIweIdCjIO7Oo5zBP/7zvz7l338F+w4yvAMNlMTAINAjIvR43skS1eZq6+IUoVi5NK24EhMSepQbwuCOO+86evtRDk3I8DAaHMUiWxHWWGrU8rg0OZk1RqZPH6tDYJ2yDacibDAeDAOMKKCuoCLyy+9454+84geymw7rjtF2SJwuUUrONlTcJHbqHlfvvXdwZMfM1P0JdMiNWCMNBB4KK6kqjOy5aWl2sf8xj/VEvb3cOn2qf/f4xZMnAgQIoICzSdhgVJRNbbjnxH3/7pZb04OHrNGImuEKhpuAo2xFVWuaxHarc+4Mq0u44cYGUURotxEhFqQpIqxxZ40IIqwRRYRWC1WCskECIuQdSk7FWeegigobVFmnbBAqIpQkUBKh5EIg66vPX5xMIIBiVMxQUIcItWyQsUY2OpZr5ihbMEoCIpgDglExwBVEccUV5zLGZQTUKUWl4vShSSsWK0vNCye/+pue+6E//EBNVQXEELqUG8ZAYcXzJ3zZk0/ee2//bV+6KgoJopQcnJKI0KWOYHQFt3S1aC8u5xcvQKQmqFMyxyIlDZQs4o4IG0Qwx52SCCK4s8lZ44475qhSEUoiXEuFkiuqXEFZI0JFKanikSDEDsSXfv/3vePXflkRRXlwjErHWG4XY7vG6RuoH9ifSyKS4upamBjXcAEBTJw+F1lprpw8+ZKXvfSdv/4mcccFEOW6nHVCTw7Pee4L/vov/zIc2F8bHChipzM3S7s9Pzdbg9QJwsNjVBynS3AqGuE33/f+V730B0iybO/+ONhnQSi5Ai4gSsVweoweUaFigHukSxyloo7HgrxIjPbSql+6iIbx/fv+6bOf2bOzz4wg4IBHxVknbBKEHgVxdx7lDH7v9//we49+r9xyqycptTolMTAI9IgIPd5p9qVZWFpevn9y5Kbx0/feW4cUN4Qe5YYwuOPOu47efpRDEzI8jAZHschWhDWWGrU8Lk1OZo2R6dPH6hBYp2zDqQgbjAfDACMKqCtoYRAkGxqCZGDiMbkkecDd0UDJ2YaKWxIsK2JzetouTV2YvrhjqK8m4kQQRXkoOrEdQu1v//ULz3zy0/vG9unIjmhFa+4S5+7/yGf+/ulPflICAQRTFGeTsCUzQzWH9//RH734O7477D3ojYalGSa4CQY4ypbabUmCT8+MNcbufO97UitUHDEwF1SDiAwNDQFmMYQkSQI9WZbJOqVLurIsC6qiAiRJCgSp0KXOBnVKGlSENaooGBVja8Y6gwgJFE4qBBBQjIoZCuoQoZYNMtbIRsdyzRxlC0ZJQARzIIibu1LQZaiLglJRnC7jMgKJYUIUUMGcaFrEJO/E5YU4PXXX//zjb/vmr8dYJwaKcIMYCKxabIztbedF382HmxogQZSSg1MSEXrUEQysFkmanYVTp97x7t/6ssfflhfNIJGeer0+MDBQr9fb7TY9aZLQoyFIT61Wo8uFWq0GiAg9aUgAEVFnTZKmgLvTJSJORYRruRMdd0oGUXGhBgoKnbzdl6YCivLgGBUDgbFDt86dn0omJrQ+hKRRMSnYigsIYOJ4s1l3aU2eJkixdFHdcRHlgTjrhC6HhQ47R8for9VHdtZqtdbqSvvi1DOf/eyPf/CPEzBQHiaj4jhdRd6upfVWzJ1Egvzab773ta96NSH0TUx4mkZRE0wUV1DAxRBwuoweUaFigHukRxxQF8Do5KkmSeH5ynKxtEJrlbzzgv/8XR/4vXeLI6COCS5Ol7BJEHoUxN15lDP4wVf86Dt/+3fkwAHvH0ADJTEwXOkREXpcrBaLdGZh+dyZ7375i977jrcHopqrJtxgBnfcedfR249yaEKGh9HgKBbZirDGUqOWx6XJyawxMn36WB0C65RtOBVhg1FRrscwepSSAg7f9ZKXfOAP3l/feyQZGFolmoIGSkZFhU3KOkuUEGO+uGBTF573Lc+78/d/p0/o5K1aWuchMLciirYk2X/kMYv3nx88cmtMEvG4eu+9fcNDs5fOAgEUBFMUZ5OwJTeiUsB/++mf+o23/PrggYPNwcGYZpiIm2KAoWzFPWpR2MnJ5z7/BX96x28FR6mY8H+ZcwUDZWtCxakY6xQElJLRY6hDhFo6yHgjGx3LNXOU7YmId5pSq1HKc28t0WriQhJkYEffwOBqu5PUazHPuZKaAoIBUXFzBMzBUjNtN9szcywtnrv//r3jI5QKw50kINwgBgo5ZNkAO3f17d3T1AAJKGI4OCURoUcdoVTUzML8yuKFc+fuP9UYHVZFuJrjbMW4grI1YZMg9DgOOJuMiiDKFoR1Djk4FYEACoIBirLBqQjXl8Nff/Zzz3nqVzC+tz7csFrdgkQiYlzDUQQwHC2KzL01M8ulqS/c8/nHHT7Eg+JUhJ4W/NI73v2Tr3tdbd/ekKbitBYX4tlz95w7/Zg94628COJZkvJwGZucCDhqSAJt+PTffuarv/LZeAh7djPYb0nqSSKWpFGBPJgLVzJAVKgY4EJJnJI6JuqAGuZipIY6RadVtFssr7K6qrXkM3/z6SfcergoPEvEqXSKTpak9AhCj4K4O49yBl/ypU++58SpcHiC+mB0QQwxMFzpERE2iNWLIptZWDh35k/u/tNv+pqvjhQZCTeewR133nX09qMcmpDhYTQ4ikW2Iqyx1KjlcWlyMmuMTJ8+VofAOmUbTkXYYFSU6zGMHqWkheFKBwb7huhrDDTGiv6s7QUhoWRUVNik9KgisZDWajE7w/LS8tJ8qqS4iPAQGBgk901PHzl0hHpffe9BVIql5eLUvb/wtl963Y/8kINREQxUAWedcDUHIRauiazA1z3/+X9998eHDkysDgzEJOAqjrohZijXEnOPoZPH4/f9l+958e/+1tuCUxG6jBvG2JazQekRNikV42rKGmOdGhVz0myYsUZ9rJFLFkXZnoh4zDVNvNRcYeYic3M/9IbX//p//3lGGv2jo7lq7iYSuIqrOogBJrg5Au5gapaaSbvdmjw1MLRj7sLZNAEHYZ1TEb64DBQWOsXI4A7dNZqN726FBFFQxHBwSiJCj7qCCUXNCpuda05NXZq5MDw4EMQFocdxrsvZmrBJnQ0uQo/jXMZZJwg9wiZlnYGDsU5BKBmgKBucinAdzaITkqxZeGP3vpjbjv03xYGB5U5HUmErjlISA8QtNTpLy5w/+5xnfcVffOhPsixzQ5TrcipCl8GKsXPfwbg4Xz9yS6JKJy4fP75z356ZyeMGAsojYmxyIuAoEJDcEeEfP/f5pz3jmeQx3b/fanUPtaCZmILmwVyMKxggKlQMcKEkTpcCTpc7joA6YG4FncLbLb9wHud1P/UTP/dTr1UqCg4CjtMlCD0K4u48yhkM7dyz2sxrj7mlSOrRBTHEwHClR0TYINZfFMnMwsLZM6fOHN+/f3eC5NZJNeMGM7jjzruO3n6UQxMyPIwGR7HIVoQ1lhq1PC5NTmaNkenTx+oQWKdsw6kIG4yKcj2G0aOUFHDowE23Pf7iv53tO3AoHR9ZzFskAVccHNTZpGwywZIi5ovznD3zW7/zvhd957cnKhp4KAy0IH/Bt7/wwx/8Mw7uC0PDSeHtM/ez0vTOQif3LBVjjYEqXU5FuJqDYBECK3DotsfNnZoaOnDT6sBATAKu4qgbYoZyLTEsstr0Eyde+dof/6U3/qRApKIgGDeMsi3jQVG2o1QM1KiYk2bDjDXqY41csijK9kQEMdUQ85yVJc7d/7//9m+e9Pjbvv+/vuoP3/u7snt3smMwikpITJQ1rnS5AMYadxzcEcMNKzTPWV61i5duufXWez73DwrRCQLOOuGLy0Dg/Nz8/vF9yfjupDHWCgmioIjh4JREhB51BROK1Iv21AWbuTjfXspEU9ME5bqcK5hwLRfWiHO5IGxw43ImVMQFYZOxPacirFFAuYxTEa4j4oVZouE1/88bfvnn3zJ004Tv2LFsBSL0iAobXF1AjIolLt5ux3PnWZ7xThsw1inbcSpCVwGf+Pt/+qrnPJu9u4d37uq02vnCcpy6+Mm//tRTnvD4WgrCI2RscpyKAYIoCg5ybnlx/6GbWWrSGK8NDJP1WZIVqi4GxhUMEBUqBjjKZQTUEcdNTHABMSoWDC2KuvnS1Hnm5g7deuSeL3w+FQyEktMjCD0K4u48mhk4JH076BsaODSx6uooYoiB4UqPiNCjWD0WOrOwdO5MtGVAKTkIN5jBHXfedfT2oxyakOFhNDiKRbYirLHUqOVxaXIya4xMnz5Wh8A6ZRtORdhgVJTrMYweBUMBhRbce+rsl938+LQxXtvXWBZHFFdKDupsUnrETR23wlurfv/pHaOjs2eOKw+NYUY0Qr1/xLP+cOigqdQ7RfPeE89/wfP+5AO/T5exxkCVLqciXM1BKLUdhF2Hbl69ODdwaKJV74tBIYgbYuoYyjUU81h4c8WPH/+ZX/jFn3ntqwQiFQXBeGBKxdies07YpFyP8cCU7SgVAzUq5qTZMGON+lgjlyyKsj0R0SDq5EXOwjzzM525i622aaKN3fvby0th//76zpF2VEcBEza4gBglB3NK7ohRihY01GOxMj3DhfNveNtbX/GDLxuopamDg4KB8sVl4HDq7Plbbr41Gx/XnY1WSBAFRQwHpyQi9KgrmFCkXjTPnWHu0nJeKEXNVF3ZknAt5wombHChJM7lgrDJKDmbTCiJcBljK0rFuJwCymWcinB9rZhLSCMMJIPp2G4aO6W/L8+js05U2ODqAmKUHBWnXdjsJS5d/Ojdf/H0pz+9rxaMirIdpyJuuJLD+KEji9Oz9VsOF2aDIZu/93jIsmLuQicnSym5u4jwcBmbHKdiQCCAuXvbCg+13HnCl/670/92Qhtj6Y4Rq9UsSUyNkiuXcUHUqRjgKJcRUEccNzHBFQQwHHESM8nzGnRWV9pnTg+N7Ji+dF6FHhcqgtCjIO7Oo4eBsi4WMSShiXViHKkNh8aeZHw8z/osghpuYKD0iAhd6sR2U4vcLkxJ3imas8oaB2GDUxE2GBXlETG44867jt5+lEMTMjyMBkexyFaENZYatTwuTU5mjZHp08fqELge5RExjIrS5VQMdu+7eW5pJd23l8H+vBBEcaWkjhhXEiM13D2qBbP80kVmZ06eOTMxPsw2jC1EiMS3vuPXfvpHfqZvdI83dppQTM/Z+fPN9nISSJTrcTYJlysgh/4du8gG+sZ2N+sJkuDggAGiQsmVyyjmeU6naSfue+Nb3/LaV//XAAYOAoqxTnkEjC0oN5qBGhVz0myYsUZ9rJFLFkVZZ/QIOOtEJRgavXPhvLRWWvMXE6U0u7Q0NjoKycAtj/NsqG2AmbBOHXAxAXVK5u50ieKB6IGonVY+M8XKwmf+5XO3ThwaEvEWUudGMDD43BfuedKX//uwc1c6Nt4KCaKgiOHglESETapuSJFZ0bxwgempdtFxLHMRhC0JD4mxTtmGUxE2GBXlwTKupjx4Brh7YUgIBTz28V9++p5/G/jSxzVRlxSUa0kAXMAdcczxWC+s9a//emDi8H33fV4Bp6QO4i4CRpcibDA6ZnkSzs7NPXbXWDhwUzK+y93rK53Fk6d/+md/9vU/8cMG6iB0ORXhhjFHhZ//pd/8yde8hno9jI3WBgfaQTVJLRJbuWYZKGCCiCPmdKmwSQFx1CmZUHKhJA5i6mDRo4l5XFzizKkdIztPnDm1a6DWggTczYsiTTNlk7g7jx4GCjgVwaCA6dWl/cPj9T0H4s5dMeszAzHcwEDpERG61MFj6LQ7J07cdOjQ5LF/puLgoGxwKsIGo6I8IgZ33HnX0duPcmhChofR4CgW2YqwxlKjlselycmsMTJ9+lgdAg9AefgMo6JcxuFP/9dHvu0F38qePTo4RFI3VVwpBQfjSmLUIu6eBxO30Fzt3HfyP3zDcz/2of8R2JqxhQhtfGh0hIVi7LG3rYZgeWweO7bn4P7JE18IQhCux6mIUVEuE51c6Bsepd5X272nnQYQCDhggKhQcuUyinmea7tZnDrxxre8+bWvekUAo6KUjHXKA3KuJmwwrqbcaAZqVMxJs2HGGvWxRi5ZFGWd0SNUnIpAYmQuK+fPSXulNX8xU7r8z//Px5/7VV/L2IH6jj1FSC2Iq6MCqBtgauqIU4o44IAoZJgQ8yB5mrdaJ77AzqGVqUv9QA4BlC86o/IPn/+Xpz75K4YOHsz7B1shQRQUMRyckoiwScGUIrOief4CM9PtoulY5iIIlxM2GBVlG05F2GBUlG04FWGDUVG24VSEDcbVlAfPAHcHNSQKnzt2/ClPehK7R3VgWLRuolxLAuAC7iLu0RBLo9mluTg/12zOZGAgjjolV8DoUoQej56rivDsb/nWT9/9V9nu3bJzqGjnNjXji6vN1VmBNFBS1jgV4cYpIKGAMzOLt33Zl7Xm5xkYqI+ORg1ocAuuAVcXTEAjwjoRNikgztbE6HJzjCSP/Ssri2dOU0suTp/f1V9zKoKrIyL0iLvz6GGggFMRChzkE//0ma968rP6Dx6OIyNtSUERww0MlB4RoUudVCVfmI+nJ1/xylf++lvfQMXBQdngVIQNRkV5RAzuuPOuo7cf5dCEDA+jwVEsshVhjaVGLY9Lk5NZY2T69LE6BB6A8vAZRkW5jEPLGRrb67mle/bGep9JAoGSGhhXEiOJDkQ1cesXWbr/NHm+OHtpKGVLxhYi/M3nP/uVT3wyowd2jO1xk+XFeZuZ/uSnPvGML/9SAQN3FBcRruVUxABDAWVddHKhb3iU+kBt93g7DSAQcMAAUaHkymUUk04ueSs/efyNb3nza1/1igBGRSkZ65QH5FxN2GBcTbnRDNSomJNmw4w16mONXLIoyjqjR6g4FYHEyFxWzp+TdrM1fyFT1hTwnd/3/f/zDz4g+WRPaAAAIABJREFUu/YlQ8NFGjxLUQGCmYBTEQyIOOCAKCS44rnGPHgnX5zj/P0D+w9dOn6iL4GCGAk1NjkV4ZEwKn/2Vx/7pq/7xqFDE3n/YCskiIIihoNTEhF6XFTcFMti0bxwjpnpdtEETx1BuJywwago23AqwgajomzDqQgbjIqyDacibDCupjx4Brg7KC5RidC/e6+trtYO35xLZqIiwlUk0OXuYLgDwczn5mzqwlt/9Vdf/tLvrQXEWSMCGF2K0ONOx2nhI0Mj7NjR39jladpeXLHTZ5/5H57zyY9+EDAqyhqnItwYXiCBPGJCEmjCi77vZX/0/j9AkzA6OjC0Ize1EAw10ahGEMRY44Ee4TKubM89SrRantdh/t5jfUNDZ86ervclGr2eCFcSd+fRw0ABp+S4i+Twzt9976tf9PLawQltjDY9IAEx3MBA6RERuhQLbp2L08zN/dVHP/Ifn/5EKkZF2eBUhA1GRXlEDO64866jtx/l0IQMD6PBUSyyFWGNpUYtj0uTk1ljZPr0sToEHoDy8BlGRbmMQxt+9o2/+JafeX1y4KAM78hDAiklNTCu4oTogIuBSd6Ji8tMXfyN97zrZd/zncoWjC1E2LFvb/PSTHrk1iyt95NdOn68NpCuTp9VKtGJMWZJYEtORQwwFFDWGbSd/h2j9A327dnbStTdIOCAAaJCyZXLqCN5Hjqt9snjb3zrm177qlcEMCpKyVinPCDnasIG42rKjWaggIE5aTbMaKM+3sgli6KsM3qEilMRSIzMZeX8OTrN1vyFVFAqBd5B9h953PzkVLr/oA32WT1xUUxCRDFXcRAMiDjggCgoJTe1qJbjeTE7w+zsj/74z73hJ15TT7maUxEeCQOD9/zu7/3A9788Hd8XGrtaIUESSmI4OCURocdFxU2xLBbNC+eYvtSOLccyF0G4nLDBqCjbcCrCBqOibMOpCBuMirINpyJsMK6mPHgGuDsoLiZE4Vff9d4fe82P0tgVhnZGSUSEq0igy93BcAeCGSvL8cL5gZEdZ07cN1gTYZ0IYHQpwjoBljqdn3vjm972+p/LHnNLNjxM9ObMQrw4fc+xY4dvGgusU9Y4FeGGiR2XIBbIo9eDLBv3nz37xCc9JV9cQtN0dDQbHo6iLporlgobTOkRETa4ch1imBOLtIhps7ly6tTg+Njs1GQsqCdcRdydRw8DBZyKUGrB7S998V2//f7+g4fbA4MxreOKGBgYEugREboU8zy3xXmmps6eO7tv1yAVo+TKVYQNRkV5RAzuuPOuo7cf5dCEDA+jAVf3yFaENZYatTwuTU5mjZHp08fqEHgAyjac6xE2GBVlXYQ2LLU7e4bHZHhHOjZmtXr04ALqXEMczNUxNXVzK+rmq8fvGxltXJg8Xgu023mtlnIZY5PC/08enMDplZcFvv89z/+c875vbamkUpWkslXSnV6gW7ob6EFccBtEUe/g2F5l0nH7uAMKMgq4K4oKLgjO5zotgmKCYmauKNwRP+DgRRYFaUG6m053lqoklUpSSa1vvcs5/+e576m1u5J0052Onxv9fg0UzlycHh7YyI5dXZu3eEGoN+aPH/2Nt7/1h3/o+2pBA0RcEOUKnJIYYAiIssyg5XR19bNhY9fWbc1EzQ0THDA6RCgpICIsUkfyPLSbrRNHX/5dB/74vt8LYJSUp8hZT1hlrKdcY05JMDAnTfsYHKgODuaaRFEuIRjglAQSI3OpT4zTbtSnJyoQ6DBDCyigO+1DJNm7O/T0tWJE0hBRx8RMTZ0OEzocEEDpcBNMLOLRihbTc9SbH/voR++8/eaqIKxycErKVTDIzX//D975Yz/4A12791nfhmZIEKVDDAenQ0RY4aLiKEUWi/a5s/Hsmaa13GMFFYTHElYZJeUxnPWEVUZJeQxnPWGVUVIew1lPWGWUlKfHWKY4JWHO6Mu66O0O23eRZeYOqARWmLDKTShZcLNm3edmOT85OTXdU00rgY62E8RZIQjglPIYNYTqhs3uVtuzK4rqQtE8NrZp+7aJ0YdSaEUSpUNxMBGhpFx7RskoJXD4/X99z8tfzvwC/Ruz/v601hVDiJUsb+ehWo2tFqqsUTqcDhHhiYlhUWKRtPM4X49nzg5t2Xpi7JEkIYCyRtyd64eBAk6HGRJow86bbzw/erZ3++5GratIUlBKBoYEVogIixTTGPML5zl7dr453x1YZHS4so6wyigpV+vgocP77z0gIyPa24cGQ90jlyMssdSo5HFudDQb6J8cO1KFwJNQrsB5IsIqo6QsiyDQgG/6lm/9yAc+mI3ska7udkhdQYTLMgcEA1Msc29NTNrZMw88/OCzbtrLJYw1SqkwXvYd3/H+D/x12Lqt0tdbtGJ74jzzc9PzF2qpJsIq5QqckhhgCIiyzKDldPVspqene8u2ZqLRDVdKRocIJQVEhEXqaFHQbuTHj379N7/0A//jTwMYJeUpctYTVhnrKdeYUxIMzEnTPgYHqoODuSZRlEsIBjglgcTIXOoT47Qbc9MTFQigYBDB4f7PPvSC5z+f/r4wtMXSmrtgiWKujpg6HSZ0OCCsMEqGO+a0Whw9TnfP9PRELyVliYNTUq6CQTvGD3/k77/pP35Dz8ieoqe3GRJE6RDDwekQEZapo4IpRRaLeHGyferkuYWp3mq1ggrCYwmrjJLyGM56wiqjpDyGs56wyigpj+GsJ6wySsrTYyxxxUFAKOBrXvqfPvrhD7NzN93dIgKoBFaYsMpNKJlgiRfeqBePHP2x173hd371F4DIEmeFIIBTMvh/P/6Jr3vR1yTbt9HTnSYZs63GmfPv/+v3f/VXPD9TOsTpUBxMRCgp/+raRYyir339G/7b2/8bMZJWsqEhrfTkqkmWRrxwQ1gmgQ6nQ0R4UmIao8QiyfMw36hfvPg93/vdv//2twRQ1oi7c/0wUMDpMMMCHZt2b5+bafVv21lPslwDEigZGBJYISIsUozYjqfGkKSYPB1YYpSUVU5JWGWUlKt18NDh/fcekJER7e1Dg6HukcsRllhqVPI4NzqaDfRPjh2pQuBJKE+RUxJWGSVlmYGBwcTs3O6tO+npq20azGvVQpUrcafDTTDUJc8r883GxJmve9GXffADf6mqdDglocMoKaXoiBCj920eala7apsGSNLW/IKNjr30nv/8/vf8IWCsUZ6YAYYowhKnMCxQ2biNUKlu3dJMFDckoWR0iFBSQERYpI5aDO1W89GHb3vunf/8yY8GMErKU+SsJ6wy1lOuNQMFDMxJsz42D1SHBnLJoiiXEAxwSgKJkbnUJ8bJG3NTExUIoGAQwaGV+6t+8ife9YfvondDunEo1wQSQCQixmO4GB3Ceu7EmNQXiqNHa9uHz5063gXKEgenpFwFg9z8cw8+ePedz+/eMRJ7e5ohQRI6xHBwOkSEZeqoYEqRxULnZurHj33h5NG9O3YqHhCWOCVhlVFSrsApCauMknIFTklYZZSUK3BKwiqjpDw9xhJXnJLScXJydtfwMJs2MzQYkgQwUVa5ssLdWWYhNRr1+MhxQqWYuxAUAwPMRIVlwiIDd4ZHRi6cPVvbu1drtfpsndEJSBrt8xm0IkEJlBQHExFKytPnlIQvilNylqlBvV386I+88uB7/tRakaw73bSZNNFapUgkKiiLAs4SEeHJKCZuai5FEdwWJieZvPCPn/3Mc2+/WQGnJIi7c/0wUMDpaDbb1Vo257Gvt5/uvo1bts+L5igSwMDokMAKEWFRcLNG3UZPbN9747EHPp2A0mGUlFVOSVhllJSrdfDQ4f33HpCREe3tQ4Oh7pHLEZZYalTyODc6mg30T44dqULgiShPnVMSVhklZZmBQhMS2Lbv1snxc9Ut2/Ke7pgmoFyWOx1ugCR4Y6FaePPMGZr1vFFPlJJTEjqMkgIOgsEfvuvg9//wD2fbd6R9/cRYvzjDuYnzUxf7ahpilCSwQnliRklAWGSRHAjUNm9zS6pbhpppCoIqJaNDhJICIsIidYJbaLcaDz88vHfX2CMPBJ4uZz1hlbGecq0ZqFEyJ836GByoDg7kkkVRLiEY4JQEEiNzqU+MkzfmpiYyCCCUnFIRqQQ27Llx9tyFbHgXte62BAQ00uEIy1yMDuFxhFKMWavIZ6f9wuSLvu7rPvRX/3fCEgenpFwFA4dP/fPnvvSuuys7dkj/pmZIEAVFDAenQ0RY4aKAUGSxSOfr80cf/eSD9991662KB4QlTklYZZSUK3BKwiqjpFyBUxJWGSXlCpySsMooKU+PsUxxcGLhIZPCGdp789TkFFu20lOToKCscmWFu7PMEGN+jrkFzp4/Pjq6Y3ggCSy080qWsEYAo3Rm/OzuvfvSbUNZb5dq0pidL8bOvuo1P/GmX/u5VEkhj6iCuDpgIkJJefqckvBEnDUGQklAgEYrT9M0FvZbv/P2n/2FX4utgu5qurE/9NZyJSoIEEC5hIhwOYoB4ibmFnNarXjuvLi0ZidSwCkJ4u5cHwwwUBSnwwwCM+24qadXd+1Je3qiJEV0VCgZHSKUFBARFqVmWWNh/sTYa3/yNW/8hZ9OA0qHUVKuvYOHDu+/94CMjGhvHxoMdY9cjrDEUqOSx7nR0Wygf3LsSBUCy5QrcErCKqOkXC2Dj33qs1/5gi/TrVs27ByeabRNA6IsEWGNCeAKuBjmkueyULeJ8d9682+88od/IFFKDoKxTAEDxWHT1j3TU1PsHJZqLbSL4pFHtuy5YfzYvzQaeVcldeVJKVdUQAFb9uydPXu+a+feRqXiIYUABoaAKytEhEXq4LHmzD/6SJLozPnxWqoiYIYEhCszSsoqZz1hlbGecq0ZqFEyJ836GByoDg7kkkVRLiEY4JQEEiNzqU+M027MTU9kIBBAwUBZNl/Qu3kLzXYY3FoZ2NhSj+oImGKsEXAeR+gQN28tdAVZOHueCxff+e533/vyewzcLRFVrpZB4VyYmRkeGtZNm7OhLc2QIAqKGA5Oh4iwwkUBocii6dxC4/ixP3rf4W//5q9PIOHfH2eZ0PGh//2x//jibwpbt8beGr1dFE5JAXEupY4VsTtN29Mz7RPHvvobX/Kh97/XIIGIs8ghIAINy2uafumXv/iTH/9kduP2rLuW5MX8uQvF9GzemhOWuRMAcRaJCFfFWSY8EWc9B+XxDNo57/6T//Gqn3xtc3KCLJPhLT0b+9vuRVKL0ShyYkFWYZGwzFFA1AFnjYC6JRo8b7enZjh37mX/5z2H3vHfqwkYCOLuXB8MMFAUByE6beMLx0/cdfOz2HtD6O0BjUVEAyWjQ4SSAiLCoixaMj1dHxv94N9++Gu+6j+ooICDGCjX3sFDh/ffe0BGRrS3Dw2GukcuR1hiqVHJ49zoaDbQPzl2pAqBZcoVOCVhlVFSroKD0GHQPbiz2Vyo7tzRRr1Sc1GWiLBCMDpcARfEwWNo5cWJY5VaunBhQlnkIBjmqIA6OO2cIydO3H7L7bU9uxtZgBiaRZw4/5lPf+rO2/ZapBR4UsoVRWjitz//zuOff6Rrx55mtcuSTFwBF0MMV1aICCvciprTOHmK1oLXL9DhBQgioFyRUVJWOesJq4z1lGvNAEMdIlTSHoYGss2DuWaOcgnBAKckkBiZS31ignZjbno8gQABFAyUUtHItZZ+7gvH7nzW7fT1VoeG2kmwrgoCpjg4JaHkPIZSMsE8trpCsNn55unTtJsT01M9fd1WtLuTinK1DAond+8JVd2yNRva0gwJoqCI4eB0iAgrXBQQt9RM5hdao8df/Qs/88affm0GCf/+OMsEzPNIlvXQ3Ssj26lV3IQOURxxLqWunnstSYr6bOv8BK2FZuOigueeBkHcBIcEaVieatoy78k2Ua3Wdm+J5JXc5k6N337LTZ/7zKfcHTAEUJwVIsJVcZYJT8J5HOEKGk2SKr/ze/f95Ot/ikaTrmoyNJT29BeSuHvEO1glIuAoIOqAs0goOQLqpiJ5o8n5C8xMXZi+2JslqYIg7s71wQADRXEQCiMKf/Snh3/wu76b3XtCbw9oLCIqrBKhpICIsCizIk6cLc6fm56b7a6pCgo4iIEay5Rr5eChw/vvPSAjI9rbhwZD3SOXIyyx1KjkcW50NBvonxw7UoXAMuUKnJKwyngiylNg8Ad/8t4f/P7vq+zYkfb1101clCUirBAMcJRF4igWYvSZ6fzc+D988pPPvf1ZQcBBMMxRAXU6TNh14+2nT4717rkh1hIza37hkbSvr3H+JDmmpAHjqVHWuHsUIvJdP/T9f/auQ1079zSrXZZk4gq4GALOKhFhhceYOfH8uXjx/MLCdCWIEnFHFJQrMtZxZR1hlbGecm0ZRkkdIlSyHgYHss2DuWaOcgnBAKckkBiZS31iglZjbmY8gQAKQocpioGy5FU/+8tve+tbs/5NsZJZT4+r4qxxFinrGWLiluFJuyjq9dbEaalU5mcuFlZ0axK4WkbJIM1qbNhUHd7WDAkkCCUHp0NEWKOULDWThUZr9PhzvuKFH//QBzJQlilPzlijPDljjfLkjDXKNeA8lpsBEnT/9/zowYN/ws5t0teHBkcRxRHnUupquVcEKdr5wmxx+tRHPvGxr3z+7dEIgLgJDgb1VqNSqfzyG3/t137xLRt27mxXvB1bSavdGhs7cuzE7u3DaRoAEzrUWSUiPBOMNcrT5eCgdBg0nVe88jXv/ON3kecyMFTp7bcsoCFGc8GCIuABZ4mos8hZI+BFniaJRYtz84yfvPnWWz//T59MBBxxd64PBhgoioPQaMVaJbzyDT//9rf+Ltt3hJ4+IBYRFVaJUFJARFiUWdE+fVobC/W5SXESRQEHMVBjmXKtHDx0eP+9B2RkRHv70GCoe+RyhCWWGpU8zo2OZgP9k2NHqhBYplyBUxJWGU9EeWqmmsWmTZvI0q4du1pJJWrCEhFWCAY4yiJxFAtuSaux8NDnRr7kOY989v6EZYaBAup0TC8UG/v6GBzYsGVLHmOr0YxjJ3/lzW/5qVf9kDga6DCeMmVNK29nafa2d/3hj/3QK7t27mnVumNIxRVwMQScVSLCCo8xuCczM63TJx8+fmTX8OZqSGNrIVSqoFyRsY4r6wirjPWUa8swSuoQoZL1MDiQbR7MNXOUSwgGOCWBxMhc6hMTtBr1mfEEBBSEDhN3zIXghcU0tJXt+26dPnFSt25NNm3OVR0QljmLlPUMEHW1mLmnIo3p6Xzs2J4773jw059OIXC1DBRy6N64OTevjuxphgQUUTocnA4RYY1SsuAmjWY+diLp7po7fzIBZZny5Iw1ypMz1ihPzlijXAPOGvciz5M0RWW66Ru7exje2rN1SyN6RCipIFzKREw0xoQYinb9xNEde0eOPvTPCuIoboKDIhEMqt3dWHXDrt1FGrMgUw8f6d7QP392HMPFARM61FklIjxdRskoKWuUp8tBIAfHAhqIMDXbePYdd5w7dZqe3mTTRklT0iyKWlBUMMVZIupcjjcboVIREWs07PxZZmcuTE1tqGUBxN25PhhgoCgOQkfL2TZy49TkhbBnr1WqRHF3hJIYJaGkgIiwSFvNODbaW6tNnhuNOZUUBZySYCxTrsBZIzwNBw8d3n/vARkZ0d4+NBjqHrkcYYmlRiWPc6Oj2UD/5NiRKgSWKVfglIRVRklZY6xRrsApibHKFcHhe1/xY++6774wPMyGzVETloiwQjA6XFmhWHCTvNE6N86Fqbl2qyeoRTTQaNRrte5WXhAlrYYDP/CKg+/4g7Bnd3dvrxfF3NgY0RdmpmoKgoHihlNSvggODgpKyaMVuIRw/8MP3X3Ls5LdN+jGwVwSdQVMzAVx1FnHBHcL7j550U4ff9+HPviNX/tVbs1UM0rKFRklZZWznrDKWE+51gww1CFCJe1haCDbPJhr5iiXEKfDhQ7BEiNzqU9M0GrUZ8YTEFAQOkwBczpMXaWtNJyBjYPWbOu2nWnfBpIQgxSxAILTYSiXJQaoW3DL63M+O8vU5M/86q/+zKtfnbpowMxkEU+dgWOgI7fceuqRo7Jvn3d1Q4KAKx1Oh4iwQl0pmWCZyMLJUeYbrcakgoBQUq4TzhrhqXEuZUILtu25eeb8+WR4m3TVclVQXEFZISIschdxJRaZe2JF/ewZpi8uxPkE1FHHBAQHh7/92Edf8uJvqG3bnVRrHouFuSmbmXnPoUPf/o3fqAICwjPIIMIb3/zrZ8+f39i3sWi2Thw99t73/EkEZY3yFBnLBAQcExx+8dff8su/+EsUsbpzd16rxJCSpIC4ujuLRB1QZ53ozqJAESfPMXXxnnu+/T3v/IMA4u5cHwwwUBSnozA8UOkb8ixLt23Pk4AJHUJJjJJQUkBEWKStZjz66O1f8uxP/cPfJ4KAAk5JMJYpV+CsEZ6Gg4cO77/3gIyMaG8fGgx1j1yOsMRSo5LHudHRbKB/cuxIFQLLlCtwSsIqo6SsMdYoV+CUxHgs12az7Vna1dXFhk0yNOxZhSUirBCMDldWKCZu5AveXIjHR3/mjb/yy6//rxbRQEceYxoCUDi1weHCXbds7O3prZ87X1y4+NKXfMP7//w9dDiIGauUL4KDUUopeTRUTOTM9MWd27azcSgd3FaEVF0BEwPUuZQJjifuTM0Up078p5ff894/fme0RkZQTUC5IqOkrHLWE1YZ6ynXmoEaJXPSrI/BgergQC5ZFOUS4nS40CFYYmQu9YkJWo36zHgCAgpChyngEQfURaNIK/Loo0fvuOO5VPu6hrd7LWsUbYICwRHHURMu5cIiE6ynluUzs82ToxTxXz7zT7fddCNXx6AdW4Tsx3/iv/7+294ue2/wrm5EQXGlw+kQERapI66AiyHmsbCpi0xMTkyMD2yqCQgl5TrhrBGeGudSJrTh/oceeeFdd7FpIBvc1BbBFVEIoCwSERa5C654TM1SK/LZ6fz0yXf82Z/sv+dbg6OOCQgL7XZ3lg3u2nlxdi4Z2p5UqtpsLUxdwGPrwrkMMBAQngkOBmrIXMx3jOyZn5mmmeOKE4tGK7dKqqxQniLncYQOo/TwyZPPvu05Xhhbh0Nfj0pmeHRhhagD6qwT3ekQxC1tN9pjo1lXd+vsaUDcneuDAQaK4nQ0I7nTV+0K24aTzYMtEUzoEEpilEQAVzpUWKStZnz04df/9Bt+/mdflwodCjglwVimXIGzRngaDh46vP/eAzIyor19aDDUPXI5whJLjUoe50ZHs4H+ybEjVQgsU67AKQmrjJKyxlijXIFTEqNklBQHUYObb3/Oo8dOsG07ff2grHIFE3U6XFmhmLgFzZOY1488Uu3ZMH32TEUwM7CIWSRJsvf8+fvu/Y7v7L5pXz2xSprYxYv5mbPnL1zY3NuNgxhgGCgl5YvgUFBKQcGjSdCIg1QHh4rCZfuIVGpiApjQoW5cwgR3EpVkdr45fjLpkrnz55R2QAIBlCsySsoqZz1hlbGecq0ZqFEyJ836GByoDg7kkkVRLiFOhwsdgiVG5lKfmKDVqM+MJyCgIHSYYrgDLhgaCEDT+I3ffvvP/9TPhe07tK+WB0gSnBBdHdNgwuMp4AJiKLgR2yFa2mo3Txyv1SpTE+OVSsUNUZ4eo8NB3v/hv/0/XvpSGdnrXd2IguJKh9MhIixSR1wBFzO1LAmt8+c4ff5DH/xfL3rR3SIIJeU64awRnhrnUiYY5NDVt5l2u3rzjW0RQ0GRQEkBEWGRu+CKx+CWWqHN1sLEyb6BvvHjx6oiihuCEGH09KmbRvYmWwa9b5NqqvPzrXPnXvGaV/3mG38pyV0xkoBw1RwMDLQgNPC+7m6Q7qGhfGouX2jm7fnoJEKH8vQZy5SSYXPNulaqKunWvTfOn5lkaGu1b1MuYiou4I5IEGeFOEtciO4IiyzJm8X5s8zMHjt2Ys+2QXF3rg8GGB2qYJBHLszMb988WNu5O/b3t0VwpUMoieGICB2udKgoJo62mu3Rox/76Meee+ezBRJBAackGMuUK3DWCE/DwUOH9997QEZGtLcPDYa6Ry5HWGKpUcnj3OhoNtA/OXakCoFlyhU4JWGVUVLWGGuUK3BKYiwzUBxEgUdGR2/adwubhti8lSwgilNyBRMRxHBlhWJglWpoz88WUzOcPfeZz3/+2ftuyIRFDtI0ujdtsTzWdm2nlqpQP/ro9sEto0cepshDGiiZoSxTvggORimAAuaIIBj07xqZuzDFzpGku9dNQKPSIW7qrGOCO6qStVrNiVPUZ+uNuQoEnpRRUlY56wmrjPWUa81AjZI5adbH4EB1cCCXLIpyCXE6XOgQLDEyl/rEBK1GfWY8AQEFocMUwx2IAmggsGi+YN+tz504dYaBDd1bNi9QOCrm6iDBhMdTwAUE1HAjFtWQxPmF0Gw2T3xhaMfusRMnKoGnzUApnZqZ2Tm4JRm5Qbq6c1UQCDhLRIRF6ogrYi5mQiVNqM83Hzjy4pd8/Qc+cFgEoaRcJ5w1wlPjXMoEBYefe9Nvv/GNb+zeu7upEkVBkUBJARFhkbuDYq5uwYtQFM3Jc0xfPD91ob+nGtxdxMHh+V/+Ff/8ib+v3XxLQzWQ+NSsnT1zsdXYEERZ5CBcNQejpAUyF+Omrq4wvL23uyfMLlycmPjc5z576y03CCXl6TCMx1NKhVvEomQON9x2x9lHT+jwcFLt9jQtRB0XVcVYIc4SF6I7wiLLPBZzs3Zq7PU/+/O/+tOvE3fn+mCA0aEOBub83Uc/+fUv+spsx242DbRFcKVDKAk4Iq4OrnSo4Hm3yuzEOJPn5xsLXQGnpIBTEhYZJeXaOHjo8P57D8jIiPb2ocFQ98jlCEssNSp5nBsdzQb6J8eOVCHwRJRrxFijLNq8c8+FMxeyG/fl3ZmHQAQHp0OcDhcDRAVQxwSPeZalxcy0nTrVt3Vo4ugjFVBKcx6Pnhi/81m36bbt1a4aWGPmop8Zv/87l4HxAAAgAElEQVQzn77jS54DDs4a5YtmoFyGwS/95m//4k+9Pr1pH1kNTwpRDwqIu2I8nqFuEAhexOkpjp/4yCf+4YV3PSdNQbjOGahRMifN+hgcqA4O5JJFUZYZK4SSUxJIjMylPjFBq1GfGU9AQEHoMEAxwCgpaijgUBhDw/tmJyd165ZkcGMbQwIdruIsUREWmdDhQskcDPdgpFbQmGueGvvR17z27W/6JTochCdgXIlF1KDavxHt7h7c0qylEUcSHJwOEWFFEAGiGhDMKlbUj471VrIzEycrCSIEVjiIschQHk/5t8kNUXLIkl42b9SN/Z5mkmViwjqugLkALiYUoSiKmVnOX3zta1/9yz//hmoiQNsp8tjdVWOgh23b0qQSWrH56NHtN9xw7POfTUG4JgyOnhq/ac+N7N5TqVT62u3zY2P33ff7333gO5WS8tQYJeWxjJLiYA64kovU2/mXPP+5px56iM1b+4Z2N422mKSJWhTHhQ5xBZySqQEOAliURtMefmDfHc85cv+nxd25Phhg4KhRKiI//KOv+qN3vLNvZKRR7cqD4kqHUBJwRFxN1dUE1IntborZ02NMT7diDgQQUMApCYuMknJtHDx0eP+9B2RkRHv70GCoe+RyhCWWGpU8zo2OZgP9k2NHqhB4Esq1YKzI85imaavV+tT9n/uKr/y6bPuudl+FJEDAFadDnA4XA0QFUMcEdySINhpx8hwzU9ON+Q3QygtLk7bZbXf9h1NHHk13j3R1defzMwujx7urlfnpC4AVbU0S1ihXzeDI6YlbR/bI8HClrz9qJVdFFRB3xVjHNSKIoZGFBmNn7rj99vs/8SEvkITrnIEaJXPSrI/BgergQC5ZFGWZsUIoOSWBxMhc6hMTtBr1mfEEBBSEDgMUA4wlSkkBhUeOTdx0wz56eqo7hvNKGgO44irOEhVhhQkd6pg7Yu6Oq2JWn2H6ItMzH//MZ17wJbdiiBILD4lwOcblKe5IE573oq9+8FMP9Gzd1uipRgFJ6HA6RIRF6gQRE6IaIEVRw1pnLxSz0w89+PkbR4bb7diVBZY4iLHIUB5P+bfLQdh72/OOH/lC9YZ9rTSkXdXYjqA8lisdJia4GlJoESvujUdGezf0Tk8cAwwcXvf6n/utX/9Vbt5DX29oxTg1x/TMgw88ePOOLcq1YvDhv/v4i1/8EnbsqPT21ubnp0dPfMf+l7/7nfcpJeWpMUrKYxklxSE6HUIMtK1oYrc+61lnj47p1j29g8MzRZNEAyKOCx3iCjglUwMcBIgS2q3ixKPdvbX5s+Pi7lwfDDA61MEobd15w8XT44O33T7tkgfFlQ6hJOCIuJqqqwmSYO1mLW/VTx7vHxg4N3bcnCAoKOCUhEVGSbk2Dh46vP/eAzIyor19aDDUPXI5whJLjUoe50ZHs4H+ybEjVQg8CeWa8yWq1b5tBZ7sHi5iQaWbDldAEMDFAFEB1DHUETCNudXnOX78e1/xI7/31rck0IImbE56ZHBrZXAT0J66aKdO/dbbfvPVP/JDed5OKxUeR7lqBnXoq/WSVvp272lomgcFBQRXjHVcQSMuGlMr2ifP0FjI5ycT4fpnoEbJnDTrY3CgOjiQSxZFWWasEEpOSSAxMpf6xAStRn1mPAEBBaHDuAJFWfTrb7vvda/9Cdm8pWvzpgaYqBBYoSJcwtwBd0cMCMFoNOPoGDA7N1WBTCk5CJcyLk9xkBb88Xv/5w985/fUtm3P+3uKoEigw+kQERapE0RMiGp05Hm3IvXG3NFHv/meb/uzQ+8OihhpoOQgxiJDeTzl36bouJEEjhw9c/OtN+uWrdbXnfR0eW6UlFWudJgAUQ0paLfSiM3V45nxR04dG9q0obdSaTjdPQO4pTfvjqmmzdh69Hj3wObpk8cSSkaHKcozyuDVP/mG3/2dtzEyUunprtTrsydHB7cMjR9/VEF5RjmY0yFERRGgjg1sG25Pt2q79xaVtFBUhJLS4coKU2NVlCzmrTMnuXDG3cXduT4YYHQo4JAb3f2bTeneur2ZVaMmOCWhJCxycVVXQAPebqbNemPs2Jd+9Vd9+IP/KwVzEkEBpyQsMkrKtXHw0OH99x6QkRHt7UODoe6RyxGWWGpU8jg3OpoN9E+OHalC4Eko15a7AyIS4Wff+JY3/cqb2NTDhg1UaqB0uAoCuBggKoA6uBqJx4gUqcX81GhQaV44E8Hh+378NYfue3fXtu3aU52fvsjsnOStxsVznreqXV0gYKxRrprBAtx21/NHv/BIz87drWot1wRRQHDFWMcV1NyRIiW2z00yPfW+v/yLl37tVwaudwYKGJiTZn1sHqgODeSSRVGWGSuEklMSSIzMpT4xQatRnxlPQCCwxLgCRWljyhw86467xkdP9QxvLyppjqDBUBapCJcwd8DdEQMkQJ5nrWbr+ImBnTsnjj6UAAUEEC5lXJ54FAl1c0P6Qle6dads7MuT4BIQcDpEhBVBBIhqdOR5Kmir0TwzkUqoT0+IkwjLHMRYZCiPp/zbZCwqILBhaGS+Pie7hr1SCSGlpKxypcMEiGpgqSJF0Z6e4dzEt778nkPv+IME/uJv/u7bXvpNtd27GlmgaNNscfrMofe972Xf+PVVpSPSYYIqzySDW26785EHHuKWW0KlWi0a9dOnWag3m41UUJ5p5oALJhR4gjaJcwutbf2D1Lp79ozkqhF3FJQOV1aYGquiZDFvnT3N9AVvN8TduT4YyxSno4C01isDG9P+jTGtRUlAWSKAIeCGq7iqA6ZFW+uzrZPH3/7Od3zfgf0ZKBgo4JSERUZJuTYOHjq8/94DMjKivX1oMNQ9cjnCEkuNSh7nRkezgf7JsSNVCDwJ5QqcNcLVM2hEejZsImi2Y3s7SQmBUsARlqkIS1yNxA2kSD3K7Fz75LG/+vv//WUvuLsZGe7bSO+m3k2bCrzVnLcTj37r/v9y6B3vqCQJQslZI1w9g7r7pz7zua/98hd1DW+PXT3tkIK6EHDEWMfVRNVBiuCFFEXrxLGu3t7p8TEv8jQoICKgXHeckmBgTpr2MThQHRzMNYmiXEIwwCkJJEbmUp+YoNWoz4wnEEBA6TAux0BRDJyW0ha2btmzMD1V2bkz6e5qEwoFV0BFuBxzZ4mYg2DEwufmmJx6wfPu/rsPvj9LQbgs4/LEI2gUMdi19/azp06nIyNFloomJiwREVaoCGBqdFhUi4mZLczn5yb/+i//6mu/6oUCQSg5iLFM+ffBQAED4bfeft9PvPbVbB/u2ry5lRdIAKXDlTUKmBhi6hbcimbDLk7SaM7PXiygf+M22rG2e1cLT0VakxPUG42ZC6kQlA6jw0GUZ0A79yyVPHphvnFgsJVk2c7dMUg1tutnTzN58cL0XH9PRSkZpggl4ZlglCI4DmLw53/1gQMv+89h5460pzdmFXMBFVdnjQmralmlPTtTTJxiftrbDXF3rg/GElecjn/6lwefd+edbN+abtpUaMUlwZUOoSRGyXAVU3XcY2aFz061zpz69L989jm37IvmYpYkQQGnJCwySsq1cfDQ4f33HpCREe3tQ4Oh7pHLEZZYalTyODc6mg30T44dqULgSShX4KwRrp5BAd9yz3d+8H/+Rc9NNy+kakkARYWowjIVYYlr9BRUKBIvsjyvP/pw165tpx996P/527//Ly/5hmTXHk1C4rYwfYH56cnzZzd2dSuLnMcRnhFtaDobsm42bMyGtsUkQ4IJKo4Y67iaqDpCoRR50fapi1w4/+n777/rlpvx6O5SClx3nCUmmJMm/QwNVAcHck2iKJcQDHBKAomRudTPTNBqLMyMJ4KCgNJhXI6BAqaAKQWcPDN14+7dJGlleNi7u3NVXAEV4XLMnVViDohpUdj5KSbO3vfud7/8npdVKyiXYVyGAhZBHTF481v/++tf/3oGN9c2D7aim7BERFihIoCpAepmHsVjFovmoyd6u3pmL5w2UBY5iLFM+ffBQAGnoy3UNg1ZEdMdw2Q10wBKhytrFDAxxNQNMStyn53l3PmP/MOnN/T23bnvJvo3poND7mKNhp089oOveOX/9TtvwkDpMJySKM+MvCBNMMi6NtDbr0NbYyUk1pKFeuvoiYN/9t6Xv+xb6BAzUISScHWMNQ5GySGHbSN75ibO9+67sZGmURJ1FVdnjQmrPFqX+MLp0YrlzQvnxN25PhhLTHEQfuM3f/enfvp1bBvq2rJ1oQASXOkQSmJ0iOGKaTDcY2YFFy80J8/MtuYTkQooGCjglIRFRkm5Ng4eOrz/3gMyMqK9fWgw1D1yOcISS41KHudGR7OB/smxI1UIPAnlX4lB7kzXG1t7NzI0mAwNFmlAFBFMcZYEEZZ4Ej0FUiuEIlFrzc/HkyceOjtx93Pvnjt7Ntmzu1qt+uR0/dTx4Zt2P/rAAzWEDmc94RnRisTA87/8ax78h0+FnXvTWk+epFEIEhFjHVcTVUcwKJCimJvizNn+gU0XRkcVjzEPIeUyhOuCY4I5adrP4EB1cCDXJIpyCcEApySQGJlL/cwErcbCzHgiKAgoHcblGChgyhKhLfz2773jdT/242wcqGzd0g4pi1SEFSaUxAA3Z5EArogBiZm3msWp07TzM+fODvVXlHWMkgLG4yhgEVcQFxaMng1b6apWtw63RUxYpgKIU1IBFANMDMyJaZEnU3ONk6Mf/fg/vuDu5yaBkoMYy5T//zFKyjPFWOKKYNCGb/rWb/vwB/8m2bJVe/tjCKCAoYA6HSYKqBtiJgaGmDdanJs88L3f39/b97tvfjODm0OllnjaOjdBc2564kxfJZEUHATDKYnyzMgL0oSpuYVNA4NdW7e3+/pjJeCtbpX5B77wgi/9sk98+G/oEDNMCZSEp8tYz1lj8M8PP3T3HXfR0x92bLck0yji6qwxYZXnRWox/8LnN2zdfPH0mLg71wdjiUNUlGff9YIHj3yhtmdXXqkUniKKKx1CSYwOMVwxFUcsJkXbJyfzyTO5NR3UKYkHhA4HYZFRUq6Ng4cO77/3gIyMaG8fGgx1j1yOsMRSo5LHudHRbKB/cuxIFQJPRPnXYyDQdnaN7Dt3arxy675WkiKCJjg4S4IIiwx1T3FSM6QAi3nLpi7c/cIv/8ePfET7N1pXptHkwnS8MPHR+z929+13ZCjOZQjPiFYzVqrhn46det6zb6e2oXtwS7OSxBCEghUqwhJXE1VHMCgi0Vt15uqcnfjbj37kq//DC9rtdpZl4Kwn/GszwFAHYZnyJIySOWnWx+BAdfNgrkkU5RKCAU5JIDEyl/qZCVqNhZnxRFAQUDqMyzFQwBWnJMwXMU3Dc5/3wgc+9/lk14h29UTFUBa50CEidIgBbs4KcVUHMcCK3FtNzp5La9X62dEAymMZJQWMx1HAIq4gLhTKyLPuGj92rLp7T8yquSodAiIsEgcVQDHABDAXS4tYbbXnjh2v9vbMTp5JWWX8f9TBB5xnd1no/8/zfM85v99v+u7M7OxsnS1JSCCEXixXuQjI1b8FBFRIhCAqXURKEBUJECSiiCLlRq+iCS8kShH1evlbUaQjkdRNtreZ3Z0+8yvnfJ/nnjNld7PZhORms5L3e4XyX8ZADRwMlIpwinKuGKdopLJvYmLH5i26djhbN5KH1FwkqJuwRB0TBdQNMRPAXIwistBSCZbnaZZ5llj0uofFvfsv2Dl269e/GFIqDkLJcBDl3IhOFG66+dYnXva43q07Frq6LEuJza5EF+/cm6ksTh4TSgamBCrC/yvjvvlizNdv3r4wN8/mLdLoVldxdU4xYZk6sdNKsOLO277/GT/w95/9tLg7DxtGYYSAS7tlXRtGLEmzdSMdg3odUVwpqVASo2KguOKA1WPRuvXW/jV9kxMHADFKotyDcV+UB+f6G2580eVXyNiY9vahwVD3yNkIyyw1anmc27cvGxw4vv+OOgRWKPfCqQgnGRXl3PMCSbht96GLd2xj49Yw0Bc1xQrSjFWiwipHxVXdKIlhjsXY6dS6GkXMLVrqRefwgVoqUxPjxE5dG+LCMuEU4RxahI07HjF98Njg2NhCLeRJMHcqyt0pARAMKLwgGp0WM9O9qpOH92EEcRcHlGXCKcJ5Yk4uJJHQgR/8wR8+eujwc3/8x37wmU9/xIUXDA0NqSrg7qwSEcAwUIM07WJ4pD40nGsSRbkHwQCnIpAYmcvCkaO0m4szhxNBQUApGfeLdtzcPdOwbsv240cnw+iG+tDgQp4TEkpKxQ3nnoRTxCJgC03Gj4xuGN1zy01BSBSjohgVBYxTlGWGKyVhsRPv2r/v0Rfu7B7bWdTX5klqSkWFkhsQEE4SA0wIZom14/xcfuDQr19zza+9/rXKaRyE/yIGBkkBTdiw7cInXXbZ85/7nCc8/rE7xsb6uupmpiXOMQOH3D0TGdiwfm5uIds0lqcND6JpzaID4gqoG8vEWGJigOOUHHHzdicz70xNM3H8C1/+4lOfeCkPmU6no1laINd+6IO/9ktvrW/c3OlqeKIeO13izfHjfvTwHeMHtw2vy4tWI6mBg/KgGXejrMhjTEP4jWve87ZffRtbx0Jvn0hwlNOYsEyx7kzmjx+z8aPXvOuaN776FeLuPFw4CLjjgiLda2TN2mRgTe5CmiHgSkmFkhgVo+RKyWLotOKuO5/9Q//js5/6uBglUc7GuC/Kg3P9DTe+6PIrZGxMe/vQYKh75GyEZZYatTzO7duXDQ4c339HHQIrlHvhVISTjIpy7hXtjmoqqazZsH3mxHRjx85WoiSpe2SVqLDKqYgroBhLzB11zKXT9MUF33fX71z34VdeeaXHPNW6uLBMOEU4V2JBJ+GP/vj6V73052vrhhnsz5NgKCgoICKsUgIgGFC4UYpGa1Gmjl/+3Of84Yc/oFQUY4VwinCemJMX5qL1933kuje84S3MzYCDhySkQW6++eatW7ZqUFaJCGCYQ0RraRfDI9nwcK6Jo9yDYIBTEUiMzGXhyFHazcWZw4mgIKCUjG/HqJibiio6fmJy/brNpPVsbAuNesdBFGGJ49yTcIp7DKoxN+ZmGB+/+urfeP3rXqOQBpRlBgoYpyjLjIqypG1x3fqR2em5+rZHddKGJUJJhZIbEBBOEqPkiphbS4tOcegozdbk9FRXmmQBYYmD8F/EgGZRWJINbtnePjGFGa15Gl00Fx/31Cf/2+c/Xw/BMEU5d4xKbo7Kpz/76Rf8xPMY3kxfH7WahMRdcMQVUDdKYpzGBJeIUDFraJCF5uKePb29fbMTB3iIdfAO8oPPe/6//c0/phu3xnqNTDwWmXucmSnGD732V69651Vv6Qb3KBI4F4xTlFPcvVPEW27b9bjLHqdj20Jvn2twlNOYsCx4EZuzvjDDxPFv3b7r4rHN4u48XDgIGCi37zn8iJ0761u2Wl9/RwQUAVdKKpTEqBglVxw8MjvD/v3X/a/rXnL5T4pREuVsjPtLeeCuv+HGF11+hYyNaW8fGgx1j5yNsCI1q+Vxbt++bHDg+P476hBYodwLpyKcZJxJOTcMFNz46A1/+eIXvySMbmDNALU0xoJVIkLJlZIYq9Q5KZqlQYqFOT8xQWy3J6cTosc8SA2EZcIpwrnSbOeNWmrQ0z/aXJzvumjnYpFrrWGioICIsEpFWGLugLsDSd4pjk9wbOJbB/aObRxtgDqIURHOTjgXjLNTLI/+H9+89UlP/W6y0DM0ZK2FxRPHyYvPfOZTz3rWs5IkERFWuQgVc4hoLetiaCQbHs41cZR7EAxwKgKJkbksHDlKu7k4czgRFASUkvHtGBVFCy8SSdrmn/jU317+/J9kaLh7eLCpYqosE6EkRsmpuHIG9yQELy027dgEk+NfvXPXzq1bexNRB8E4C2WZUVGgMFPVf/jXf37G9z9DR8dC39qYiImiQskVCDgnibEqxlYq0iiK2Tt21YcHZw7td4eiqKUJDsJ5ZlTUMaEFOx596dFd+7Kh4ZpqbLcWTxzrHuifOjYeY6yHwLlmVBTaWB6LgZHRmIus35j0dOcGGgBxBdSNkhinMcFxBDDMukRtbra16/Y/+/NPvvB5P8JDLIc2DG0dax9fSDZttVqNNCgmRRHazdb4EVKZnRivgxIDgXPHqCh3UxjNduzr7tGxbaG3zzU4ymlMWBa8SDsLzYmjtFrNudk6iLvzcOEgTuEk+v7rPvraV726tn7U+gfyJGBUXCmpUBKjYpRccbQobHqKo4duuePWC8c2qyPKvTDuL+WBu/6GG190+RUyNqa9fWgw1D1yNsKKNFLL49z+PdngwPH9d9QhsEK5F05FOMk4k3KueKcosiRttxkY2dhqtdIdO4oscUBYJiKUXCmJsUqdk6yItTRpz036oQM//oKf+Pgf/S+PzUwTPAFhmXCKcE4UOOaJqhf85u//wVVXXRXWDUmj4bVGFAUFRIRVKsIScwfcHUijaWu+fWAf/T1z40drEFhminB2wrlgnF2ed+7cvf9Rj7qMKL3bt4AVrYXm4cMv+dmf/aOPfBhot9tZlrHKRQDHgIjWsi6GR7Kh4VwTR7kHwQCnIpAYmcvCkaO0m4szhxNBIbDM+HaMiuOBUHiRSNKC7336D3/1Xz4fRkZ0bX+uSkVRQYxlTsWVM7gnIagGOu1ut6nbbqG3e+7EeA0C90pZZlSUJQ4F9AwNddpa37CxSNMiQEhAQXECzkliLDFBVSg6odPuTE0yPf3TV770j37/fTWWOAjuLiKcL8aKCBdc9vh9u+6gb2BoeLg5Pb0wMY7K5NRkPQ1ZCG5mnmehxrljVAwPSAE//bKX3Xj9nzO8IRvo7zgkCRXFCTglMU5jgrsjgImZLDZtdpb5hXz2eCI8xNyQBbxv/Qbmi2TjVqvVSIOY41Fai8X0JNOTt+y+c8Pw2hSvpzXlnDEqypkW297d06Obt4bePtcQXVSEVSYsS73w2cn84P7RzVv37rotE8TdeThxkLbzXU/7ga9/6Wu9W7ct1FJLEoyKKyUVSmKUxHBAJRI6eTE3w8Th2eZsQ0kApyLcg3F/KQ/c9Tfc+KLLr5CxMe3tQ4Oh7s7ZCMaSNFLL49z+PbXBgWP776hDYIVyL5yKcJJRUc45i0TQYMHhDb9y9XvffU3YsdPqNc8CAq6AEFilTsnUAHWWmDgeSdzaU8eYnpyfn67hiRkVBcGpKKcID5oDEQsEDJQ29GzYUByf6tu2cyHNYpKxRERYpQRWmTtigLpJ3o6LC753X9/WrUf23iHQgFarVa/XqRgV4RThwTFWOCsCtGKuGjLRL371pqc+6Umkta7RDZmGvNNaOHZwdNvYgdtuC5yFUXEMNEIt62J4JBsaySVxUVYYq8QpuVASLDEyl4UjR2k3F2cOJ0IABRzE+HaMiiJUxKANCsPrt89NTYVNG6SrkWT1VtFBBWGFBwHnTAJB1T2KU1dtTk/HPXtGLrpo963fABogYJxJWeJUhFLEBYnwj1/4wrO+578zMlpbu6Yj4lkKCShOwLm7iINREsNiapYfn2Ry8trfe/+VL/ypniwkoEnwaKLKScJDIRZRg4oIsNiJIQsXXfbEfXfuDj19XWv7k0SmDhyg3fniV7706EddnICCUDJlmXIuGBUHA4cCutNe1gxnQ4NFCJYkiFJyxI2SGKAigLkDzrIYzOLMLIcP/cyVP/vHH3ofDz0Hg6R3LQOD9YHhjogmaeEmbmp5zYrFm2965vOf/5mPX68QQHkIuVE4i81iYO1a3bRJenrREF1KLFERE0oi0sB95vjiXXf9xV/91Y/98LMUxN15+MiLdprUOtC9dqRAezdsnEsCIWBCyZWSCiUxSmKUXCUSFprFsXEy5icO1iABnIpwD8b9pTxw199w44suv0LGxrS3Dw2GujtnIxhL0kgtj3P799QGB47tv6MOgRXKvXAqwklGRTnnLBIVxBJHWkZX1s3awXT9uiJNXMEVEAKr1CmZGqDOEhMnmFq7le+/a3jrln233pThwQwHFBGcinKK8KA5YLgCpghzxM//+xd/6L89LV036muGipCiAogIq5TAKnOnJKZubkUmtI5PcvhQ/4XbD91+awOKImZJoGJUhFOEB8eoOBgrHAcS5A//7Iaf+7lXaa2re2gwJIk1m7P79/WOrh0/dKAGylkYFacSoZb1MDySDQ3nkrgoK4xV4pRcKAmWGInRHJ+gtdiaPpwoAgo4iPHtGBVFqAhLclhYsDVrB0lDsmHUsywKJIoASsmDgHMmARUBA+LcQkhDnJ1nfPwlr3/N77/7HRkkYJxJWeJUBHc3wSlJARu2bp86dKRxwc48SWOSuSSggODqnC7ilMSoRNxqndg+cpT5+c9/8Qvf87hHFe2OhqCqiHCScM7FIoYkxCKKiqq2I1svuXR8z37pW9Po6W70dZ84cpDj42+55t1Xv/kNEZSKUDJlmXIuGBUHAweDCy5+3MFdu7NtW63WKEJAlGXi4iAGqAhg7qxyj6lZPnGME8ePHZ8a6k95iBkGOtcpBgaGGBzO1gwXiCZpESOgFKkV7UOHaC7ONqe7QEB5aBXGnXcduPjiS3TLZunpRUM0RJVVLqiqu2u7FccPMz/Tbs5nQkncnYebltEIddm4sWvdyII5qjgVV0oqlMQoiVFyQqTejAt33rH2wk133fqf3ZACTkW4B+P+Uh6462+48UWXXyFjY9rbZ6KOci8Eo+SamtWjze7dWxvsO7b/jjoEVij3wqkIJxkV5ZwzPAecxAguXPL479r19W/0POLiZj2JqrhSkgCIK6BugKkB6iwxcaQgn55mYeYf/+lz3/XoR2aAGw4uiOBUlFOEB82BSBRUHVxRcli7fnR+fkE2bfWsjiogEgBHgYCwytwpiYGJeRpEYtGenfVDh7vWDh47si8TFBQDpeKc4pyi3F/GaQwiOMu0XbRrSe2X3vBLH/jgR6j3DwyvX2x1khAWd++mqzY7NRvKjAoAACAASURBVFFXSQNnZaxwiFDLehgeyYaGc0lclBXGKnFKLpQES4zEaI5P0FpsTR9OFAEFHMT4doyKIqwQIDoIn/27f/qxH/1x+vtkTZ/XaqgggFLyIIAr4GKsEhWWqBPNMiG2W3HiGFPTX/rWTY+8cHs9IJxJMUqulIRSxB0MBNm1f/8jL34k3d06OCT1rigJJIDg6phwkrsjIICB4xai1aItHhlnavLLX/n3JzzmUgnqBRI4RXjQjIqyyg0zD4m4+8JCc9sFjzh+fLpv646k3mh1mq3mnE2e+G/PePrffurGBBSEilAyZZlyLhgVBwMHg69949bveer3yeAa7evxtG5JwBUx3MRBDFARwNxZoo57TM3ae/f1Dw1O77k175BmPKQKL4Ikew8f3T62k/Wj6ZphQ1WTPDpiiKWxCHPzrX13/fLVb3vbW99chwA4FTFOUc6dL3795qc+/nG6bYf09FoIbogoq5wY0jTmOTPT7NvzA8985uf+92cwUMTdeZgwMDwa+/cdunD7TtmyuTY03CoMDSxzpaRCSYyKsSQtLMwstPbd9cZrfuM33vyGFALgVIR7MO4v5YH704/deMXlV8jWMe3tM1FHuReCUXJNnCzawr492Zre4/vvqENghXIvnIpwklFRzjnDc8BFI0l0OXJsctvmbTq0Nhka7gQFpSQBEFd1wAATXEyoBFzNs2jz+/bVerpOHNqdQQq4UXIBwakopwgPmgMRF0xdqWiEqfmF4f41bNgkA2tQcQ1IoKJAQFhl7pTEVCS641EtJkWMs3Px2InuNWvGD+xupCinc1Y4pyj3lwEGihjuYOBUDO1YsW3HBZOHDrB2sHdwA560m63O+ATBb7nl1os2DyrgINwHA4M07WF4JBseziVxUVYYq8RxYZUFR6Pnx47L4kJr6nAICCjgIIBxn4yKIqwQlhgIPOtHnve5v/5s2LZFu7uiqIkiSsmDAK6Ai7FKVFjm6mZJECtym1/gyDjC4fHDQz2pgrBCwSiZAq6UhFLEnWWi8OznPPf/fOrT2c4LaHTnmjgJgiDcnbsjICBgEQe37iTxufnFAwdozv/Wtde+6lWvqtUDDsLZORXhgTBWKKtigSpf/cY3n/TkJ4N2bx6TrCGazM1OcXx89KKdt9/0NY/UA2akSkkombJMOReMFQ4GDgK9g1vb4o1169tJaknAFQcxcUMMUBHA3AF11E3NE7OFXXd87VvfetyFm90Q5SEViUq46bY7HnPpYxndkK4ZNlQ1yaMjhpqa1Ttx8fBBvGjOTmSggONmElhiVBSUcyEWXPv+D1z1pjfr1i3S1WMhuIEqK4wYs3pWNNs2Mc6xiRMnTvT2NNJUAHF3Hm7e897fe9Mvv6F+0QXW6Oq4giJUXCmpUBJjmRuQxSIcP9E8euTL3/zaJY+4qJGoAk5FOG+siJqEf/rXLz/taU8LY9todMcQEMU5K3FKLgQjNWsd3Be6G1MH76xD4L4oDwnjTErJwKiooQ4GgyOjc/MLycbN3tUbFVA04IirOuK4YGIuhiDiwajjzfFj8dCe/3n9J178088RCJSMkivCQ8lZFQsLSQBe++Zfef/v/J5sWJ+tHeggjuCKKyAinI0TERMjNZNmpz0zx0JTNdz+za/u3DbCqjzGNATDlPtDKTkVMZYYOBgUlte0ptBxS0S/ctM3v/v7nx5nZhkZSgfWNGrd1irmd++hu/sbX/7qY3aujzkhgHJ2kYqC0I7UewYYWNNYP9pydVFWGGdnAh6N4yc4PumtE5QUHIR7Y5xJOZOBQSvahi2b5w4fru/Y4V29bU1QQMWDOrgCUUFYJghL3AUBjxipWX7iOMdPJEODk4d39VIxEHBKriwTThOdkgjqIGRrhvJmq2v7zo6EQpUkRQUBV0CcZS5ApOTgQBQkxW1uoThwlM78Y5/w5H//8j8DHr2eiLFCWeLgVIQVwknGmZQlDmJWFJpkQHRi4SAv+IkXfupv/oZ6Wt+0kUQprDU1y/Tk8LbNu269KXUCiFAKVISKcu4ZKxwUfuVd773mV35Vx7bLmv6IiKm6om5i3J1isd3JkiDNVvvg4SyrtaYPmBEEhIeawYf/8KOvePkrkrFt0ug2EjR4NBNQw6HZkmbLD47/0utf/97fvAoBIc/zNA1grFAqyoPhIJQufuxTbtt9l65fL43uiCCggZIbDkU7FfXZZnH0yBMef9lX/u0fMNyQBHF3Hj7yPEeTxz7xKTff9J+Niy4s0iwngCJUXCmpUBKj5OAmWD0WdvhIe2a62ZwPImmg4lSE88aKWJi/9/f+4C1XXZVt3xmzegwBUcwR4R7EKbkgTmrWOXIIsamJA90Q+DaUc884k7LMWKGdIs+S9J+/+IXv/77vZ93mpG8gZqmLogFHXNURxwUTcwF1PGpe1IrY3H1XkqRTJ443MoSKYlSUh5ZzigB5HgtkeMvYwswMGzdQy6g1cMURV1S4BxcgAmIkZjW0kWat6YW5gwfJW7/wmlde+5vvSFMEEsHMEAsIICLcF6XkVMRYoQYdj4g63kBbxnd/7/d+/Utfot7NmgHt6Q5JYovteHSCZvMrt9/+uAs2O1iHNONeRXBQUJq5dTV62Li5NjjYMXVRVhhnZ5RiZHKaw0fdZljmINwb40zKWRi0LW922oNrBujq7RrZ2k7TGAAVD+qoq0FUEJYJQkUdp+SOo2apWWdxwQ8fWrN5y7Fd38AIirHMAaUknMYNUUpeIAnfuuPOSx95Kd09ybp1oavH0jQ3R8BVnNM5kZJTEcMdkZpJmJqXxebCiaNpX883v/G1bVs3JkpReJYIoCxx7kZ4gNwRgS989T+e8axnL07N07+mMTJcJOIei6NHWFhsDA0eP7hHIDgBXHBQKkJFOfeMioJBx0Bp1PoZWKPrR0zTYKqOBTfhDIqJW1rEtJ3PHjjw29f+1mte8eKYk2UgPKQM3Lnm3e/91be9rb59Z8xqJmqomJhAMJwghIVOcWwubbenTuxp1CnleZ6mAYwVSkV5MBwKYkE2MmRJkoyOFmkGigqiYDhgmXtaxIW9h2guLC7ONjJKseMhE3F3Hj7y6BpkYHjT/MJi9wU7mqhJAooYJVdKKpTEKDm4Bbd6LBb27WVxoZ03xTwNQsmpCOeTwRU//4rrr7uufsmlHU1MFFEcRLgHcUouKm6pWWd8nObs+Ilja1IC34Zy7hlnUpY4FWFZBIPG2rUxpsnIemk0clU0AOKqruLmgomhgpjnOe22tjt29PCVL7nywx/4bQVlmVMRzhczExGLFCKtwMC6EWYXky1biq4uQhBTdZBgwulcWOI4uCVIakhhHotgzE+O02qSpf/8j3//PZdd3Ck8UUmUszHOypWSUxHcMUGFAgSuevs7f+vtV5PW6O/T/j7Nal1prb0w1967n0b9P2++eeuG4czxSCZowr2KVBQT7tp34MKdj2DDRupd0uhxUVYYZ2eUYmRymqOlI4ODXYlgVJQHxag4XPX2X7v23dcmI1tDT287AVHxoI66GpjgwjIRoaKOg2IOpma1INbptKemmJp84vc85Yuf+2vAC0JCyagop3FOcjNERbn6fb/3a6/7JTZuTHp6su6+touh3IN75AzuAU9y61JtTk61jh5FeOJTnvS5f/hcLSEVAphwD6acQXFOEU6KEKkcPHL0CY9/0tSJE2iSrh/RLJOsJhaL2YV84uiandv23nxTgMQJgjgIJwkV5dwzKgoGuXlQedSTv/f2r32D7duT7l61xAQXM+FuxNSh3elKwtzRI0xNW2dGIO+QZjzUYhFdw8tf+drrrruu96KL22lqaGGoYwJKKdEgrSKday8eOrBp6/o7d92UBaIhGgHFACFQUR4Mp7Rnz6HtF+5g3XA2PNKRAIoIQkUsmNULi/MLrf373/2+973p1S+ziAaWibvzMGGQmxfmPVlXbXSDDK1tSUASXBGj5EpJhZIYFSEWqXs9FnN77to5tnXXzf+RR0+DUHIqwvlh0PFYk7B2bPv0+ERt50W5JiaKKE5FhLsTp+Si4mTu7WNHOTF+cHpyXSMJfBvKuWecSVniVIRSHmMIIcI173vfr7/lHbJmMPT3WZpYkoCKqYK4uWBiQBq0aDVtcZHWIkeOHJ+b7elKa8IqpyKcX27kQiHcumfvEy68hK6uZNNmSVNcTRQJJpzOhYo7JbdUNIhKET0WQXVhcZ6iw6FDpOnI5k1/+1efesyFOwDn/lKWOAg4JjQLSxN946/82u/+7vsRJaslPb2NgQFLQ6vV8sW27bmLNLt1397to4MKOInwbRgVxeCPPnr9y178UrZtr68dbOfuoqwwzs4oxcj0DBPj//L5f3nsZZd2ZTgIKA+WQYSc2Ds4bNpdWzfSydQRIagpS0xwYZmIUFF3B8UdTA3BaiqL83O0Fhk/8mM/9YIb/uQPG8Iyo6KcxjlFcPcoYrDlkkvH9+6lp7d7dGNB5qImlKK7C6uMexAQcymKLhFt5wuTJ2LeAXvRC3/yIx94f6qUjFOUimCgLFHuzimZ4GAQ4Zbde5/xzGdNHjvGfLNryyat1aWedgpTp3nkMDOLoxfu+M9bvxmgBsFRRxVnhbBCOfeMioJBblE1fOvO3Y971GNYszYdGpGQuYq5m3A3YsFIi1xarcWDB57+9Kf//5+90Q1RzoNOpyMhfd4LXvjpv/xk7yWPbKdpdIku6piAUmnntbTGfCuJ+cK+u977B+975S+8VAQFIapTEhEqyoPjxnN/+vJPfuIT2Y5tsdEVRdGAq1AysNQsW2jN793bt2H08L5dqZOCCAglcXe+AzkV4XQGEb70ta9/7xOe0rtjZ7u7q6MBSXAFo+RKSYWSGCVV2u1MJGk1F++4+eprf+utv/yLnORUhPMjwqLnuTPY1cuatbWh0XZIcEEDBM5G3AAXFSdzt+ZCvn/3u3/nt1/38ivVjCWiAgjC3Sn3wjlFeECMMylLnIpQMnCIuCEN6WbtusbwUDsNliSIYioQEBczMXXUYog5nXZr774tF+6881tfS6EdqQWWOBXhv4LBgvuffvzPX3nlz5LUejdv7qh2JKAZGlhhrHKhJI46ggHqlEzMo1m75XOzHD9GT3d3o/6WN77hda96VT2QO4ng4GDOMhWWBSqdSBboRLJAx/nSV77+0p972Z3fugVzao3eTZvyoN7IsjTL5xZbM3NMHKa7MT9zIkAABQF1EO6DF0hCYZao7njUY3bfeWey44Ksb81iqwPKCuPsjJIZnQ6773rmD//Qp/7ihgwcFBRw7hfhrNoWUw0F/OH117/iypczsr42tLZtnkgCiqsLJsaZFHATSmLiqBseVTxY3jo8zuzM0370h//yEx8LQh0sLxRJ08DZueEgEYmwfufOmQMHw+iWrGsgrXUXFhfzdkjTqFQEMErOaZSSuWJAMPN2i3Y7zi94q0nevuRxl33wgx968mMfFSEBhVZBd0LJqQgVAQOlYqDQhJmFzgc//JF3XPMua7ap1eluhFqW1tMkCZhLYXOHx5mb/fEXvuhjf/IRAwEFnEDFxQFFlPPBqHQ8qoTu0U3F9HzYuEUb3aFWz2NhwhlSM23N5zMz8dixQ0ePjq7tZYkryvnwo8/9qc/85SeTHTu1tze6RBeWKRVDowcnNVs8doT52X/78hef+OiLBBIwM1XlwXFDlMVWR5O00dtPdyMZGrZ6zTSAipOFpMjbYpFmq9h/EPeZ1lyARkAdhGXi7nwHcirC6QxyeNkrXvGnH7qu74KLFupZDAkkoGA4uFJSoSRGSYROp+bE2ani6MFb7rz94s2b3RCl4lSE8yPCIvaxz/zlz//Y85IdF0ijN5eABDTgytmIG+Ci4mTuxcJc3L+7a2jt5KG9iXhADBwXhHtQ7oVzivCAGGdSljgVoWTgYBDhec978Wc//VfphtGkv78l4qqYCgQEcDGhKFrNhkucn+8c2v2lW25//MXbFQwCyxwclP8KEQqI8IrXvu5PPvCRdN066e8J3X2tQlxURKgYq1woiVMRA9QpmaCOuEksioU5bzWZOkEIdIre/rVXXnnli1/8MxddtB1wcCMLnNTKPUnFjbv2HPj0pz/9nt+6du7oBI06rSYD/aGnp7u3HwmkSduL9twcMwtMTQ1u3bj/rtsTUFAqCjgI98UpRWGh3e6v13VkSzIyUqSZRUBZYZydsSTEGCeOMnXiyPTUQCNNQEEB534R7k0Egflo/QMj9PbX1g1GUVBQR00A40wKuAklMUDcEANLYsw6hbdai8eOdq0b2r97V7fguTVS5ewczHAIETqgyOCmzc3J+a4N2yRtuGBBOuImoFTEKTmnUUruLPMobiHGrCiKvNM5PkGngyhptnnb9te/5hd/6NnP3rRhQEDAqCiV6IiRBBZbftsdu972znf83T/9vc3O0GpS72FoNKRpqGeaiip5c1Gjt++8E0mu+d3f+cVX/0INIsscECpORRHlPDGsGQsJ2Qf+53VvfPmr003bpL/P06ww5x5SL5L5ucU771w/tvXIntvdEHBxEwLCQ8lK6Asvf8mff/zjydh27e2NLtGFknCKo06IUVqLnUMHSJNDhw+t6cqCeRBUXILy4FjElaf8t6d99T++0b1pY+jpnS1yJICKIxZ7GrV8br55dJxO/o0vfemSS3bgJII6CMvE3fkO5FSEkwwcOjA0unFxarZ3246FLLWQIAqKGw6ulFQoiVESI7daUbQnjtKeX5idTqNLkSe1jJJTEc6PHHLoXtdPx7q3bOuQ5hKQgARQzkbcABcVpw7F4nzd87kD+z/1yU/8f89+ppklqsbZKffgnEl4QIwzKUucilAycDAq05P5usE1DK/LhgZjWouSgIoTEMRcTCiSvOjSMHnbbdSSxbkJnFjEnjSwwsFBOd8cBGibi5lLeP7ll3/mYzcwNJysGyXrKgiAiICxyoWzEgcxdcQtaIydTkgkLi4mC53W1DTNFqVGnTSr1WpZlnV3d7Hq2MSJLMuaU5OYIUqpp5taTeqhp79vfrFV72p0ikLFbX4xTs8yPfm0Z/+P//M3nwEPjjiocP/kuaepGDzt2T/4L//4+fropk5vr6c1NwFlhXF2xpLUTFvz7UMHX/Syl37wd95bA4UAOPeLcBqnIixxKCCF2rqtHdHauiFqtRjdURN1YZVxilIyoSRGxcBQk2gNkE7eWWjmE+NJV+ObX/vqI7ZuUDBQ7snBAANDQRJYgLXrNndONBlcVx/o9SQUiUQBBQEE526EigklcTChZKoubkXewlxy86kZJqcIGXkk0XSgL0uzWq2WLWm32wuLC61mq5iaxjukXSgkzpqB0D/gGpBaQBIkIUrsNGdn8oMH6On5t7//5+964qVAxwmAuFMyoaQsCQjnUds7LplAo3/IQ622cUPM0ojgCkrFWJJZYZMT+ZEjX/nKV57wmEdigLtgYgGhojw0rOg44Tfe9Z6rr35HsnWb9vZGl+iCsMSoKCUBtzC/EGLsHD5ECPv37xkd7EuEBynPY5qGPI//+sUv/fcfeHpjdJTunk4SLARHQcUJEr3VikfGWWx+6CMfednP/JRCs503aimnEXfnO5BTEU4yiJBDd6OXrp76uvWdLDNVREHBcHClpEJJjJJHzBrtTnP/vu7Bnsn9+zPAHBVKTkWMivL/xN1FhDM4KwSj4pDDzsc/5tDtuxhe1923toVGUSSAgnIWxgoFgllG1KKzMHGU+Zlbbr5p66bNXVlqVJRTjIqyxLkvwgNinElZ4lSEklFxKgF2XPSk3btu67r44jxJc0lAxTXgrmZiwYu03Y7z851jxz/0oQ+85GdekHEGo6Kcbw503DNRHIQO/OSVL/3kn/4ZA2uTwZFQ6zbcBFRwjbiIuHBW4lTE1C3GPM2SvMhTvBHFFtudTkdUO52OF0ZeEDu0WiwTyBpkWejuAtJao97V1e40USFoCET3kGjM8+bkFNMzFMWf/smfPP95zyXmWZJikZIKFTVQ7ksHUnjX+373rW/85XRkNO0bWITQ0x9zB2WF4ZyNsSS4ZVY0jx9j8sQn/+7vnv19362gIKDcnXM3AuaocIpTEcDMVLUZo4ewdnRHu7B0ZDDp6uoUEVcTXCiJcwYXcKFiVAw1MBwshtzqEuLiYmv/fmJ8zhVX/NkffzihIlQUlJKDscrQTiwKI03TIrJ+y4XzRyaSTZtiokl3dx5AFBAXdUwouVARKiaUxAFRR8UVMIo2hdWyWmduoTetex4XpmZqadqcnyVGipwiEhQRNIBoTy+J1nu6CsESCoVENaRqdckJMU8sn9+3Fy/61/bt3nVnfz2jJIgg7oCJcYoCAeE8McDRAhJ41o8873N/87+Tsc3e3U3IDAWlYoBi9Vgs7Lq9q5YtTE1YRMUBFzMhIFSUh4hFNNz46c8+7znPr4+Nhe7+HIlIVOMURUDALCliWsQkFnN795LorTd/6xHbN0YnCPePsUIBo6LQcW679fbLHv1o+nobI6NSry2221Kv4aqgbjVh/tBBpmff9Ka3vP3qtwYI4EZJlJPE3fmO4tyNUDIqEe46dPTiHTsZ3aI9fUgwUcQQVrhSUqEkhkORh2iNdnt+966ff92rf/Odb++tZ+IuEig5FTEqygNhGKBoJKqriHiBJFhEA3RAQHBFlAhzRWfbRZdMzy2S9dQH+kOt3iw6pgEBlLMzVigY7oiLm7RadvAQreZHP/6xFz3nRwViEd3yJKvlrU5aq5mQ54VqUCe2O1lWI1ARzk64n4xTlPvlW7fuu/TSS1k3kg2N5JrgChpwV4vBxAudmbOZaWm32rMTAsIK5X4yvg3lHOk417z7PW+7+mqi10Y31Pv7CiTXJLoY6gICKriyRJxVRkmMirFEHY0uVNwccBcqJiUVwFlhLuq4R3GcmIgqJm6Ieae9ePwEU1NDG0Zvu+Xm/v6+hFWes8RRkeAQoYgR13oigEG7HRu1UBimtOElL3v5X3z0j1mzNh3oj1lmtQAJFkA5ybkP4pa553PzNjXNwsyrXv/a97zrasUDAigolYjnrXa9Xnd3EYmdGLJAhMBJhgESzQoLtQxwuOvI8Qu2XcTgcDY00BFHBVehoiLcgwmnMcDFcKek4FB4LVqI3pye9iNH6ep646++6ao3v6EOCkXe7EobRWcxyepgEAqPRbuo1+ssic4CrN861pyYYGgkGxwsCCYKpFEDYqgLheLKKQ4YFaMkIIaIOOpgro65q+PuJuruIqJOSZygCpiAGFgkupgJBBdSXUxCgebt1pFDJPYLL73id9/7niwJnI1RMkBRzh9jhYAAE5NzI4MjtQ3rk4E1eVrPVV2UksVEodOKs1N+9OhvvvPqV7/ilVmWhBAoCQbK+dDuWL27l6i1zVuzrl7PQkfzHHccFBQUASdESwpPYx4XFponJugsvvZXr7r619/aJRJjnoUaYJiirPCImUV3DyGJsZOEVMGJ7m6SGpKhH/vrv/7p5/wEaU02bZZa3XDUidbTVe+0mprnrbv20u6857ff+/rXvYYlylmIu/MdxTmTYOAQ4e3Xvvedb3sHm8ek3ismYCaGgFBxpaRCSQyHdqs7CTIzN79vzzduvulRj7jAYitL62CgOBUxKsoDYRhLFDUwo+SGGbWM2CRkEOgYB/8ve3ACb1daFvj6/77fWmvvs8+Y5GROKjVBQRVQgDIPcsVupQUpxAEbvdraoEgzqICKAwolqMhQIHpxwNteGbzqD5xBERERBJGCkrGmVCWVeTrz3nut9b1vr3WG7ORkZyJVlRTu5zl0+MUve+kH/+av6BRs2B5G1oQsRaXAXUGoOaDUjP6MihgQzJL5TvfQfubnh9dPvvXXf/X7n/c9zRC8RBIqBSg4KChg4CAg9CecI6NHOSOn4pEYGNl0effgwfCQ6zQdMhITDbirxVAGK9O5+c7u3d/7vd/9vv/3dwwUMxRQzoVxdsq9wQ1RKn/xV3/97O/8TkQaG7dE1dbEZOFSIoUbIaAKyiJxVpgLYIBg1BRwE1aIs8SFHmGZExAVV4vqFtysjBpj0Z3v7tqFyI+/6EVv/823KsvcHYyKmCCGggIODgXEkiCkgYTaoemFN7/97b/2tpt8aob1G1rjY3nQmKWugGMJKEscUE7lLBG3ZppZu13Mz1pnnoP7GE5e+ys3vuwlLx4idTBQEMhLyxJNqXmJJBAhcJxDh3KIBCg6RdpM7zl47IqHXFtKxsTaZKxVuqECiKMOKiwSp+LCcSasMMDdEVBq0TEyd7pFbHfj/BzdOcTXbtn4/73r97/p8Y9vagiQF50sbbIoz8s0SQARTDCYjuU1j3jEka/ezvg46zaOrl3baecaRVzREIVScQGh5oCxzDgLRag5FXFOIgamGlUczKzUGGiH4vA008eGN67714995MFXbc0Ej6WEhH4MAxTl/mPUHBQEsJJtV1+zb8+e5rbtPj6RawJKzYKXtGfLqSMyPVXOzwOqioNQMVDuWx7L0lyT9Pa777n2+sfYzAxrN41tWp9rYcElJIYWpiAIOBipoTGqFWr5/NRRZo7Ran7in/7h+oc8JEuzhNClBARhRYIKIlASFVUEMEolmY7dhz78kftuvY2RiYnLr5xxMQSJQTwTrCy6C9Ps289C8fF//sQTn/g4Uc5A3J1LirOaYOAQYctV1xzZd7Dx4IfkpGICZmKIIUrFlYoKFTHcsNgsLT940GZmOvPHgliigIHSn3L+DBwWjACJUHS59dadf/nXf/X/v//PvviVLzE3h8DaiWR8IjTHTVNzd8EUBESoOOJKzejPqIgB6iaxlLLwoijv2U0eUR1bM/Gsb3/Gs571rEd+w6O3Xr6tY56pBGpD4KCGCDWnJtSE82L0KGfk1ITKH33gb3/ged/HxGS2YZOTGIoKUiJlYmV3zx6OHZ3tLIwkGChm1BTl7IyzU+4lFqkF9k5Pb7/iStq5jowOjUx4llqjUahaCI7Sn7FI6HETVohTcaEme+Tq9QAAIABJREFUgNJjOAmS4hpjLHJiUXY75YH9dOdHt2//j898ZvP6ycAJxKkZIIghJQIYNaX2hS/d/rF//ti73/3um2++2eemSFuMtBhdMzGxrnDvBo2iLk7FAaXi1Fw5mdCj4qoBL63sqsVibppDB1mYB2Rk7IlPfvJzn/udT3zSUy+/6sqhDIMEWqDghijHGcwSM0JJTAi3fO6Wl778Jz/98X8hGwqbtjMyYiouIFTEqAQRFqlTMWGJUzNhmZi7UxEQMMcRRCxiLrEIZvnRIxw5RLNJkWej41u3bHrWM/7b//XkJ1//8IfvuGI7ECGCU2tAFxR+7vW/9qbXvg6HNWt0bC2NBpICIgKY4EJFHMScM1N6lIpwMhMDMZcyiKsVkhfa7cY8FvtnKP37X/zjv/W2G5uCOkE4A6Om3J+MmlATwEre94G/fP7zntfYtpWJNaUm4gpYcI+5Tx/lyKFvfdrTPvjnfw6Ymapyf3GPZWkhTUtweMRjnnrrF79KmacbJ6WRhjT1LI0khQiqVExxEMMjsRCQWNjOO1FvDjff8Y53POe5z01DKhDAIIEADiWYu4oACZjz6U9++ru/53kHjxy1okg2bhjdsKFtMTcVkSCuWHduxudmmJshSQ/u2rN+fASwiAZOR9ydS4qzmmDgEKExPI7r0DUP7biKCWBiiCFKxZWKChUx3FqNbOHQIfbsHx5uTR/eHai4U+IqIiwzakpNOR+lmat+8fbbP/HJT733j//k5ps/P390htJQJe+SZawZJ0maIy3J0ryMydBoaRJjxIVEEWeRGOpKzejPqIixKOadNEssL4aSJJ9vU5T5oUOI02njBUMNhodHJiZuePazv+UpT3nSYx+7acNkIySKBxecmoBwvowe5YycmuBGoTTXbfX5bnr5FZIORVVUxE0pM8vnvvSljVds33fbV8oY0xDAjJqinJ1xdsq9aiEvioBo8uxnP+ejf/MhGi0dHRuamEhHRtplGUVdMMGpKAIYFXecioiwwk1YERDAhIrjoCxxxE2dBJdYet4tO+3Y7XD0CMOtd7z9LT/yA89XMPOGSnSWibPIQZAIO3fv+/gnP/mnf/aBj3/yE3PTx+h0MCfLKAqCpmvWNoaHvdnqFmWz0ZKssVCWUQQBp+YsEQeUU6gDBri74YiLepBIUSQx+kI7n1/woiQWdEtiQaNBljXWTz7ukY/8H899zuMf/cgrH3R1JiwxiJDD81/wQx/+0Ifnj0yx0KE5LCOjExs3F1mr61LEMoQQcXGWBIRTuFAxYYUBjnOcOzVDKq6OFqYYFrszs5Qlec78PDFijpUkQZqNNRNrHv2Yb/z2Zz3z8d/4DY948EMbqYhSuW3voWuvf7gdPsDkZsbXJc1hVwFUxFATEGORc2ZKj7JE6HELbuqGlMGtXJjzTsfnF6xbbrzsqk9/8l8nxtKWEqDdyVvNLC86WdqkH6Om3J/MqIgirOg6zZG1CENXX5UTAqmIlIl50bajhzl0cO+ePRsnJtw8JIH7lblLEcs0SQtqX71r3xOf/JS56aM0sjDUCo1m0hguVKOqoaAICIgRVHAtLM7PhnwuTh+l20VDY3zihhtueN73fM+6tesu2749y7JOu5O3O0ePHf3Cf3zpgx/84Mc//omDu3ZjBUmrsXZN0mrqcGs+5q2RsaLTTRB1E2xm5x1gj//mp/3VB94/IqGhYhENnIG4O5cUZzWhEuHQ9OzmNetk07bmxk3tSJAEMDEXQ5SKUxNqAm6JIAvzxe13vPwVr3jTG35JqRgYKP0p58yg4z7cGiY6WZPCaDRpDtFoSppIEkKWBtXSzQQHF0UDolRcEcCoODi4UjP6EqNm6iwxKwFxlUWAYuTtolig26UomVugMAqDYsf1D/3i525pQIJwAYwe5TScExguqLzwJ376d9/2W40rru6iYXjYBF+YH87SfG6q2HXnZ7/6xUc+6EHC18A4O+VeZaBgUMAtt93+1Kd9c2ffQZrD6fhEa3LtXLs7NDZeikcsipo7RE5kSo8CIgKoU3EVdxcRIIgGJO90W80sn283VGaPHqHoMjNNEn74BT/8trf+RlmUo1niIPRROi4IjK3b0D06haakCUlg7TjCknS4xSJDk6EhXEENjaImjlAzloizSDmZOosMEFAHrJDoggY0xuCoY9E8WlFEovnCAnlOp0vekSx4e6Yxue7g/gMjQRVK+Jt/+Mizn/lMOjmNRjq5Ph0eNlFDo6o2R0vD80KTJBEFTKhEnFO4UBNWGBVzjnOnZoiggoOVuKdpSmkeDdTKsqFazE9RdmNReBGZnqHRwKHbBr37rp2X7dgUHRcUXvrKV7zj7b+NDjG6JhsetiDZ8FDhFHmHRoKqiADujivuLBGhD8WdikhAQpLkeQ6kQcSLBLf5hWJmOh7YBza6acsHP/jBb7j+YQoCAgJiIA64CCuU03B6hPuMGRUBUZaV8OM/9erffdtNXLYjjAwHgiZJJ28HL+Ndt49v3HDPV24dThIR4X7mIFSMZQYR/ukz//6c73ruwoFDdGKyeasmabM5bBqsmXUxaWZlWaKKq0RXK9S6bjlFKaUV+w9i1ByKgqAUJZU0RRSUsmBkPGkOJWMtaWZRCVnI83w4bZSz88XCQnH4ILFMx8c+9tGPPOq6h6agnBNxdy4pzmpCdILwxt98x6t+4hXNbZfLxJq2ixAAFwNDlIpTE2piYORd5tvs2Xvr7bdftX2DUjEwUPpTzlmEEppJhiQTW7d5yCzNaGSSJu1OR0VcpQK4YEJNggnqgJqgbgLqVNSVmtGfsUiomAsxGmjEHQU1Qd1aWbAyL8rcy1ILG5bUZxemjh7edt3l/3Hz55rQRLgARo9yGs4yMZAy70YP2kiz1jqdmGytX98GC9IQ0dnZhXvuTkfSo/v2jIRkYWG61RoF5TwYZ6fcNwooIIWbfuv3XvNzv7iw0EEkm5xMW80oGtNgGiyIC+Ac54EeZUVAABMUE3HMxVzNMS/b7biwwMw8ZY7KM274jve/7w8cPHoaROnPoQQDgfF1m/K5dmvj5qHhVrvMYyMxQUVYISKAawDUFIiq0cWEijpL1OlLnJoYoI44YIabmAR1d3EWqbtjLiaNNLUixqIIZT5MPHjPXcnakekDh6SwRqoGH/nXT37r0/5Lc2S0OT5Os1loEkUBE9WsEWP0vGxoYJEJBu4OuLCKOCcRc3NWuDuLRB0VIJq5eZalFhFX0FjGLEgmJR7FokfT6EEk73Q7szP51NTdd+28bMem6LibU6rqfLd43BP+61e+dBuxkMl1noWhsfF2mZOEJEtNEFEgloY7S0Q4HXfMMU9FE8XKmLcXskS7R48wP0eRb96+7U/e995vfOw3IqTUFAwU3EAccBFWKKfh9Aj3GTMqAqIs60TmI5NjY6xbl0xMaJapBs+73aMHmTn6N//wd09/7BMzhPufUxOWGDWHDi7IF7586w03fOe+u/dSGiFN107EoZQsM3HNmoYgQQghIORiEXM1z+fb6oijjllMJBRlAWRZprXEzNyENHiWkAlKURSx27GjU8zMELJsqPGbb7vpB5//3TiZcO7E3bmkOKsJlQhXXnPdrt27xy+7shwe7WiwwgAXA0OUilMTamJglCUH9jPfXTh2aChhkYGB0p9yzgy60GoMyejY2g2bc0IU9UQBNfdYirm7iVAxoaYCiAOqDpiAOjVXKmL0ZywyAcwFiw5qokIiElii7sTSC8wzk+Eki7PtI8cObHzIti9+5nPD0ES4AEaPchoO7oB7FC/dnNAo0W/61md+8pOfli1bGhPjXSuHNOR79pUH9vzB+/7w+d/9XSkGJSSgnAfj7JR7j1FT3Kg5UpTeTCQab33b77ziVT9DUSCE9Ruy0RZZQ5tZDNIpcwRQKh7oUY4zZ5FiiZZeFjEvKKIdOsJCB9XG2nWv/MmfeOVPvaSZYIaVMUuCOoi5CiAIK5xa6ZggMDq5qeyWI+s3Dw0Pd4rccBNEBBARaqaAuTqYA45GzIVVxOlLHTAWmaAY5uoQgrs5GhUTRVSDigQR8Yp5sKKVdw/csyusHZnZd0BLbyYS4SOf+tR/fdI3jayZTCfWFKqeJI6KqwsxM0qjW2SaSBldMMEFc+cU6gRDnWVigLsbRMUEMQfETVRUBCjNzD1Lm2auSYZrUcREFUrERAhBARHpdrvt2RmOHL5z5x2Xb99ieIx5CERiQiMSbr9r6jtuePbtn/8MWROXdP1kmaq3MtKAJlRcOU6EU4llrcSK6HlBEbWIUhT5zByzC1hJ2d3+oKvf98fvfcKjHh4hgSLGNARO4O64AK4cp5yG0yPcZ8yoCIjSswCXP/QRh/buTbduZnjYY2yV5cxddzLaPLZn/wiScPE4PWLUtDS6RZk1koWcN/zqr7/prTeVc7MMZZQFI6PZ8KhpqlkjNBqSJNbtiLioANHdcBYpkmgoiwJQVVARUUfNrYhW5lYWTtGdn+XYFOKN8XU3vek3nv99z8tSSR0BBAScmnBm4u5cUpyTCN1u0WikBqExTHO4uXmzjEzEEIpuCbgYGKI4PQJiuNHpcPfdazds3rfzSxlLDAyU/pRzZrAQbTRtkKWMjUPABQEHF6IRc2LESipCTZWKU3NqTo9wWmKsYpGKC2kTFFcqzRQBdRCiURp5iedbHrrjy5/9fBMyLojRo5yGs0wMN9zR1ODA9PyWyfVs2jSxbevMQidEL3bfI7Gcmj44GlQoIAUD5TwYZ6fce4yaEwF1QMvS0iQg5AVlyd99+B9e9L9evP/gIYoujYyhBo0snVxrVBQIBHqURW6OeQVQLD+2l26HTpduTjb0DY9/wjve/vZrr7mmkSKQUBNq3W630WgYqzkYmGOCwOj6DeV8TkhIMpJATXHHHHeswB13MMypmCOKG8Ii40TOWQhgmOOgATdECQFzQiBJSBIERBDBLeR5nJtpbFx78J69I6DQgb/7x3969rd8G1mToSGShNKouCIQSqygW6KBbkFFQcCcUzmY4SwTo+JORQHFHYyaIELFDRMaGdFJW6AUBUlCgCQhVU0Sm5mm0aDSbtOdv33nziu3b4m4YHmxMJS2SswsTRWBYwu85jW/9NvvfGe5ME+jQSYMZWRDBE2Hx1ghIpzCxaLnVnTpdOnkTM1SRJKs2Rj6uVe+8qdf+ZNpRoTSPFUR96LsZmmDZQ7q7rgArhynnIbTI9xnzKgIiFLLu2QNFuDdf/oXL/z+52dXXGYjQ2UZW+3Owu5dP/uGX371S3+qhSgXj1MTY4mDa1nkSSMrIhqYy62R6d5DU7/+ll9/z3veO7vvIElGN6c5RKtF1gyJhpBoGkTTUjHcqKUhJEpRlIDXzCKYq8XY7rIwR7tNcMr82kc/+vd/9/ce/fBrPZIGiGigbBfJUErFqQlnJu7OpcVY4opw3N5dB7fu2MGWLbJufZI1S4uYAC6GGE5FqDkgIIiZTM/Yzp2//973/tDzblBqhgHKEqVm1JTzFGE+2pr1G6zIkUAIODX30BxzN8MxHx0fFxUHUTUQFUBFWGFCxTgjMU6QGNFKddxtfr4DKLWy3aGigoM75jhCedWVW7908+cVAicxasp9wwFDAC0gh01XXj535ODwZVe4N9szC35g3//9gh9552++KcOVEhwSUE7LWE25GNwjNRURwFjmTsUFg/e8709//jW/uGfnTsqCVouyIElotQgZKCdTx+YWKAvMSaAzm22afNLjn/CaX/iFxz7qGwEBBaGmLBNO4pzEILojEmDNxk3tTscFV0ECnkCCCstMRFxIhkeiIk6l0Wi4G/2os0REWWTCKQwQM/NFgjjdmTl1RBRwKwAVByzP01Qbw61dd92dURP4oz/+kx99wYvMIio4oIjgINBIEcNc0yxNG+qYUBkdHW00GsOt4WazObl27cjIyMTExMhIa+uWDeOjI5OT68bGxrKsyYoixiNHju3Zs+fo0aOHDx+enZ0/dvTYzMzMoUOHOkXu7p123um01bUoSk1DGQs3dzev5DmiVKzUWHz+3z/94GuuUXGhYizx4MIyR4Tbbrv75375NR/6p4/OTx+j00EVFzQhy2g200aDFUW3SxkpC8qCbpcAqjiTOy576cte+uMv/LFWog1QAwHhzIyacukwoyIgCjgIlTyy8fJrpmaONC/b2k2DYnHXPZTlzNRUgjVQ5ZLh4O5CzcWEigsGETqxaIX032655S03ve1vP/Sh9vQMFVPKAoGQMdQkqIREg8YyJkpZFFTabcyIkYpHGo2kOfSkJz7hxhtf98iHXeeQQQICytdI3J1Li7HEFaHihiiv+fkbX/srN3L1NYyOqqjFKAQXwBDDqQg1Z1lqVhw4xJFDeTGjEBwEo2LKEqVm1JTzZFBCAQ3oOqng4GAsM3AQak5/Rs3BOFcKASIoOMsEFIRaQs3BqCUQHMVdRDmJUVPuGw5igKERDD795c899eGPYmxUh9bbzDwLs4cWZscbmuJQ4O4kIoHTMlZTLg6jpoDRn0InxjSEvQcPfuRj//z+D7z/ox/9aHuhnc/MgXKK0cn1V+zY8cxnPvNZz/r26x/5MMGjl5mkjgNKTRAWCWfiLHNqSi33CLgIKGAgLHMQKKGAkpqCgnAWykmMPpxlATIIEKhFakLNwUBAIEITSmoRBASMmlAzlhlkUHASAQEBpebUAhgUYHiGsCKCs5pDBgUIFJE0UCmNoAQwcDDHHXEqDik+FMTAqTj9BMQNUbpF6Wli8NmbP/ehD33oz/7s/Xv27Js5egwRul2OSwJJmjUaWZY9/Vue/tznPucpT37K5g1rDZSaQQPUOYlwnFFTakZNuXSYUREQBRwKUO45NLd9+2bWjQ9tmsyR2G2z865vesa3/d0HPuBYiiqXEHfnOBcq4iYI0vYilRSIUFiZaXL42NS///vNf//3f/+P//iPB/YfOnrsqEcjRiwSjQBlCaQTEyGE66+//mlPe+oNz7nhEQ97WAIG3TKmSXC8gSgoXztxdy4txhJXBAMzEmXH5Q/etf9wetXVsdXyGD1GNKFmYJxAqKmTRWt/5UtrNm85uusrVBwEo2LKEqVm1JTzFB0XFEpHBWGZg0fcMMGdRsoZOMuM86AQnYq7ZypOj4OAQwR3RFAQRx1R7j/OMsEgQoQucWLtGAWUiqQ7HnTVVz//bwEUUy9AkQDKaRmrKReb0Z9CiSdIpCYg1PJIX1lAwECplYYq3bzbTDNWuAiLlDMxlim1iAMWWeIqgIMIFXUqIhg4PQrCWQg9xpk4CAg1oWYOglNLwaAEgWiokkFOTUDAqAVqxjKHDJxlwjIDd9wRoSYIOJRgMaYhcDIFZZmBQQAHpac0EqXi4ODUhJqDgkDXYoxlI83oR52KiBTRXSURBAwEFBwMonGcCua4U0kCDgk4FI5ZFNGGCidyasJxxmrKpcOMioAotaLt6ZA86Zuf9Yl/+Vhz21YdaljwzqGDHDqy59iRTSMjCgbKJcTdOZkJFUEUHCIYKCTQMYIiEEDAwaE0zEgTFAqn4kYj4NAtvZmIQ6cwQFXdPUvEQUD52om7c2kxlqmxzCEJrXRyvWzaXKSZl5GaIg4GCDVnkXvqEozUy9mdO//nC1/4zrf8igJOTTBMWaLUjJpy/jqdTiNrljGmaWCFGxVhhbLMWebg1IQe4by4GWDuIQmcwA1R3HDHnSUh4f7m1ISKgUNuhWj68X/7xO5de0aGx6enZp/9Hc+caDUU1KNgVCSAclrGasrFZpyWUsvLIktSoDREqKhzqqKwLFEEi2hKzcGdE4kgnC9fhCuLRFgiQo9Qc5YJGBhnIfQIqwk14axKwyy6hBAQxwwRRAhCX0bN8YCwwt1ZJCIsMY+xtGhps+FGxR0N9BVLRNBAJeYRCFnAQagZKG644465q4gqlQgiBMHBwXFOoY6ImBmgqqyIpYdEisLdPGsozjKhx3HHHQ2cKJYxJIHjnJpwnLGacukwoyIgSq0o6ZSMrV3HyNDoxg2lWaLM7t41sW5y3x23YqSKgHIJcXdOZkLFokWsGVKHwsmEJXnhSSpAjKgShBO5URFliRui4FSK0pMgolhEAxdI3J1Li7FMDRwK45Of+fdvfsKTGlu3sXZ9rombURGhZgLqVKIaoNETpEUydeAAB/bdM3Vs83iqgFMTDFOWKBfG3cVZJkJFOBNnmVMTeoRzYJzC3VmmgtCXg4Bwf3MQKgZOzehRagLiLm5UNHAmxmrKxWb0p5ye04eDs0zoT+gRLohTE07H3cU5CxFOJPTh9AhfI6dHMHCMRUJ/4s4K8YCD0KOs5hznOCtEhOPMQTiFKX0pJ3BwR4RzJJyds5pwnFFTLk1mVBRQanM5b3/n77z65S8P27eNTU6Ik8/Mzd1+24c/9eknPfZRKQQeMIyagoFyAZwepyYgXCBxdy4txjI1iFDCDd/1PX/3gT8fuvzKODqRE3BHhGUmoE4lqgEavWHSLO3Yvn1Zmhw9tLMF0UgUHATDlCXKhXGP4ixTYYWhrFBO4awmVIxzYYByRq70JdzfnJqwxDjOWKRUlIo5FRXOxFhNudiM/pQTOT2OK6dyx4WaI0JfQo9wQZxlQl/uzgpx+hPhOKEf40SunIFQc85EDIhgVExZopxMQNw5zoM4CD3Kas4ywd0BEwMCgRXuLs4JhJqjYvShnMDpEeNErpxKOIWzigurCMcZNeXSZEZFAQUDg8bkNpueGrn2mtJKzcuFvQezJJk6ti9AQk15YDB6lHPn1ITjnB6nJtSECyHuzqXFWKYGEUoYWb/BzCe2X7EgIXelIsIyE0gME6JQCW6NwrNOPnXPnu/43ue++w9/uwFE0gAOgmFKzVBOppwLY4W7s0LEjSWqKH05qwnHGedEAQcHYTUx+lBWGCdR7hdOjxg1o0dxRTgHxmrKxWb0pyxxegwwXFFO4e7iyhIRvgbCccZpKRgoZ2MOwpkJPcI5MPpQzsQ4mYHTI1SUU4g7x7kAopyNscjdWSESWOEeOYmyyEXoRzmV0WMsU/oQ+jBQepzjXKkIxxk15dJk1JRFJXx1196HXfkgNm5orJvQQDkzV+w59PrXvvYVr3qpgILygGf0KBXntISvgXMuxN25tBgrDHXYffDoFZu3sHlTY826MjQiggg9Jq6JYxADYMEsy8tkrj17zz13H9yzYXKkAeIsEwxTaoZyMuVcGCsizgrBWaaK4iwTeozVhONMOBcKGCcRlolxMqOmKGCsptwvnB4xHDCEFYorwjkwVlMuNqM/ZYnTY4DhLFNOIO6sEAkc55wr4TjjtBQMA5QlSl/G2Qk9wlkZxgrlREp/xgrjdJR+xJ0VhgAiHKcscVYYzgpxZ5mKCCsiDsYphEA/yqkMMJYYJ1FOoAirGTWlxznOlYpwnFFTLk1GTQGDCA9/3JO+evPn06uv0EYSFxbKYzMcPhatAzgEvh4YxgpFOBMBjB7lHDjnQtydS46BukeRALz6xt94w+tex45tDI9AAOVk4prExISYlEiZKrQ7xZ79mTJ1cO9QYJlTE4zTUs6X0Z9yn3JOIpyOYdSUfpSLwUGMHuVcGaspDwxOf0KP0aPcf5we4b5l9CgXn7OacK6MmgJGf8rpGP0pPc7ZGMIi5QHJo0nQBacdbXJ8orF+UxxtlXl7xGTujju/+Rnf/uG/fr+BgDo14QHOOT/CfUDcnUuPWakacEFYs/2aqb175BHXSrNl3RJnFXFNYmJCTEoog8Q4N8vdu/7Xy19206/+irLCQTDORDlfRn/KpcEwako/ygOLsZrywOD0J/QYPcr9x+kR7ltGj3LxOasJ58qoKWD0p5yO0Z/S45yNIaxQHmgchEobfvWmt732Z3423bQ5WTtmRSwPHo3TM7vvvmvLhjWAAg4OAsIDmXN+hPuAuDuXJMMUbUdarXE2bGBihOYwEZwl4lRcEFe1BLGoJVJmHvMD+zl4cLbTHUlYxehxakJ/ytcDo8epCf0plz5jNWXggcToUb5eGP0p9y2jR3mgcTAvzCwNzbExkqy1Yb2OjMR2t33HHRs3bd5/1+3dSBpQwMFBQBi4QOLuXKo6Mb7rj/74xS96SbJtm4+PRneisEKcigviCgq4lIE85N38rjuHxsYO3H33cJYoJzF6nJrQn/L1wOhxakJ/yqXPWE0ZeCAxepSvF0Z/yn3L6FEeeKyMmoSP3/KFpzzhidnGja2x8YgtHDsW79n7sX/918c95lEpOCjg1ISBCyfuzqUnEg0BXbN1x/zsQnrZjiJLQHEV51QuKiJBYup5PjMdd939v9/7nv/+3O9MOD9Gj/L1wDhXyqXPWE0ZeCAxepSBC2P0KKfh9AgXiVFTTuGwbsfVx6andN3E2PiaUMqRnXe2RhrT+/a083IoSxQUcGrCwIUTd+cSY1TcoESGJLBxS7phUxEUTTARZxUXEHDUirQsugf2MD9XtOc9ehqE82H0KF8PjHOlXPqM1ZSBBxKjRxm4MEaPchpOj3CRGDXlZLH0vUeOXLZtO+vWjm7ZXHbzNPeZvft+4Rd/5rU//QogL2OWBCpOTRi4cOLuXGIMHCvwd7zr91/xghdxxYPSkbECNGtaYeKs4gKJUhZ026HbjXt2P/7JT/r4hz8UOG9Gj/L1wDhXyqXPWE0ZeCAxepSBC2P0KKfh9AgXiVFxpSIcVxrf8PjH33LLl5tbNzPSxLyzcw/zczN5O0sE94YKS5yaMHDhxN25xBgI5LD5iquOHT2WbNvhaSM6IcusME7hgiR4kTO3IJ22H9h/967dWzauTZTzZfQoXw+Mc6Vc+ozVlIEHEqNHGbgwRo9yGk6PcBE4iFFxpSIsMchLhsYmaDXDxHjSbEhedm6786lP/y//9OG/7DpBqCgo4NSEgQsn7s7FY/TXLZmabW9Zv1HXrsk2ThYhjaKioqbmjhgn87JIszRdyBduu3V0cvLAXXcONTkro6b8Z2HUlIGBgYH7h1FxaiIgLDJw+NEf++m4pD57AAAY1UlEQVTf/4PfY9u6bLQ1KumxPfvt0IG9R4+tXzNsoCAgoAzcm8TduXiMPhwcXv2a33jja28c2rrJ1ozmSUADlShUxDiZF11izDpFfuDg3/7lX33b0x8XC0LKmRk15T8Lo6YMDAwM3D+MilMTQFlk0C4YndjmeLh6g6utKfTIbXdt3LZlzx1fNHBQEBBqysC9Rtydi8fow6k1JrbFTre1fXMx1LAkcQ0WTehDnSCuRdm59bZsZKxzdJcYKHnXsoZyekZN+c/CqCkDAwMD9w/jJNruFpomRbQ3vPHNr7/xLaNbNhcTaVF048GjHD722c9//rprrwAUhJpQUwbuNeLuXDxGHw5f/Oqe6x9yTbpli7SGvDVkQUzUzYU+1I28G+cX2LX7tb/2xl941YtjgQZEOTOjpvxnYdSUgYGBgfuHcQJDC/NUZSHa6JpJaLU2bVzQPEm03Llbk0YxvQ8wagLCMmXgXiPuzsVj9MToIpIoBtc/+qlf+OIXW5dvs0ajDCEqbgIqTk2MEyRmdBaKg/sprT11uCEIuLgJAWFgYGBg4OIwagYY6qhDCe/633/44h97SXPbFdJsll6W7TnfvefNb/+tl/3oD+QlSYKAgDJw7xN35+IxetwRQWF+IY4MT2STk+mmdXmWlIibIErFEacmxorUzGamyj27X/f6N7zqZS/NAuAuZkIgMDAwMDBwcRg1M3DU0MI9wsSaSSst23a5p1mZd3x2jumZuZlDrUBZogERlIH7hLg7F4/Royx7/a+++ed+9jWj27d11wwXWeIGrqBUXAFxoyLGotTK/M47siydPbw/MVRBDDBQlIGBgYGBi8MAwxwMdRR43RvfeOOrXpVddkUcXRNFmZ/n2NSPvfDH3njjL2YQIKQM3HfE3ak4CDgIS4yaOhUTKk5NQLnXGD0KeRlNGF+3MZ/utK6+sj2UeZrgCsoyxQGjZgKJ0Yzl7O1f/vmf/9nX/fyrqRk1M1SpKAMDAwMDF4EZOBjmKNB1Hxsep9Fqrp8sG83SnOlZjh47Nn9kQoglQUEZuO+IewRiNw+NBiYobkRIlPkOWWDP3sNR2LxtshTGhAiBe4UBRs1RAYWiiDd/5cuPe8wT2LhNx8Y9URdAqSk9RkVcS5PZhXhgL+VC2Z2zokzTFIzVlIGBgYGB+51R8Ygrosj3v/AF7/nD97F209C6NSZF7C6U+/Y95ilP+ehf/3UGaqYKrvQlDFw4cY/UBAQHoYiUxpve8vbXv+HX2vNtihyBLMsmhm96y5t+5Pu+O5aeJaJcIAOMJQqIUQgTm7a0j0wlD3lYmWYsERYpx4nhFkIS8rw4fMz37/m9P/jtH/6B/24WQ8jAWE0ZGBgYGLgYukVOmhjWLcs1w+sYGW9s2taNRSu1hemjHD686/CB9a2xhBgwQUBx5VTCwIUTdwciNQGDP/uLv/mhH/wfnak5kpTxMYYyKt0OC2067ZFNG+66846JLAQukBk4CKgrQjv6XXv2XvugB7N2bbpha6EJfQkomDG30ArJws47dHQoHtpLzUCpOcuEgYGBgYGLyECZg+uuf8SuL3x19PIHdUdGonvSne3u37v9qitv/+xnBZwyY5ErNWUVYeDCibsbKBRg8G3fccNH//ZDSDq8eWs2OjLr5mmKGEWR5kU+P2/HDo+t33D07jsCF8gMHAKKU1kQrrruEfu/8pXksitlbKLQhL7EEMQsWehoJ+/uu+dTX/r8dZdvbwURUWoCzjJhYGBgYOCicviXW77wlMc+jpHx4cmNRSN192LXXcTinr27h4carSQNWMCpuFJTVhEGLpy4O9DuFo1G+qgnPOWWT32KdZO0Wjo0EhrNUtUBAUwDSV7mB49w+NAb3/iGV7z8JW64o4FFTk04ZwalWyaKgXLHgamrd1zGurXZ+JqYDUVR+jBA1Fuiabs9deutWx720Ntv/rcEUoyacBJhYGBgYOAiMchLPDAytsm6nWzHdmlmQD4363ff8y3f/t8++Jd/6lRccWWRs0g5A2HgayPubtT+54tf9gfvehdDwzK5VppNabRc1EqjIoChrniYWSj27c+87M4ejaWHRFjm1ITzUURPgwC5seVB1x3ZvTu7aoenzTKkjrKKR4QgqEXpdPNdu+h2jsR2gBakGMuEHmFgYGBg4CKJEOElr/yl33nLTUNbtvpEqxBvWpzfeRcu7akjzZTSUAVMWeGAcgbCwNdG3D3CXfsPXb3jCkZGG5PrvNkqVF0DokQHRQwxPAaB0piejrvuunvnndu3bxNlhVMTzp/Dl+/Ye91DH8LoaLp5Y4FLMuyiLDNqhoCXaZIkC53OsSmfOvTmd/4/P/gDz0+hBQFjmdAjDAwMDAysZtSUr5mzmhg9yqICbt8/de1lVzGxZmzDxpiGsmyXs9Nx34Ff/qX/0x68R9t5lwUe/z7P733fvfc5J+ecnpOkOblfaltFoNMqlkWbMjAzapnFxYLgIAtRhGEYW4fFzIhSqair09rlspo1aEFHR26jBURgELFcVim0qMVM29A2tOkladqkyTkn57L3ft/39zyzd3IuIS1NeuUPfp/P+3/j3ZeFDISjjOO58gSE5KmR6F7D+Matsw8faGzZbHkRQ26iqOKIB8DF6Il1yKSvPVPdfdcV7/vN913+XpY5fcKTYRXkGKzectbkQ/uHtm6dJVK00AKUBQZGjxhV1Wo0w8z87MP7xleP33nXrkJtiOBYYImwTEiSJElOZIDRoxylzgLBwEH4LoqxQOlxTiTGMgUMahhZd1bn8GRYtz4rmhqQupy/f09joDm9b18jB2WRcTxXnoCQPDVSu9/xwP0vPPsFjK/MRkfI8+jBUQTcxUUdE3rEo6q6e2Fl++5vX7R9+w1f+LwYqiDGAuXJqNpRW+Gr/7zz5T92Hls2MzBIyNECMlwRo0cMDDExvF0PiM4/8ADBZo8cCJDhggkCylFKkiRJchynT+gxDFC0slI1i0hEAniXTOkJOQYGpVMI0dysCpkWaLSOai6ecwIHNfrMUEBcaiM6F7/6dV/+uy+xclUYHdUgo43GwXv3MH/kG//0zRe94EzlBEaf0uP0CckzS2r381720p3f/JdiYkMcaFqWEQPgQo846iwQExF3L2Ld3n375q1b9uy6ww0REGOB8qQ4tZCvnKDssHE9WY4WuEKGK2JgYIiB5YbPlPX0DFOHPvrpT77mFS/LIHgUBw3GAiVJkiQ5jtMnHGWG1m7RY1CdK+s/3PEnf3Dt/5w6+CjtNllGjDSKfKj1+tddcuXv/s7604ZryKCiDriDeiYuCMsc1ADjGC1jRMKHP/Z/fvnNb2VsdWPkNB1qem1Ze372nnu3Pf9Hbv/WzUVAMVCWGX1Kj9MnJM8sabu3Vo7RlZEt2+aVOuREAXWhR9zUQYzjFLFu775989Yte3bd4YYIiLFAOWUGBv/l135zx7W/z/i4jo17yCDD1UUBccCQGkyx3KgOz8VHHjnjnBfs/OZXMgiOEsVBg7FASZIkSR7L6HE1oYQO8RU/ffHXv3gDMSMUDA/QKOjJctolR6YhkoWB0eEdf3Ttay/5GcWEGMgKU2GRsMTEAEUNKvjKP976UxdcRGg0N2wIjaYJdadd7d0f8PbUATeKBmCgLDP6lB6nT0ieWTLr9ZBmjK8dXbtpXr1SJQqoCz3ipg5iHKeIdfs7d1y4ffuX/+7zRA9BEGOBcsoM7tn78Jln/TCDrcH1GztuhuIZ4KJg4iim1OKGWB6Zu+PO4fUb9t5/V4BMCLg6YCLBWKAkSZIkJzIMFIhw823/b/u/fhmzswyPDQ2PlU5sBPKsKArrlFllKt6tyqrT9skpvJah1sf+8n//9L/7yUIkd9Q5RpQlxoIa7nhw37k/+nyiDqxbV+V5UK3Lsp6e4cAjn/7s5175by8iAwcxUJYZfUqP0yckzyyZqjujA0NhbN3QqjWdTLtlKVkT1IUecVMHMY5jc7N+/z3/7dffc9UV7421BwXMhR4RoU85BQYT2553YN++bOMGbzVNc0fFAXUxQKgzt+AWq65XVf3QfopifvKgGEEREFydHhEhSZIkeXxGnxrMefzazbdcfNHLyTJOGxtcuTJ6MMEFE3rUEceF6G5mdLvMz3HwIFXZWrX6lpu+dta2zepkyjEGClX0PEjpuHDzHd9+6UsuotNt/tAZlaqKBLc4PVsdOrRl06bv3P5P6uAgIMYCJXlOSNu91WowOD54+rq6kXerSkID1IUecVMHMY5jc7O+Z/fHP/mJ17/yYgzcEQNcEBH6lCfk7iLyMz/3xk99/K9YtzkfG61E0AJUnB4XAxPq3KxQ2lNT8cAjmN1z7z1bJ9ZEx91EBVCnR0RIkiRJHp8BBhG9c+99L/jh56NFY/WabMWK+bIiz0HVWWKCAwKOWpRYh7oOdd2+7z7y/JLXvurDf/5nqiEI0SmEmj5xgvDB6//mbW9+MxHWrGmsHI9BrN32mVnf9/Do6tUH9n5HneDEqgyNjGVK8pyQOY9Dq1Z5h8bEBh9sldFEc1AXesSNHjFAnWNsbtb37L7trjvP3rIpEzBHDDEXBAHlRMpxyrIsiuKmm2664ILtrJrIx1dZ3oxAFkAlZoi5lEgd3IJbXse5fXvpzn/5G9/Y/sJzYlXlee7uHGVCT0BIkiRJvgfDQOZiZ2z12rpTrth8RqmZZ4UUjbIscVVniQnHqKP0WJGFbtmu52eZnmJ6cmRs9Pbbb1+1alWA2j0TAaro55z7Y3fvupOBoebG9d5oVAGslrl23Lefmdm7d+/eum2DQwbuLuIsU5LnhJTub3nHOz7ypx8p1m1geLB0IeSgLDBxEAPU6TO39pzff8+999+3amSkVeRBAYtqQEDoU07gSo9gUFe+/8AjZ555ZikhX73eBwY9ZNEjWQ6IKRhSKnVwy83mHtzL9NT/+uQn3vjqV+X0eawlqLsAJvQEhCRJkuR7MKix6z/3t2+85PUyvmrF2vXztUQPaHCP4vSoc4yJAuocZUCsu1IEMK268dBhDh/E/O+/euP5578oV/7ltl3/9d3//Wv/cAMaGhMTXfcwNirNInrl03NMTTE5fd0HPvDLv/QmoGueqQR6jGVK8pwQd//OfQ/+0Nazs/HVjbWr5+qKooUIzhLBAHXUwbw6MsXhRw7t37+i1cBilqmJRQwsIyiPpZhilJGiweF5W7lmrXfbOr4mGxmLWREl0hM4yoJbhku3DG5zBw5wZHrHdde9/S0/nwlJkiTJUxChC8MTE/HQ5NAZZ5aNVqkZkmEqmDqLjMdjRBcDxC2L0cuqnp7hyAzRcRBFYHBIBgbygcLyEAaaMZb1/DxHZjk4eek733Ht7/8PwMAMUQ8IGCenJM8ocXdg25nn3HvPnsFtm+uBZhclBBwcBBzB1FFHHI9Wz0z7I3s7nZlcUHB3E6swoECUx1JcEaqaSlm17oz5qen89NOz1lCZNSKCRhGnRwzqzE061UAIU7t3U9fX/cVfvPVNPysRM9dcSJIkSZ6kCF0YXDFC3midPlE1B+qQ4RmomCnGAmORCUvcI8dzb0SjW8VOCbioq4a8IFcyTM1j7WXXJ6c4PPmvzjvv1ptvjLWbW8gDoBxjnJySPKPE3aNTVgw0V6ChuX5dNTwUs4DQ5+AIqKNOn3l1ZIp9ex+dPDg+1EQgOmJRcVCEx1AUsJrJdr1m06Z6Zk4mJvKhIbK8RFFBBTehBkMsN4tTs/HQYep4483fOP+FZ2f0eTQJSpIkSfIkRWjDikZLR8cGV65uF81aM8hwFTfFWGAsMmGJu9MjLBEjc3AVkagmoNHBaomCrRCZ2rePI4cntmzZe+euuqyLIuOJGCenJE+bmFltiMqnP/MPr73kdeTZ4JbNZRaqDFxxhD51etQx9zgzxf6Hbv3Wrc87Y1uRgQHuigmC8Hiqkp277vqJ819MVRWbt3ieh8HBbjQXRwRHMKVWN8Fys7nbvp2Nj9+16861q4fVCRCEJEmS5KmJMGs2Ojgig0NjazfMhFASIAMVXDEWGItMWOLuHCOA0uP0mdAjBhbMMjew4Da/90Hm5rY+76zbvnXrgFBVMc8DT8Q4OSV52sTMRKSKaOBX3335jmuvzUbHs9GRTg5FoR5EhEUmuLuWpd137yte9ZrrP/xnDcARh5zouCAQoGsuIioIzJf1m3/xP37qr66naDTWrJFms1KNChoQIdZ4LFTUYt1u11OHmZlZuWb9vj13KgRwUI4xEPqEU+QsE5IkSX4wRZh3X7Nu0/yR2aE1a+uBoa5mkDkqGBhHqTiLTHgsdUBZFEJRtttYFYpcYpnFmFXd2QMHqLrn/sR5N3/lS2JkyikwTk5JnjZxd6A2TMnhPe+/+qrfuQpcN05oq4Wra6BHxQQH3AMeH3qIqemv3nzLBeeerRArJEegggLmagMGM+0YX/jC37/mDW/wyhkeGRxfRchKJ4qaOD1u6hbEWxqOHDzA1CRl922XXbbjmivrrrcawjKjT+gTTpGzTEiSJPnBZNA2f/t/uvQjH/zToU1b6oGhKuTuwVBRB+MoFWeRCSdQZ4kJR6lGz/BGFrqd2e6hQxw4CP7b11z5nnddWrk3RTglxskpydMm7m6gMGeeqwAfvf7/vuX1b0C0tWlTzDNTtRBQcRUHBHHzmVlmZzl46LwLL/zzP/njrZs3hgIVegQq2H33vVdcccVnPvvZemaGRsHE2mJ0TERqwy2YKKBu1u0MNopy9kj18EPgzYHWrp07t6xbzaJYxxACYvQZBPqEU+QsE5IkSX4wGRhEaLZOQ0K+fiOtAbPgqAcH4ygVZ5EJy8RY5ICAGD3mmUleu3S7nSNTdvhQ3mz949dvfOGPngl0IEDOqTBOTkmeNnF3o690VwSnNB49fOTss3+kO/kooytZMZQPtiwoQU3Fhb52N4jGA48yN4tBXTHYLJqtsuwSa+bmCUoWCFk2MizNpgwPl7HOikYgq8uoruoEt/bMlE8eotMmz675vd/7lXe8tVCWWB2lJ3CUgYLQJ5wiZ5mQJEnyg8mgimjgyqv/4H3vez/j483RMSREBAkmmNCj4nw3E/rEABfjGAEMTKI3otUzs/Xhw3TridNPf2DPXZnQmes2BxslDpKBclLGySnJ0ybuDkQcF44KQmkE5eprdvz6b11Ot2R4JB9ZUYlnA01XkZDVtSghw6W2cm7eq5qeqsKdoOQ5eQiNlgsmoCatXByNXrhYu6u1tKeO+JFJqjky+c+XXXbNVVfngR7lsYxlSpIkSfKUWA0Zr/zZn//cJz/B2Ki0BgZHxqIUpsGE2ixvFNHqWFWYYWjQkOeahe78POpkigi1FHmou51AXU0eYnaashOK1hc/8/mLzn+xBnCOieKCKH3GMcYiRUmec+LugLvT4wKIUlUxzwJC1/m5N/3Cpz7zN3S65MroqLaapnlWDISQN7LcTMTdqlqDxjoCElREXLNut+uCCWCEyudns0bLO2V89DCzbYpmIP7W5b/2rl+9tNVq8USMZUqSJEnyZLgh4IYLHnD4xXde+pcfuo4s0BqSofHBFadplrXLblZkkRi9T6MHEVfpMXfEXEUk1N3K23NUFfseIBit4qqrr3zX2y8VPCA4CH0OwhLjGGORoiTPOXF3wN1ZJCJ8tzb80Qeue//v/vbcgUfIc8gYGA6NVqPRUBGX4O5Zo3B3VGI0MZcYiYK5Okg9G6dt/gjdEnM027hl28c/+tFzn/+8XFAwM1UlSZIkeTY4PVa75lI6DiV+394HX/Ti8zuPThEbtFYUzYGQhdZgy4LETEzAnNqwvjxoVVdVp1tXJbMz5IGqHFq16oN/vOPVF/8UHgsJsarEPGsU9Dh9whLjGGORoiTPOXF3wN1ZZBFzy/MAWEQVE0ojKPsPTf3hjh0f+tCHpg9N40JVUeREQ4VWCxVEiEZZUdXU4OAgNXnZGh99yUtecvlvvPfcc87NIUBlVUtzkiRJkmeV0+O4RVxFldIdEYVbdu685DX/4eDDh2nPIRlFIFMaOUGpa6qaOlLXxBpV8kJCGBkf+5VL3/m2X3rrmtFWBqVTCMscBJw+YYlxjLFIUZLnnLg734uD0+P0meBCj0Hl3L933xdvuOGLN3zpxq/fNNdux7qi3SHWFI2iNdDMW2Njp22/4MIX/fiPv/SiC7dtXqc4YCxQ+gIioCRJkiTPMnMXvEcFBIi4IBk4fPWWnX/9ies//LGPtbtzdbtD2aVRUBSDrYFGXlx04faf/Dcv//cXXzyyYjgEESETVFCO4ywQcPqEJYYBipJ8X4m787icPncQwFlgggsZOEQoQcEgAwODAEpfBIUSchBceRyKAEqSJEnyLLMIGC4igIsAinJUDREcDBQcjD6BAAICBu6uSCYoj+GcSFhiGKAoyfeVuDvfm7vzGCYWCIbXxIDEMgJFUXCUu9c9bnnWiHiuAtSgLBCnRx3ERYQkSZLk2WIscndAnD4xjnF1CyIQMKgdFxQEBKJjFi1aq8gFHCIICMuUx+P0CUsMAxQl+b76/0EZ+R9svP2xAAAAAElFTkSuQmCC\"}}"},"timestamp":"2026-01-28 04:14:37"} 
[2026-01-28 04:14:37] local.INFO: Detected Objects from Image-to-Text API 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","scaled_width":21.74,"scaled_height":18.03,"exact_perimeter":96.16,"approximate_perimeter":86.82,"convex_hull_perimeter":63.94,"perimeter_pixels":544.13,"approximation_points":9,"original_contour_points":267,"shape_analysis":{"perimeter_to_area_ratio":0.9039,"compactness":0.1446,"aspect_ratio":1.21}},{"index":1,"position":{"x":256,"y":202,"width":87,"height":102},"actual_filled_area":149.69,"bounding_box_area":277,"image_base64":"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","scaled_width":15.38,"scaled_height":18.03,"exact_perimeter":78.78,"approximate_perimeter":72.71,"convex_hull_perimeter":53.13,"perimeter_pixels":445.75,"approximation_points":11,"original_contour_points":163,"shape_analysis":{"perimeter_to_area_ratio":0.5263,"compactness":0.3031,"aspect_ratio":1.17}},{"index":2,"position":{"x":0,"y":149,"width":164,"height":206},"actual_filled_area":266.31,"bounding_box_area":1055,"image_base64":"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","scaled_width":65.74,"scaled_height":62.74,"exact_perimeter":521.64,"approximate_perimeter":315.97,"convex_hull_perimeter":202.01,"perimeter_pixels":2951.6,"approximation_points":13,"original_contour_points":1084,"shape_analysis":{"perimeter_to_area_ratio":0.5886,"compactness":0.0409,"aspect_ratio":1.05}}]},"timestamp":"2026-01-28 04:14:37"} 
[2026-01-28 04:14:37] local.INFO: Nested area calculated {"data":{"nestedArea":5848.963},"timestamp":"2026-01-28 04:14:37"} 
[2026-01-28 04:14:38] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38,"perimeter":78.78,"area":149.69,"image":"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"},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98,"perimeter":191.16,"area":266.31,"image":"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"},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74,"perimeter":521.64,"area":886.22,"image":"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"}]},"timestamp":"2026-01-28 04:14:38"} 
[2026-01-28 04:14:38] local.INFO: Number of letters detected {"data":{"noOfLetters":4},"timestamp":"2026-01-28 04:14:38"} 
[2026-01-28 04:14:38] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":887.74,"perimeter_in_feet":73.98},"timestamp":"2026-01-28 04:14:38"} 
[2026-01-28 04:14:38] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[106.38,149.69,266.31,886.22],"actualFilledAreaSum":1408.6},"timestamp":"2026-01-28 04:14:38"} 
[2026-01-28 04:14:38] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":9.78},"timestamp":"2026-01-28 04:14:38"} 
[2026-01-28 04:14:38] local.INFO: Average character height calculated {"data":{"avgCharHeight":33.8025},"timestamp":"2026-01-28 04:14:38"} 
[2026-01-28 04:14:38] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":686,"originalHeight":362,"ratio":1.8950276243093922},"timestamp":"2026-01-28 04:14:38"} 
[2026-01-28 04:14:38] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":63.32},"timestamp":"2026-01-28 04:14:38"} 
[2026-01-28 04:14:38] local.INFO: Image to Text processing completed 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","scaled_width":21.74,"scaled_height":18.03,"exact_perimeter":96.16,"approximate_perimeter":86.82,"convex_hull_perimeter":63.94,"perimeter_pixels":544.13,"approximation_points":9,"original_contour_points":267,"shape_analysis":{"perimeter_to_area_ratio":0.9039,"compactness":0.1446,"aspect_ratio":1.21}},{"index":1,"position":{"x":256,"y":202,"width":87,"height":102},"actual_filled_area":149.69,"bounding_box_area":277,"image_base64":"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","scaled_width":15.38,"scaled_height":18.03,"exact_perimeter":78.78,"approximate_perimeter":72.71,"convex_hull_perimeter":53.13,"perimeter_pixels":445.75,"approximation_points":11,"original_contour_points":163,"shape_analysis":{"perimeter_to_area_ratio":0.5263,"compactness":0.3031,"aspect_ratio":1.17}},{"index":2,"position":{"x":0,"y":149,"width":164,"height":206},"actual_filled_area":266.31,"bounding_box_area":1055,"image_base64":"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","scaled_width":28.98,"scaled_height":36.41,"exact_perimeter":191.16,"approximate_perimeter":158.36,"convex_hull_perimeter":103.56,"perimeter_pixels":1081.65,"approximation_points":13,"original_contour_points":359,"shape_analysis":{"perimeter_to_area_ratio":0.7178,"compactness":0.0916,"aspect_ratio":1.26}},{"index":3,"position":{"x":307,"y":0,"width":372,"height":355},"actual_filled_area":886.22,"bounding_box_area":4124,"image_base64":"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"},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38,"perimeter":78.78,"area":149.69,"image":"iVBORw0KGgoAAAANSUhEUgAAAFcAAABmCAYAAAC+7g1kAAAgAElEQVR4AeTBCZilZ1ng/f99P+/7nqXW7q5eqtNrOhsQvkACiIYRGEZwGT8QBZWPABMBQ0AjeGFAZxhFMoMsCrJIUCCI4MglSoIIOKxmZlg/EEMSsvW+pLu6u/Zzzrs89z11zkl1VyXV3QmYhkt/P2m74TgpigMRcJyA0GU4XYqwyNwRNxINBMA4STFWppyKARUOCIZTeoW7sMCPHj3KwQMH+exnP8+x48c4eOAgx44dQ4MSq8i6devYsWMH51+wg0v+n0u48KLzqUmKAwJiQPSShqQoD4LTJ3zf5HjeIVpkenqavCzodDoURcHRo8ewqqLT6TA5Pc3xY5N4NOamZ7j34EEedcnFXHXVS2hISlWVJElKl2I8kLLIWE4BAwp38qr0T3zy7/iT66/nK1/7OjbXgqqCrAZmIAIq9LQLSBIQB3cQAQxUIShjGzfy6694OS9+8YtpZjUG00yElSn3cU4Svm9CqHNCUAgC7mARHHAFATKFdgfMIK1x8Y88lq/c/H/IgBRwj4gIoPQ44PQJuIMoPSWQAnmEiXsP+7vf/W7e9Z73MDM9CbGEwVFIU6gNkDaauAaqWEEIhCwhCQkiQpdHo8oLPBpuJV4WEEs4NgmxgiSj3mzwohc8nze+8Y3UGhl1RSIQgApIWGCAA0KfsJzwkEmyfjsukGUZYHSZGyqKiNBlAhacugrVsSlaM5Nc8rQn8b8+/XkCRigL0iRFJHCCs5yAAe0Smin+sU/9A1dddRXH9u4GzSAJyNAgjaFhJMvwUMM0ICEhumBVBIwQFFehKxGlyyIIfWYVGiOa5wQ3yk6bdmseqhKisWHrFv7uEzdy8YXnokAVXbIgBGM5YTnhIZP04ifQJSqoG+7OIhGhRwyPFU1x4rEpZu7dz8XPeDL/+KnPU8MIZUWWpIgIPc4JJuBAAArwt73tT/j9665jbvIYuMOGtTBQpzE0BCGAK4YQo4MrXQpoaSQxgjlihrsT0hRNAiVCbg4qBARRp120CFlGwPGipCpKfHoapmchBMbWj/GlL3yOi87dwmxRMZAlIk6POoiwMuFBk+QxP4ZaxGNFl4rQlbfb9Bk4UHSg1YLjx4GS8598OV/74v+ihtNAMDNUFRxMwAGjz8E/+jd/zxVXPB/KCFmGDjZJRwZIh4bIiZSxAgmIKomklK0WOOCQOFRTU1AZlDlUBu6Q1aGWgijU6miSkKQJHgJeT6hiBSLUshr57By4UYtGMTeHT0xAKmzevpVbb72FFFAQBcQhCOCAA8JJwoMmzUc+EWvPQzFPVbSoZucgzyEJUBaQ1iFGSBOo11m1bi2rR4d53i89l99+1W/iGA0Ui6ABihLSFHL69tx73C+55FLyY8eg0URHh2iMDpNjmCgunCAOiSgpzvzUNBybhCAgAtGhVqPWbJDVa0QzWtMzMNeBGEFTSBPqw6Noo0FRT7AgpGlKUVQkSYK7E2OJVwWNRMknp7Cjh8Ei1/3RW7nm6pfTNQBSVJEsCWDQmm/RHGyC8JAIo1uhNQsUUHVYv2kTT3nKU7jsssu47NJL2bp1G+ObNqICDkRgACiAYIA6ebugmdbAoQIqIKb4tf/5Dbz77X8MVYmsWkVSb0CzRhXAhQUKDurQVCXmOZ3WHH5gHzQakKT81mtezdVXvYzVI8N0GeD0NYC2w5EDR/nQBz/Im970VorZOajVYM0I6ego0RwTBU0gKJIKWKQWoJybw+Zb+OwkVCXrN2/irltvpwlERzKhLwICKA+J0BzjJS+7ite88mrOPWecpSoDFHBAwIEqQhogoc+LEgkpCKBQljBb4FsvuIC5IxOwapja6AjpyCC5GZUZHiMIIAIoakat1aaYmyHOTpIODfCZT3+Syx/zOHJyFKFOhgEOmNETFBQIQF4Ykirf/M5tPPnpT6c4Pg3NAdJ166BRp/QERMFLUEg0EK3CLYdOC2amYGqKZHiUW799C+dt2ICCYIDQJ4DTJ5yRdNxxIHUIwglmRpeqUhm4gwiogwb6okORQ62OR5AEvnnLPr/sR58AYrBqFdlAg9CoUaSKo2CGxQgYmCMOWTTyu++EWPLf/vAtvOzql1BPUrpqKCUV0YwgKeoQUEQ5pZlovO8DN/CqX7sGaik6th6rNUEzUKfPQAQJgEekaCNFSbzrbkhTbv7yl3nSZZfiFWJeEpKUZYQzksocdRDltIw+ZYnKIBFAqMDf+s4P8ZprroFGjebWTZQBoigmgAo97uBALMg0kHTatA4eIhHYdeedbNowhgGGs5QgCCcpp2aAAodmZtl63nmU0zPUN21HmoO0cRDAlKCKSiC6QyZQltjMNBw7Chb5wJ++hxf88i+iIHQ5fQI4fcIpiUcDB1RAOCWjT1muyguoZf6cF17Nx//m45Ao2dgavJERBUyVLiEAhrsjFlGLxOlJmDjK4OgIR/btI1ElDWCAO8uIsIxyZhVQAeNbtjN16DDN7duwRpPcFXEIBAIpJY7VAmAkeU41N41PHIb5Ka7/0A289PkvZIGwwMzoUlVwQDgl8WjggAoIZ2T0KVAZ5GXlP/WzP8fN//trkDWorVmFJQppQhkAoSc1oauUiFpE5+ao9u5jdOtm9t51J5mDeCRJAnlekmUpS4mwjHJ60QGBojSqoIyds4mi1aK2bhxtNMhdQQOJB3AlJoKroxhS5oSiRWf/PhDh05+4kf/wlKcALiywaCSqiAg4fcIDiEejR4XTM0AxwIHKIQj+Uz/7C3z27z4Bq8cZ2rCBdlWQ1DJKnKiAAG6kCMHAPaIWad91J2FoiIkj9zIQBDenpoIB7jyACMsoZ1ZGJw1COzp5ENaOb6I6OkVj61bKRgPTQCAAiqngKrgawSvIC+qxYm7PXrCKO+/+LpvG11PTVLiPssDpEx5A3Jwe4RSMLndBROgqgSLiv/j8K/nk39wIQ4Mkq1ZDrYaIYwIuhgkgLDAyFDodpJ2TT0yAOtMzU2QOdeUEAxQwTk958CJQAP/0ndv4sUsfDwPDZBvGiFkGkmKioIKzQAAxghlJYdh8i3LqOFSzTE0fJ5WEBJEEQVng9AkPIG5Oj3AKRo8JqGD0veEP3+3/9drXwuAowxvHaQlYEEyMPgMBxFCDmgqSF8SjU+THj/GZL36Op17+RNRBHURZxjg9ZTmjT1nC6ROoAAN+7ud/kb//1KfJNmzAmnWqJIMQQAIIfQ7iEAxCVVG15ogH7qI+Nsrk/iN0pSACqNMnPIC4O2fkgICZ4ap885Y7/AmXXArDa8hG15AODNBOIiaAGH1GjxghGnWB+YljcPgIl//4k/nCZz5NADQVVmKcnrKc0acs4YADAggUQCsvWTUyCoPD1MdW02lkkKYgKbiCAwbioA4milYd4vHdcHyCZz//Cm547/upE0hBwOhT7k/cnQej0+mQZBkdx4eGV0GoUduwkaQ2xHwnh2YKYqBGn9FnpNGQ+XmKvXsJg4PMHj5CI1UogRSMPuUk4/SU5Yw+ZQkHnD4FB0rgYzd9guc97wqydWspBuuQZRDq4AoGYqCumICjiBQ0fJ7WscNw5BjfufNOdmzeRgaiGH3K/Ym7cyYGOODgA+vHKeZa6PhGaA5gCGgAhB4BxEAMMMAZQCkOH6U8cJD/cePHec7/+9Mo/zKMlSn3cUCMLkNxIAKj4+fQbs3B+HqykVUUVQIkiIM6J5iwwEhCSZyfwXbvY3RsHYf33oPFkhSXEBJAuT9xd87EgMLdf/lFL+Ljf/VR2LAeHR7FJIAGEAFTegQQBzdQA4sknTbVnTsZXbeew4f2oUDCvwxjZcoi4yTFgAj8xV//LVc+/3nI1s1kg8NEq+EkrMwwrcjckekZOgcP8Lrfex3/5bd+kwSktIJUM+5P3J0zMeBbt9zqj3vMY2DVCLJxHNcENAABTFEHE0AAAWJFkgoxz/HJ43D0OJ/7whe5/ImPJxMQzhbjJKUrAhGorV4LaWBw81Y6McFJWJkh6khVUc5MwcQRyDvkRYtEQEEMUJYTd+dMDHxw9Trak5NwwQ7qY2N02h2QAFHBFXUwNRBADIqcer1ObM1THjpIo95k/tA+CodMQDhbjJOULgPaEf7Df/xZvvK5z5Kedx6kQ1SSsEhFWMYiaaJY1cHm56h27uIXfvkX+csP3wC4KIKynLg7K3EDd9AAv3r1b/h7//S9sG4d6doxyiwBV3CFqASjx8RwMRCDsqQGFDNT+N69vO+v/5pfevYzaQp0KidLBHVOEh4mRpcBitLj4ALfumMnlz3ykbB+PWFsI6Ypp6LOAgOpyKyivXc/TB+n9IIAOIiynLg7p1KWkTwvfWjVKnTVGNnYavJaDQ8KJOAKpoiDumHCAgOpSK0iiZHW/v1QVszMT1IHAn3qLCc8TIwuAxQFp0+gAtKkDqNrSDZspgopi0SEpdQVMJCK1CpsbpbiyGF+5QVX8J53vp1EEe5H3J2VFEVFliX+qEc9mtt27qa+eSt5VsNDAE1AFVwBBQdxFhhgKBXWmacpMH/XTi7/iZ/g5k99nEhfwhJOn/AwMboMUBScPoF2CTse8UgOHThEeu6FlEkKAjiICOpgYoACijooFcErJBa0J47A9AzemaFHEJYQd2cZBwQcuO2unX7xBRcia8YIY2upNIEkQzTBRUFYoOCAg2CAkXiFtWZIyoL83gm+dcu3OX/HVjIVEsAB5T5On/AwMboMUBScPgED3nH9+/iNa15Fbcf5lEmKoYgE1OkxMUABpUvdUCos5jA3S9xzgA9/5MP80i8/iwXCAqVP3B0wwOhxBVE64OM7LmJq/wGyLdvwepMyKLjSJRJw4SRXEAMqUq+otXPmJg5C2eH4xATD9TqBPgOUs8sAZYHTJxCB3YcPcd7mrSSbtiHNQSypI5qBOV0uBiiG0iOGUmFeEtodqjt3sf6cTRzcdzuzRSWDWUKgT9wdMKACFDzBBL6775A/6sKLYO0GasPDlJpgKItEAks5CmrgFZlV6Mw0nYP7eeKPP5HP/c9/oEmgy+hTzi4DlAVOjxkQYM4KRgaasHo92egYljVBamACGC5Gl4mCK64GVOCRpKyoDh6D4xMcaU8xVE+og7iBCIh7pM8wFEcx8PMuvoy9e/aRnXMONOpUBoaySEQ4SXEU1MArMqvQmWk6B/fypS/fzGWPvYQBSeky+pSzywBlgdMTYyQkgQqorVuNlU62YRMyMEJRKYEAGC6GCQsUXEEMpMK9QkunNtehffAA1/7ea3jDa15NNJcMQQTEPdLl7pgEImDgDanB2Dj19etJh4eZnW+xlIiwyEUBBTHwijSWxGNHsYO76bgTAAUUMPqUs8sAZYHTY26oKi2M7Y+8iCM791HbugMdWkWnElQCYJgYLixQxBTEAMO9gqpisHLm9uxmYM0gh/ftZgCELgdxN7oiYAgCvPSV1/oH3vM+hjdvpV3LKEUgKKemgIIYeEVSFVS7dlJrpExPHMYwaijKD44BygKnT+iZJ/KKV76SG975XpKNW2BoFE8bgGJiuBgICxRMCW6AEanAIrXKyCen4PB+PHZwQEBYIO4GCIVDYYao+qp1mykrGFw/TitJsDQBjFNTQEEMvCKUbeKeXTz9GU/npr/+KI6TISg/OAYoC5w+gQg48Ml//DzP+vc/TbZxCzY8CrU6boIJeDB6XMEhmNEVJYI5GiO057Fd9/CZf/xHnnr5E0hBWCDuBght+m755zv9Ry65lHTTZsLwKB03knqDyitOTQEFMaAgFDlx107+7APv4/nP/QUESADlB8cAZYHT4zgiQgXcfe8BHrFpB7WNW7ChUbxeJ7rgAgSjxxQcghldUQ3cIVaksaK843aee8UL+PP3XU9NEBaIuwFCAZQOP/P0Z/qXvnAzzXO3U9bqlFaRNhqUseL0FDCEilC2qXbu5I6dd7FtwwYURxGUHwJOn4ADAkybMZoNUhvfgo2OEGsp5gICqNFjCq4EM7qiGriDR5IqUt1+O6Mb1nNo704yRRQQd6erABy8nq6CpE5z21byNGBEQppQGWfmkXoQOocPwcQh5trzDGggr1rUkiY/bCrAgQg0slXUN23GhwfIg4ICAhjgLFDEQZ2eSKRHjHpldA4egOkpZtvz1BJIQcTd6SqA2+7a7Y995GNprN2AjY5QBpAAqBBdAOVUxEFiRSZG59A+lEhn4giBCiXhbDJOUlZmgAOVw+Rsh/HR9XDOOWRrVlEEINAXQVjgijonGBEHBKMWDY4epXP8KIcm7mVkqEkDRNydrgJ4zvNf5Df97d8zNL6Zop5RBgiJUJnhKKCcShCHvCCtKjoH9jG4bpTDO++mDigOOLhySsJZY0DpIELP69/8R1z3u28kWTtOWDVIoY4LPeKgDriylBFZVIsVYWaa+YP7+Z83f4kn/cjjqIOIu9PVMVi3abvPznbI1q7HBwYwFQgRc8dRQFmJOCQKludInlPt38NzXvyf+OA730ZXaqAKysPPOD0DHHDgyPQ0r7/uDfzpW99O2LiD+vAaqkzJMVChSxzUeQAjsqgWK8LMNPN7dvEH73kXv/GrLyEBEXena77EB2sNwqYtJIOrqJKAqYAYLgaugLIScUhxrCqpYgFTk7z85b/Gr77oCsBozcwxUMuIRUletCmKggP79zM4NESz0eDgwUMcO36MpdydPM9pzbfI85xokTzPac23yPOcsoxMT0/TarUwAYuRPM+Zb7XoFDnz820WuTsWjSpWWDQqN9qTx8EipAmMrqa2ehyyJlGgEgehz0HcUGdlYmSxot5pM7nrbn7iOT/Hxz78YRog4u50/e+vftOf9MQnoefuIB0eITcHFcDoU05FHII47k60EuZmYWYO5mYhTSGWUBmIgwYQgaqkJyRQFBCUE0Q4IRo9KvREA3fIUigN3CEohADu4MZJgRNUQAOEAIkiAwNoEghZimkgNIapCJiAC8uIg7qxIjESM9K5WeZ23cPmSx/Nd7/+NVIQcXe6XnDlVf6hD9yAXngRMjRMrIw+o09ZmdEjCuoQDYqcEFJi0YH5FlJv4FUHQoKmCSEkVFVJl5clmmWICEvFPAdRUGUpUUFEEBGSkKGqVG6YGSKCiGBCj5ugDu4OZogoSRIQEVCBEKg8UpnhJIgIXeo8JIlXhPlZWrt3EtauZvrgfhIQcXe61m8+148cPgrbtsLAIEigx40+ZWUGoiCACFiEKoJXSBJIEdyd6E6XqCAEqrKgOTBIq9UihMBK3B0zQ0RQVbrMDHcnhECWZZgZeadNWqtRmeFm4A6unOBQr9WwGKlixGJEkkBaq2ECVZ4TNKVL6FPnQQteETod5vbvIYwMMnlwLxkg7o6Bh4FhaA6h4+NYkgKBHjf6lNNJkhpVlQMGYiQK7pFg4O6IK+5OIIArooKIEKtIkqbEqmKRu7NIRBAVFokIIkpRFARVRAU3x92JOCKCiLCUOj3CSRIUEcUFYoy4O+6OOg8gzgOICl3qoG5YUTJ/dAJNhdkje0gAie7k4M2sjoxtQNauxUIGBMDAjT7ldLKkRjE3Q9qoURZtyNuAgRk4iLNAUVNElGgRFSHGSJKkuBtLxbIEERABERaJCF3ujoigInSZO10qgohSlQUnOMuIg6qCCl3ujruzyIUTxHkAdwd3cAOnzxWOHYVmxuzsYTIQ6bhzxz07/ZLzLiDdvBVbs4aoGbgCBm4I4Cino6rUNCHmHYqD+6E1C27gxjKiIAJ5DiIQK0hTEOEEd04QARFOEAUR6HRAFYKyjAQQgbKgx+lzTnJAFVRYRpWTlGWEPhF6JNAjQo8LBMgadaaO7CEBkY47H/nYx/zK5z6PML4ZX7MGSzMwATcEo8tRTivPkSTgR4+xds1a/vL9f0ZqFSoOYoDhAqoBEWFoaIgus0gICUkSWCrLMkQEEUFEWSQiiAhZlhFUERW6kiSlK4ggIixSZxl1ejQoIpygCgoYfcbpGScZEIEEqBxSgQAibXd+87/8Z3/3m9/B4KbNtAcHiWkGJogbitFlKKfjHtGqwnbt4aee+Sxu/PD1BAelz4QfSs4DGaCcntDn9BkniAICyKw7z3jmM/3//MMXGdq0jdbAADEJ4Io4qBuIYSinJIZ7JBQl8e6d/H8vvJIPXv9WgtMlCPcxflCMM3OWUpYSllP6jJUpIDPubH3ERT65+zBDm7bQGhggJgFcEQd1AzEM5ZTEwCK02vg99/Dr176WP7zudxCQSJ8CgvGDopyZ8dAppyYdd1ZvPddbRyYZ2LqNTr1BDAoExA3EUAdDORXF8Fjh7Xn87rt53X//A1537TUISKRPAcF4aJQ+48FwThKWUx4c46FRTk1a7t4cWQ3ZAI2162nXE5AEHHAWGF2iQo8r96cYXpZQtLF7dnLdW97Mtb9xNQHEAAcEUIyTlH9pxqkpZ5+03b0xPAb1BrX1G8jTAAgQwFlgdIkKPa7cn2J4WaJ5m2r3PVz35jdx7TWvIIAYfUqXcZLykDgrE5YxVqacfdJ298bwGNQHqK1fR54GQIAAzgKjS1ToceX+FEOKEik7lLvu5ro3v4lrr3kFAcToU7qMk5SHxFmZsIyxMuXsk5a5N0fGoDFIY8M4nURxNyCAs8DoEhV6XLk/dZCyJBQd8l13c91b3si117yCAGL0KV3GScpD4qxMWMZYmXL2Scvcm81RGFlFc8M4nUQxNzABZ4HRI0Kf0iUiLFIHKUtC0SHffQ/Pe+EL+PM/fRcBxOhTvk/OyoRljJUpZ5+0zL05OAaDgwysH6eTKNENXOkzekToU7pEhEXqoFUFRZty1z0842d/hk9+7H8QQIw+5fvkrExYxliZcvZJ7u61VeMQatQ3rKeTKLiBJPQZPSL0KV0iwiJ1UIuEIqdz9x1cfNlj+aev3EwAMfqU75OzMmEZY2XK2Scdd2+MjeOWUF+/jk6aAgKq9Bk9IvQpXSLCInUIboQip33HHWw8dwt777qVAMK/FGdlwjLGypSzT9ruvn77ucwcnqC5+VzatRoeUiAABhgI4MpSIsIidcAjDYe5u+8iSZTpiYM0UkUEwQwkgPAgGH3KMs7KhGWMlSlnn8y58ejHP9Z3fecumpu206k3sSRDXOlyMRADV5YSEZZyq2g4tPfth7yFzx+jxysBARFAOTOjT1nGWZmwjLEy5eyTjjsvvOol/lc3fITm5u106k0syRBXulwMBHCWERGW8hjJHOLEEeLxCVqtKWpBUKLgDqKAcmbGilxZkbCMsTLl7BNz5x03vN+vuerXaG7eTt4YIIYUcaXLxUAAZxkRYSmPkeBOMj1NfmAfd+y6ky0bx6iHVGLeItTqgHJmxopcWZGwjLEy5eyT0p1v3XG7P+GiR5Js3YGuWkspCepKl4nhAuKgzopMwN0I7vjR49iBXdz42c/w0097Cm4dSTWjTzkzo09ZxlmZsIyxMuXsk8qdQ1PHffP4ObBqHenacaqQoq50mRhd6pySCThO4g6T01T7d/Os5z2Hj/75B4jWloyAagIoZ2b0Kcs4KxOWMVamnH1SuQHi9bXrqCpHztmG1BqICV0m9Kgbp2IC7pCokMzM0Tm4j6QpzE4cQSkkIAQCoJyZ0acs46xMWMZYmXL2ibtj4KNbtjF7bBI2byMZGMJNACUqPeKGOisyAXdQFbI8p3PvfpifYb49Sw0IIDxoRp+yjLMyYRljZcrZJ+6OAa9/6x/57137WtILzoesAZ5QieJB6RJ3FGMlhuIGBAheEacmYdduvvjlr/Jjl15CmiII/+aIu2PAnQfu9Uds245s3EhteJSoNUpVUKVL3FGMFbkSERADjdBqw95DPObRj+ZbX/4sXiGS8G+OuDsGzIMPN4YgrTG8dTttTSmDAkqX4CjGilwBJeKIRlKrKPYdgnaLcu4oidAl/Bsj7o4BLfCLL308e757F4Obt5LXG5SagChdgqMYK3IFFHMHqUiJFEeOwtQkN970cX7maT9OAOHfGHF3DJh35+vf/Gd/2pOeTHPjOcTmIEVIAcUFAg5irMgVE0UdkIrgFVJV5Lt30hwaYurgXrwqSYMKC0QEUP61E3enqwA6jo9kAzCyimzdODHJQAImoOIgxopcMVHUQahQKsqqwCePw7EJvvGtb3HpRReCR3F3RASRwL924u505RFiwB//pH/PbV/9OmHzuaSNQcokJQoEiSDGilwxUdRBMKACqahmJ+HQYUbXrObYnj0oToylhJByasK/FuLudOWdSK0e+P937vfHPerR0BhhYO16OrWEGAJCxVIqwgmumCjqIBhQEYl4Pg+z83D4Xj5/8xd56o88kaIoJMsywFmZ8MPJ6DIUB4STlJWJu7NUC/ycHRcxtX+CNdu2MV8LlEnA3OlTVqIEugSjq/IKokHRgekphlQ5fnAPGARxcXG6lEXCcsIPD8MpERIigQL8J3/yP3LvgYP8/M89i598+tO46ILzGRsbQ1WFBe6OuDuLYgVFAu+/4cP+il/5VWrr1sKaEcokYCiggNIlIiylBLoEo6tyoycadFrI5FGu+Pln877r34WCsEAxThKWE354GE5JZY5onbe998/81a/+bZidBhxwQhJIg3DrrbeydctW0aCIu7OonZc0aikGPjgyTrs1R/PC82hVJVprYKKA0iUiLKUiLDJ3utydrqQsqI4egYkjfGffbradM04DRB0Qo084PeHhZJyeYpTR+adv3+5P+NHLIQsMjo1hnXlax45CWXHTTR/nGc94BkmSyALE3emqcDAnUcUr/A/e+W5e+9rXEtaNIY0GXmsQRQGlS0RYSkVYZO50uTtdaTS0M0e+bw+MDDJ7+F5qQAChx1CE0xMeTsbplWXB3Tv3+sUXXwJRGDp3C2BUnXnaBw/yn178Yt7/3uvpyvNcsixD3I2uiBEIYIBCDj64cSPV0UmGt5/HfJoRk4xFIsJSSmApcwcxutQNKXNiax7fvYfhrVs5tPtOBGiAdDod6vU6fUafsJzwcDBOck4KQCeWqAYyUb7yjX/2H33CExHYayYAAAshSURBVCCt0RzfSKaBsugwP7Gf8e3b2Pfd7xI4QVgg7kaX4SgLTEFglug3f/kr/MyPP5V03Ti+aowqpKBCl4iwlBJYytzpEUPdcKvIBDpHj8PBA4xccC4H7ridBlBVUbIk0Gf0CcsJDwejzwHjJMfpShB/3198hJe+9BVorcnA2BpCkmDtNjN79zA0vprDB/ZRA5Qe4T7ibnRFIoKiDriCQgm+esM4c3PzyKateFYHVbpEAl2O0hUQljJ3esQAQ8xJgyCxIp+ZwQ8cpLl6DROH9pAJKIhigNLnLOcsp3xvjPszIALOIiWvcmpJzV/16lfxrj95L9RHGF27gVanIAmB1s6d0KwxM3mEugppoEtYQtyNrogjGOpKnxLBJ+fmWTuyCjZuQkZXgQquASTQp3QFhKXMnR4xVIToDh5RiyRVJM7MEieOMbBqFYf37aSRgoKwjHOSs5zyvTG6DFAEw3HAAKfPUAqrfPuO8zl+YB+sXsPQmo3gCXm7Q3H4CATntttu58LNa1AWOIKwjLg7fc5SsTJCEljg17zmd/jjP3oHsnED2epRCgRHwBVc6RIRTseJIIYYpGZIuyCfnoX5NqqBO779Dc7bvp77CAvKGElDwDCUh0rpcfrEWGSAAwZUVlLTGgoUbiSi/vV//jaXP+VpxOkZWD9GOrqKRm0A61TM7dwFAwN862vf4DHnbSCWEAKC8gDi7vQ5ywldZRmpEF+7ZRvz09NwzkaoZVBrgCs4iCuocCouLIh0iUFiRg2lkWZ0puaZ3b8fyg5X/frLefMfvIE0BQFJBMwMxAgIXSLCg6P0OH1inKQYUHgEURyngdIx/PJ/9+/45le/CvUBWDWKDg4QkgRr5cR7j0C7zdfvuINLz9+MA1YgacaKxN1ZiZkhIliESsQ7AUbXrYeZFsmWLVTNJoSAmKIOSMCEB3DhPg4OuJEgpAZSGR4rgsHc8cPQaUOW8qUvfI4nXfIIispJVCRRTsM4LVd6nD4BdzABFagAAX/t66/jLa//fUhrMDKMjgyjWY1mWiOfnyXfvRcadW659Va2blxL5uARyQQ0YUXi7pyOG5QCleC379rN4y54JDSbJJs2I2kKrpgoSMCEB3Chz50eN1JRgihSRTxWBFXmW3NQFXDgAKQp6zdv4lOf+DiPuWAHC8T53ij3cUAABxNoV0aaqP/W77yOt7/9j0EUshrJ4BCN0VEsDXQ6HbyVY7vugTTj9j27OXd8DcoCRxLhtMTdeTAMmHf3D/3VR3n5lS+GpMbQ5s0UqhQSQDPQwEnGUi70iIM6CEaXOj0mhkfD8g4+OwNHJ2BwgIFGnd/+rVfzyle8gnqA0pFEwAEHzDlBhRMCfUWELEARIQtQOP7Vr3+TX3npS7j7O7eBOdQaDG3aRBkUb2RkaUY526IzPQtHDsJAg7npYwQgAAoigDognJK4Ow9GBCoggl99zSv54LveS7puHTIySBgYplMJLoqI0Gcs5UKPOH1idKnTYwLqIG5IrKjmZ/FOGyaPQQhQVAyNrObKK6/kRS96IRdeeC5dDrhBFlgkgHdKJ0kFN7hn1z5uvPFG3vSWNzN77xFo1KHThtERwuAgA0MjIAHShNwr8tlZmJ6HyUnWbD2HvffcQQIooCAsUBY4IJySuDun54DQlZsjZu4SeO4VV3DTX34ExtaSrBuHrElFoEtEAGMpF05LHBBDHcSNoJFYFIREiK0WyXxBZ3IK2h16GnVIM2q1GlmWMTDQZKmJI8fIsoz25HEwA1F6BgegVkPqgcGRYeZaHerNBkVVoeLYXIs4NQNTx3nqT/00//D3NwFOcBBHUOHBEnfn9Jyuwp1MFBwQvAB+6cpf4W8/9BcwuppkzXpCbQDDMQFUwJWIIyK4cFri9ImhbsRYkmYJZVWS4jSiYK2coigQVYqiwCuDsoJYQKfDCQJkDcgywkCTrrTWoN5skhdtUIGghADRnZAosSxpH5+EqWmoKj70wQ/y3Of8PMSSLEnBotClQp9igHJq4u58j7xw+O9vfBO/+/u/D9GpjW+kPjJMhVBqQnTBUFwAAVTAlUXiLGH0iNFnLFIHjY7Q5+Z0uQt9hoggKnQ5J5kL6uAeEQcnkoiiGOIGYniR0zp6DCYnGds4zndvu5WRkWESThC8ZJGjiAQciEAVI7hST4QuA/I8Iu7O98INRHEW3PR3n+SZz342iFBbv5GoSnN0jNKFCqF0gxBAFVAWibOE4cICo0sw+pQuN2EpcU5wYTnhJIeAoOKoRdSN4IZVEY2RMp8n37sXRLj6ZS/jHe98G8oJ4u6A0SOGIBgKKF0OOFACsYIgkAZIAHF3vlcW6Qv4welpNm8/F9oFOjhEY3AUz1KsVqNUxULAUU7PWCQs5yYsJU6PC33CAmU5A4cEIcXRGIllAbGkyjtUh++FfJ6hzZu55RvfYHztGIET/m9t8PNi11kGAPh5v3PuvTN3Mk1MJmm6Kq4KIqgo0iKIuBNTq2txU3Eh6kJtRdA2/4BgbagLEVxFuqikK0FRCWkxexE3FrIQW0lJatNk5v4453udM5dJMqSJhaTPEwaRVqpBCFXohEG1Uqz8/R9vuPDaBWfPnhWZ6X5tL5aWjYzSeuqprzn/+z8wmSqbD1k/csTo0CE7XaePIoMapEEh7Kr2ZJL2RITbZQ23a4RBDXtSorgpiaxK0krRd3Ix18129PMZV6+wMfXSmZ/75je+rqDWNCkRfbol0r5ECD0u/estr1+86JXfver1i391/d13mM2oyXjMciky0/2qKKjkEn/75xs+/4Uvmr11mbUNo8NHTLeOur4zt/7QYV2kXtVHUTPRu0MtDioGEWFQ0p4sITNFhEETRSMsZnPTtbHFjR2TEt67eoXlnGvv0jae/tbTXnzhZ7plZ3PcSgThLrokg8BDx06YX/0vZcSopW04ephw02hjKjLTg7QklxjhF7/8tdM/ed729owI460to+maPop+1KilUZuQYVc6IBsHFbdrhEENiioiqSlqKjWpqdvZ0W9vc+0G3YISvvTVrzj38m8ksk+jJhTCPSQ6VAQOHztpcX3H9OFHrG9M7XQL/aRVgxJhX2Sm+1GtFKlaSWHZZa61oa+88OKvPPOjH7NcEjTHTxhvThlPlLWxvgmzbkHYVezJxkHFATXtK6q2dLJb6hdLlr369hW2Z5RicvSYZ3/wfc/+8HvWWmqldr1x20RJRJUlDEK4XVrpkhoENrdO6uadQ8cfsb6xYbZcqFINIsIgIkRmuh/VSuoNStpVdF01ahtCLpZ0HX/80599+7vf8Z/Lb7OcMxmzPmEyNto6qhoUg0bjoGJf1qSmzDQoqsU7bzKfMZszXzBe9+nHn/DSmTM+9thjJiMCrT0RVubzuclkonp/iYqa1CCwefyE7saCpqUd0zZWCpnUJFNkpgchs7dSRIRBdUumtCuDit++/Iqfnn7evy9dolsyndItaVumU5oxivdTknp9m25JTVrM3jM+ueVzjz/h9HPP+eynPmMQKAjCruKWcKd0p4o+kwgNPvLwSTuzmQyyBNGQLVpK2BeZ6cGoVopBdU9ZMOt7o6bx5uXL/nLhNedePef8+fN2tncsrl1HcTebW8d99NFHnTp1ypNPftknPvlxIfXZGcdISoNC2BXCvvDBpFvSSrGyyN4gI1AMKsItkZk+DNW9FXRSK7K3Eggri949jRsCFcVKVylFzBdza6Ox22WEfcUHU91SrPTSoPZuyhIGiQh7ShKZ6cNQ/X/FyqJbGrcjg64SIe0q6a6Wy2rclhDUnjKyksh0hwjCfctMmUkW+yLcFOGm/wHikJ1MDo0BPgAAAABJRU5ErkJggg=="},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98,"perimeter":191.16,"area":266.31,"image":"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"},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74,"perimeter":521.64,"area":886.22,"image":"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"}],"no_of_letters":4,"perimeter_of_sign":73.98,"nested_area":40.62,"occupied_area":9.78,"avg_char_height":33.8025,"widthOfSign":"120","otherDimensionOfSign":63.32,"width_of_smaller_line":20},"timestamp":"2026-01-28 04:14:38"} 
[2026-01-28 04:14:50] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_type":"Flat Cut Acrylic Letters","mounting_type":"Flush/Stud 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DZGOjpCVkrAFVyR6I6yCacgXAIDjA4jwcG/6wk38693fou+7VPEUko7QBRljdLL2JAYwY0kZvjqCu17D3DnPfdw3e5p1BHOEXoYvZSHi1FQ1muA14ZHodmgsmuakJbJGy1ad9/H2PRuTh76JpYDCaJcmSyLtFoZ/cPD6PAIpZEttMplPCiQgCsS3VE24RSES2BATiEBVw6dXvCdU9Po8Ch9YyM0VMgC4EqXKF3O/YwLEYyQN6HdID94iEc99vF89Yv/hwCCA2KAsp7RS3m4GAXlHAM+9o+f8R/53ptJdu+hNjhEu7mCNzJaJ07y6U9/jifc+FgqCSAIV6DdzimVEh796Mdw570HqEzvpFUq4yGAJqAKrkh0R9mEUxAugWEYylmegEAbfPs1j+bM4SMMXbOX1SShHRRcQThL6XLuZ1yIYHhsUVdonJnFZudorC6SAgEEHBDWM3opDxejoHQYEMGHJqZZPXkC2beXal8NabRYOXKctFJl4dRRSgIBhLNajTblaolL4oCAA3fuv5frr70O2TpCGBkl1wSSEqIJLgoCEt1RNuFsTNiQUVDA6PLbvvJVnvL4x1PesQMZGqEZEhDOUnAFB3G6XLifsRENULYcm52ndfQIb/q/f5fX/oeXUwcRHBDWM3opDz8DMuBbR47446f3kG6fQse34O7o/CLNk6d4/RveyK+8/nVUEhBHgoAbiHIRBhhdriBKE5jc+wjmjxyltGMXXqmRBQVXOkQCLiDRHWUTzsaEDRlrHBDAwfvHRmisNCjv3kc7LeGqgAIKBuKgDibgwlnGhtwpCejKCs1TRyGF2dMz9IGkOCCsZ/RSHl55q42US+TATd/3vf6N2+6gND6ODPfTbmf4ydOwuMzcwhyVNJAoIg7qdIlyEQbkgIInmMC3Dh/n0dc9AkYnKA8MkGmCoZwjEuiQ6I6yCWdjwkUZ4EAAcvDf+8M/4LWv+WWY3EY6NEKmCqKAgoMYqIMJuHCWsaEYCRpIYkZrcQaOH+W2O7/GE665lsxNElGUNUYv5eFhFPJ2m6RUYhW8P5RgfJza1i14mtJYWoL7DvCMZz2LT/yvj+CAgAigXIjRyzAURzHgmutv4tDBw5S2b4dqhdzAUM4RETokuqNswtmYcFEGOBABAXLwWrUOlRrp9p1YkhBFQZQOMbpcuJ+xoWYGpRJBIra6jB89zOTOKb5151epEiQAyhqjl/LwMAoKGPCbb3un/8ab30RpeorSwABEZ2V2Dj9xnMMnjrFteIjckUToUi7EWM/dMQlEwICqlGFkksr4OOnAAEsrq6wnInRIdEfZhHN5hC4DHHAKOfhPvejF/NWH/4rKjj1IpUzDHVBAwSmoUzDOp4BSyClZTvvUaViYYXl1kWg5dU1EAKVgFBSjoDyUjF65QypQ2jrqebOJTE2SVmuUM2fp7rvpHx/lxKEDCFAFMUC5GGe9CBiCAC991et4/3vex8D0ThrlEpkIBGUjEt1RNuFcHqHLKChgQAuYXVzxqdFJ6B+kMjFBWwKmAUTBKahTMM6ngIIrSE5qOTY3Rzxzmtf9+q/w5te+hhQkAErBKChGQXkoGWucwme/cLs//eanoWPjlIaHyGNEFlfJTpzgU1/4DE+64UYcSEEUUC7GWSO0HdpmiCrDY9NkOfSNT7KaJFiaAMZGJLqjbMK5PEKXUcjMERUUaBi++7rHMHPkGNXdu4lpQpsAomAKYqBOwTifAgk4IEZqOaVmi5UjB9G+MvMnj1IBCYBSMAqKUVAeSkbBKeTmPrVnD2dOnKC2dy8tnIDSvvtealu3cvLYIUqAg5S5FM4aoUHha1+9iyc+7kbSqWnCwBBNN5JKldxzNiLRHWUTzuURuoxCK8vRNCEALXO/657D3PjYG6BepzQ2Tp6UMFXUFDBcHRfOMs6n4AldYgTPqXhk5cRJmJvhn277PE++8TEEEKVgFBSjoDyUjIJTuO/AYd+37zpK09upbBmg2WiTLa/ihw7x5t/5XX71da+ibVHqGogOQdiEs0ZoA5nDs7//uXz6Hz9Dbc9usnKFzHLSapUs5mxEojsXo1wdAwynwxEcUPAt23azNL/E8N5rmBdwTVFTxA0LjotxPqXLE7rUwHPKAtJo0bzrLnZct49vf/0OSoq4QxDuZ5xPuRoGOI6bk3tENWCufN/3/rB//gu3odu3ktYq+GqD9sw8NNrE5jz3E+6nXJ424EAlHYakQm3XTlppwIiENCE3NiTRnc0oVyfiOGB0CCXwv/zoJ/h3z/t3lCYm8cFBMk0IpnRYcFyM8ykd4ooLoEZHcCfNM9onZ7BTx1lqrVBKhZIgPMA4n3I1jIJSMGAlcx8oDUNfncquMVyMuLhEfvQkT37Kzfzzpz5GEDoEAQOUy9MG7tx/gBsedQPV0QlsaJAsgARAhegCKA8m0Z3NKFcn4jjnCAq0Il4b3ApJSnn7FFEShBQTsOC4GOdTOsSVDlejQ9wo5Rmh2WL12FFedsvP80fv+C8ICA8wzqdcDaNX2yNveevb/T+/9V30j41htYRIRvP4CVha5ciRo4wODFBKEQQQrkgbeP5Pv4i/+auP0T85TbtSIgsQEiE3w1FAeTCJ7mxGuToRx1mTR6MUgr/itb/Cu//rHxO2jpD2DeIk5KJYcFyM8ykd4kqHq9FlkWBGORqrhw6SBmjMnyIA0ZEgnGWcT7kaRkGBFoaBD42M0W4H6uPbKA/WaKws0jh0iIntOzjwza9RDoAhCCBckabB2NRulpaalEbH8XodU4EQMXccBZQHk+jOZpSrYxScQqDQBK+W+2FoC/WhEVbMCbUapoazEaWgdInR5YZaJLiRzc/ByeP8wyf+nqc99SkkitBlgFFQCsrVMNasZi3+5ct3+NOf+GQqex5JTEokKuTNFbLjx/j0/7mNpz7+elQAR+gQrshKBn3lKmFqB0nfMHkSMBUQw8XAFVAeTKI7m1GujlFwQADFAKUN/swffA6f+eQ/Up/eSazXoVqhlWc4G1EKSpcYXW5ABDdkdQU/eJDhgSFmTx8lNyRRzjLAKCgF5WoYBQcEGN855WfOzFLasZe0WsdXVlg9fATtr7F88ihVwFsuUhK6hCvyuS/cwVP/zVPRPXtJBwZpmYMKYBSUjUh0ZzPK5TEuTulwDOH4zIJPjYxSGptCRrbQEkfSMs5GlC5RutzoEgMx8Egac5KZWRpHj3Hq9GkGh/opJUHAAKOgFJSrYRgF5fT8jE+MjqJbt6IjE6SlKvnsItnB+/idW/8rv/SSF8NqJpWgSCnQQ7gsP/viW/iz938Ave4RSP8AMTcKRkHZiER3Lka5fMaFORFiBiEli4aG1Hftuo7jh45SuWYXXqvTFsFFwXkQpUuULje6xChE1HJqKyssHz7Gi1/4s9z6nj8kCAI5htGhJBSUq2EYoHTc/IPP8s9+5rOUx0bJanUsy2GpCfOzrDQWaLcy+kMiIQjnES7L+PQeTp08A7t2Qr0PJNDlRkHZiER3lE04BaGHUVB6GRdidDgRd0ckAOpf+OIdPOWJT6Q6PQX1fpqVKq4JOAVXuoSCszGBYDmlrElrdgYWl4krc3QYueQYJUoYhqJcqSzLUFFCEuhoOV6p9EOpRv+e3ViAlaUFOHaEJzz9GXz8o39DyaEmCM75hB45hYT7ObSzNqVSCQNCfQBq/ejkJJakQKDLjYKyEYnuKJtwCkIPo6D0Mi7E6HAiHeoKKLnhW8cnWFpcoLpzJ+2+QaIkPMCVLqHgXIAiblQkJy4t0j54kE/8wyd55tOehIM0aNJRpkRAuVJZlpGmKbkZmTt/+O5b/bWvfzM6PkWpXsWtSWt5Hk4c4+5TJxkbHKQCEgB1zif0yCkk3M8BAQNaQK1UQUYmkNFRLJSAABi4UVA2ItEdZRNOQehhXC6jw4gIoK6AIiL+e3/0Hl798pdR2rEbHRyhFRKc+4nS5WxCETcktql4ZHX/fvqGBpk5eZgEpE2GESmTEghcDTPDVFHwoYkdLM0uUtt3HZ4o3lqmeegAtfExTt13DwEIIAFQznJ6CT2MgtKrBXz7nnt53DXXkk7vxLZuJWoJXAEDNwRwlI1IdEfZhFMQehiXy+gwIgKoK6DkBgTxUn8/kFDftY9MErIA7g4a6HI2oYgbSTBKeaRx5gx2+iQnzpxisL9KWUScCAiKcjXasUUIZb5w5zf9KTc9ieroNnRokGg5zbnTcOwwn/zS7TzpphtJgAAiGIqC00u4KDMDVTLgg3/5l7z43/8UYXIa37oVS0tgAm4IRoejbESiO8omnILQwygol8Yw1lM6lA4Hf8FLXsJf/LcPUpncS1LvZ5WIKaCBLqOgQi9ljZEohBjJFhewkyd4zvOew4f+7ANUBWlnTcpphStnuOVEUZqS+Pa9+1g8fJy+vdcSkwTxyOr+/VQH+pk9fZSOAKKAYCgKTi/hotwgKuTAa970q7z7bX9A39Q0jb4+YloCE8QNxegwlI1IdEfZhFMQehgF5dIYxnpKh5IbuEIbvK/aD9Wt1LeOktdKtDyHkNBlFFTopaynChJzpLlKPjsDy0ssL82TKqS4nMWVM8CAhHvPnPG9O/dCpUplchpUyJeWyQ/s563veCevf/UrcMBAOEswQFHOctYIG3NAIOaOJsIK8APPfS6f//t/on9qF6v1OjEJ4Io4qBuIYSgbkeiOsgmnIPQwCsqlMYz1lA6lw4E2+I5HXs+pbx2lOrWTdGyIxawJSQBXcMABdXopvQzBSPJItjgPR4/wxx94Py/6ieeTqIgGroIBSk7Gjz7/p/2jf/N3ML2N0D9AkjutI4dhpYG3F2hnTikVMc4xQFHu5xSEjTkgYBEIsALsfOQjmDtwkv6pHazW68QkgCvioG4ghqFsRKI7yiacgtDDKCiXxjDWU8BQOhRoAvsPHPXH7rmedOsY5W1bWRYHUXClywF1einriRvq4JbjzVX88CEGR0aYPXI3CsJVMAwjYgSv1IbwUo2wcxpTodLOaey/h+f+6HP4yF/8GfcT4xwDFOV+TkHYmANCV8sBgS0797B6ao76zl00K1ViUCAgbiCGOhjKRiS6czHKQ88wCso5TsHAx7ftYW5phXTbJPTVyHIBUXClSx3E2IgYpAbuTlQjmJGdPgWzM9x35Ai7xgY4S7gI48IiEIm8/Y9+39/06jdTHZnAtw5jAvmZOez4cRqtZZIAiSJcCqeXcJ4cyIDa4BYo1amOjtOoJCAJOOCcZXSICl2urCfRnc0oDy3DKCgP5uB//bFP8uM/+mMwMYH29UNSwVTBla7ggLERMShHcHeyYIgbobFK+977+J4fehb/+L8+TADhIowLi0AL9/6RIVjIGb3ukayGgGWRxl13MTG9nYP3fJMgEAThUjgFMQrKg0WHTKA6MAKVKuXxCVppAAQI4JxldIgKXa6sJ9GdzSgPLcMoKA/mQNPx/tFJPDPSiUlipYpJAgS61ABjI2KQRKcjqiFu1ERYOnwIsozF2dP0p3QIF2BcWARu+/od/rTH3wQjUwyOTuAmLC/OYzNn+OznPsOTb3g0AmKAOyiOiHBBTkGMDkPpUNZEh0ygOjAClTrl8TFaaQAECOCcZXSICl2urCfRnc0oDy3DKCgP5kAL/Nd/+7/wtjf/JsnUNDIwSBYSIKVLDTA25BCi0+FigCFZm7i4DCdP8e4/uZVfeOFPoCBcgHFhERjcNumN0zOke6+llFaoUeL03XdTrqesnjmK0iXRIcZIKQlclFMQo8NQOpQ1BrQcaoMjUO2jOjFJM1HcDQjgnGV0iApdrqwn0Z3NKJtwLo3QwygoayLQApZabZ8YGEUGBklHR7FyhegBF0CdCxEHzFEHU0PdcMupmLN6970MjWzlxMG7KQek1cool1MezOilgAEKHJ+d921bh2FqB7WRcTyHsNJg+b57+N0/fBcvu+XnqAaVAEQcQVA24RTE6DAEEJQ1BrQcarUhGBymNjFJM1HMDUzAOcvoEqGgdIgIHRLd2YyyCefSCD2MgrImAgI0wH/4OT/GP33045R27UZqddohxRUQ4aLM6RAMMBSj5E7rxBns5HG+8e07edS1ezhL2IDRSynkBs97wQv8bz/6vwkTk5QH+slbkfaJ07C8xPzyDNVUSQRhHWUTTkGMDkMAQVljQMuh1jcCfX3UxydpJkp0A1cKRpcIBaVDROiQ6M5mlKvkFIQeRkFZY4ABBpxYXPKdE2CWhA4AABS9SURBVNPQN0B1yyhZtUKuyqbc6XJDMFBHsozycpPGieM88+an8PGP/g2qKnQ4BaHLKCiF6CACMboPjIzRrNSobtkKSUpreRU7eIhnP//H+dsP/SkdBsI6yqUyOgxBER7gkBtYgPLwJIQylYlxmomCG0hCwegSoaB0iAgdEt25GOUh4BSEHkZBWWOAAk0gAZ/c90jOHDtFZXySrK9OTBNAuSh3utzokAS8sUold5rHj0NzhayxQqJ0CE5B6DIKylkOCBjwpx/47/6Sl72M0vYp0oEhiJGV2QU4dYLTc7MMVJUQo0gSWE+5VEZBAOEci5BxVoDqyCRuCZXxMZppCgioUjC6RCgoHSJCh0R3lE04BaGHUVAeHgb+udu/wtP+zVPQiXEGp7ex0GhjGkCUB4jQyxDOcqXDxcAcyTJkdQU7cYx3vu13ecXLXkqiCB0OCBhrlLMMUHDwLRO7mZ+bg+ltSKVKaOfk+/czvnsvx+79Go1GRq2ciiuXRdlcDuTA+O49LJ48TW16D41yGQ8pEAADDARwZT0RoUOiO8omnILQwygoDzEHhC4Dr49O02yuUpmeoo3i5SouygNEWE8wulzpcAFxwCOhlZEfuJdyNWV15gQKQocDAobhKAKoAw7tDO46cMAf84jHUN29k0YpAJHQzIknTnPHl27nhuv3YJEOIXBZlM1FoInzmO++gfu+vp/a1G6alRqWlBBXOlwMxMCV9USEDonuKJtwCkIP49IoV87A/+S//QW/8JKfozw1RTowxIoJLsoDRFhPMDoc5RxxUIwQI74wT3bqGF+47TZuesyjCILggIBhOIoA6nSZwI5rHuNHDx+if/deYjXBzGh+az/pwACN04chA1MkDWBcHaWXuxMFIsILb3kJf/6BD1Kb3k2zUsOSEuJKh4uBAE4PEaFDojvKJpyC0MO4NMrVmWvmvmXLFiil1KZ20ErKRE14gAjrCUaHo5wjDooR3EhaDVa/+VV2PfZx7P/Kl0lAuJ9hgNKhTtf8au7DAwMwupXB8XGyGGk1msRDh/ntt72d1/3SLYgjGugyrp7Sq5W1KaUl/uADf8orb3kFtendtKp1YkgRVzpcDARweogIHRLdUTbhFIQeRkHpZfRSNuEUxOjhCgIO/uKXv5IPvPe9hG3bYHCEqAkPEGE9wehyZT3FCG5I1qB16hjMzLHUbtEXFIuIBmg0VqhW67SyHKKQVgI/+9KX+39/358Qdu+k3t+P5zlLhw5BdFYX5qgqIIgBimM4BeVyOeCAAkrBo5HjSAh8+dvf5AmPeBTJzr3o8CiZJKgrHSaGC4iDOueR6I6yCacg9DAKSi+jl7IJpyDGeVxpNtt4KfVarQaDW5CxbXipzANEWE8wulxZTzHEDbJVvLlKvO8gv/pbv81b3vDLWEQ00JXFSBoCHbnj1dFt5O7o+DD9ff2snDpNPjPLs3/wWfzthz9ElyOIYaynXC4HjEJKwaOBCibC8flZpie3w/AY6egkeUhRVzpMjA51NiTRHWUTTkHoYRSUXkYvZRNOQYyCUVBwQBQDv+4xj+Puew/A5HYYGAKUHq6AIep0ubKeYogbQTOSmLFy134qfYPMnzxOWRAzA4yIYRGSpMSHPvzX/jMv+Enq1+5jJTHKaYLNzpIdP8npmRlG+uvgCGJ0GAYoBeVyOZBTSAEFPBoSlIgDQmV0jDx3ZPsupFxFTOgwoUvd2IhEd5RNOAWhh1FQehm9lE04BTHWGKDggChn+f6DB7l23yNgyxiMTEApgCg4BVfAEBEQA1fWUwwwypVAe3mRfG4BTp7ijq9/nUfv20tJELocEJqG17eMY1mkumM7VFNUYOWeu9k+Os7Bu74NeUZIg9BlGMoa5XI5YBQCoJxlDiIgYMDQjl0szczB9C6Sej9uAihR6RI31DmPRHcuRvlOMHop9/OR6d3MHJ+hdM0+snoJDwEi4IDTJU6Xi9EhKnSogwl4zCiVUvKFeezIEQYmxjhxz37KIEphySP3HDjmNzzqenRyO5VaFTAaC7P48WN8+Y4v8fjHPg5wwIUeypUyQLkwA37zHb/Hb7zuDaTX7oNSFTwhF8WD0iHuKMaDSXRnM8r/14z1siySpimtVstv//JX+Z6nPZPS9h20B8qQBCCAKzhd4nS5GB2iQoc6mIA7SBC00SCeOQULc8w3lhkEWlkulia0zbj+xif6kbvuJt25i1qtTra8wOrB+6hXyizPz9BheVs0SeilPFwMuOvoCR65azeybRvlgSGilslUQZUOcUcxHkyiO5tRvvPcHXfHVb0yMEmOk+zcRh5zKNfpcqVDEDpcjA5RoUMdDMURwNCYYSvLcN99vPjlv8gfvevtJCAtoAk+kvQhoxOUR7fQ0Z6bxY4c4Z1/8A5e9Yu3kGVtSctlzqc8XAxYAQaq/ZCWGdi5m4amZEEBpUNwFOPBJLqzGeU7y93pEBEi+Jt+6+289bffClv6YHAQylVA6XJFEDpcjA5RoUMdcMVI8BhBclKLZEcOElRozhwnAg7yc//x1f7B9/4ZtcntaF+F5flZWFxCshaN2VN41qJSqwkIYPRSHi4GrALX3/jdHPzWfvqmd9KqVMk0AVE6BEcxHkyiO5tRNuH0Eh42BjQi3je4BYJSmtpOO0khBAoBHIQ1/29zcBpj113ecfz7e845985me8b2jO3xHmczkSltUqti7yK1CAItIgQKtCF0kUolxIuqpbzoi1aCVqIgCogdSksKrYRoqVpVlQoVlC0lCZTEiQgmxjHG+9iz3XvP+T9Pfe9xxnPDkInjzGQ+H5NYEIaTEw6oooiELkzTOXqYL3zlizzvFw7SSjC5fgzWbWTdxo1UBO3WDP7Iw7zy9a/jro99jGaegxBdQT+xYhyYjeDue77DLz//RQxNbicNjdDJCsAIQUaAnMdTimA5xjKCfmLFOFBBvPy21/Ifn/s8I9ffwFxheJ4BBiZIhrjMJBaEkaIADFGRR0WjLJl9+CGGdm3j2MOH+Lf/+gqv+7WXkO/ai+UZeThzU2dgZorTp04wNjSMgegKfpJYUR2gFbChMQwbxmhMbCPlDVCGC0wBch5PKYLlGGuHA2XA1Ox8bF03BhPj5BPjVEUGMpDADYIFmcSCyElR0FV4hajIzWnPzJCOPsKhEz/m4M0HmT5xgnzvbgYGBojTU8w++gMmr9/Nw/ffzyDiIhEsTayodoKUwc8//5d44Bt3k+28hmJwhDIvSIJMCeQ8nlIET8RYWxwQ0Ali157rOPnoj2juv452XoAElkMAwYJM4jGOEVFAQOEOqgAnlW383BkOPvf5fPNLX8JGx/ChBpYcnZkinfkxX773fzh44Dk0MBH8dGJFtVuJ5kDGtw4/yi03HYDBDQyPb6HVzElZhqhYzCS6lCIwlhHURB+nZqyuqEA58eDhY+zftxe27yYbXU+yAryCosFiMrFYYCgMC6dHDh7gidTp0BwapEolnpwiKjo/OkqzEOdOnoDUYcAGpRALRD+xKuaA7ftuZOrRU2zas4fZZkaZZ3gENWMxpQiMZQQ10cepGaurancwK1ChGJu8hvNnphjcdy2t3CAviEgsJhOLBTWF0WU4j/EIsAAP1Jkn5maJI9/n3R/9EG++804ilRQ2IIVYIPqJFZcq6OTw8U9+mj980+/TnBiHTRso8wzHAAOMLkl0KUVgLCOoiT7O0oyV5YAB4cSn7vocd9zxRrJtkzA2Cs2ClCoWk0RPGD1yFrOgT3KnyEQ1O02cOQmpTfvsFDmJSKUyNQGxQPQTK26+XTLYLHBgZMM25udmGLrhWuaqEmsO4jLA6JJEl1IExjKCmujjLM1YaUGnqmjkBe02MbplO61Wi2LfPqpGTnCRWCCJnjB65CxmQR+vEs0ipz19ljh2lN+4/VV89uOfINI8DctF5IBYIPqJFVUR4EFuRlTwl+/7AG9729vIJjajwUGiOUiSAUaXJLqUIjCWEdREH6dmrCYnkQAj84yA+KO3/znveuc7yPZdiw80iUYGAsLoEhmLWdDj5nRZcImjgEiQh9M+dwqmzjIzM0WTIHcXPQYIgprRT6yQoCvhZGTggEEbGJmcpDp9jvV7r2W2aJDyBo+RRJdSBMYygpro49SM1eQkEgbIcwLRcmKoMQwbN1FsnaAqcsKAMLpExmIW9Lg5XRZc4iggc8PbLcoffp/x3bs4cug7NAgydxFcZCBBUDP6iRUSdDmBcZEbCKZJfPlrX+elL/xFioltxNhmqqwAE12S6FKKwFhGUBN9nJqxmhyipCvIcTJCxLNufi7fu+deRm7cz/xATjKDMHqU0aUwuiycLjeny4JLHAWognJqCmbP88Uv/SfPffZNNECEQwAhkCCoGf3ECgm6EglhWABhYFACG7duY2ZmFu3YTTQGwIwuKaNLKQJjGUFN9HFqxmpyiJKukJHISSGOnzobe3fuxTZvJN88TiczwOhRRpfCsOAip8sFIUfUMgLzoJGcmSNHaI4McebYYRpAASKcnhAgCGpGP7FCgq5EIBwLo2Yk4NzMLOMbxmByBxodAxNhGSijSymCJ2KsPmdpRpcDTs1wjAAcYtOWbUzPzJJv30kMrSMZFxlYBgEKwwIUEAKXE3IQSEHmMEAwf+IU6dgP+Min/4k7fvOVCMhA4PSEgXgGBYulysnyjK63/Mnbee+7/wZNbqWxcZQOIhCEoRTBcozV5SzNeIxzmdGpShp5Ef/99a/y4he9GCZ2kq8fJTUKQgaWQYDCsAAFhMDlhAALiISVFc0qMX/4++R5wbkzpxlsgEBcZDg145kV9BNdZZmoEOO79jB7/jxsn4RmA5qDEIZSBMsxVpezNOOSoCYWJMAhBjduJKWCfMtWNDhIaQaW0aUwLAyFEwKXgwnkRFlCu421O/iPf8Sdb7yTD73/rzHAQPQENbGWuDuS8ASVRCuD0YktcGGOfNcuqqEhyDKUIliOsbqcpRmXBDXRU6ZElmUkiHe85z382Z/+BRrbRLZhPV7keJ4DhtwwQOGEwOV0FZlRtebxuTlozcHx45yevsDIUEFTiAVBTaxF4VAKKsGhHzzCLdc/C4aGyHfsREWBypSQiS4hlmIsI+gnroqzNOOSoCZ6HAggETiKQQ3DxgkGxzfTLjI8z0EGbgjIECHH5ViAeSJLJXTatB45wq7rr+Xh736LAmgn1My4JKiJtcyB2Qj+7rP/yJvv/B3Im6zbuROlCIJAiJ/GWEbQT1wVZ2nGJUFN9DgQgAMJ4rbb7uBf//kLFJPbyDdsoCURZuCGgAzRFXJERdWaZzBEmpmhc+ww33jgIW7efw0GciDjMQEEYKxlCaiABPzBW97K377/wxQTEygicJ6Y8VMESxNXxVmacUlQEz0OBODUps6WMbFpDMYnaGzeRCqaJOWAoYAMgZyQIyrysmLIMs4++CA0c+amT0JAqpJGiozLAgjAWJsCEF1tD+ROKOPVb3gD//IPd6GIwKkZ/ZyacUnw5Iir4izNuCSoiR6nFtQyiH03HOTw9x5kaP9+yrygVA4YCiMjCHNcThYVRbtNmpmhc+o0H/zg+3njb99Ogx7Rx6kZa1PQ1YmgIYMABB3gNXe+CXkEAlKVCC/JG03KVoei2cQFZVlhlmEBqd2h0WhCRk08MfGUOP2MKxbfPXSEAwcOwMQWGpu3UFoOYYCREYQ5KXMUFXZ+Gj8/hdot2hdOIkAgLjGeCufJM1ZaJ0DDk7t4z1+9k9e/5tUMZBlRgXJ6SsCAAAwwLnIgAAHiiYmnxOlnPElBTyRIGTGydQ/tkyfJbrwJKwZxclxGRhDmpKwi84piZpbW0aPcfvttfOaTH8YBw+UYXcaVcq6MsZLCQQaiOQKdBGasHxvl1pe+hFtvvZXn3PxzbN+zg5YHDRMZtUEgAHOQqAU1URNXxelnPElBTXTF33/+33nDa14Lo5tpTGwlyHEMTKAKVJF7RfvYMTh3lunWHCM5OMhwnJphXBnnyhgrzRNo5MAtdGbnoazonDoFCmjNQ5Qw2IThYUZGR/n1V7yCX3nBC3jewYNsndhMM8sxgiwEQU2AuGpOP+NJCmqCcCiNGNi0nZhtU+zZi4pBkhmYUDhGRcM7zDzwAFv27uT49x6kSokiywSOUzOMK+NcGWM1SDfdgiQk0WU4dOYpyzlot6GsYGYOSofSgZLdP7Of++/7Dk0gRzzdnH7GMoLHcQiBKX7vrX/MR977AZp7r6WNkQ0P44KYm2W4UdCZmaL84WHueeh+nnPddQjEVXOujLEalD37FgIDDBdYOEONDK86lFWHqCqsdIZVENNzTJ09zY6b9vB/997HADCAeLo5/YxlBJfJAVF12qTIsGYRjaFN2OhmhsbHmQc8E00Jm55m7tEjFCMFZ48fYyTLmZs7r6GhdYDx1DlXxlgNGrjh2YgcKWOBBUGiihI8aLgYzhuk6XnOnDvBlht3cP//3scwMIB4ujn9jGUEEEFXREJRER6QNamweNGvvoyvfe2baHKS5ugG2l4xaBmdY8epThzjE5/5FK+77VUUOFAJcsB46pwrY6wG0RyBYgAwCKNnoAABFoAgOVQOnQqiw+T+3Ry659sMAA2efk4/YxnBZXIIhwiwAgdOnJ+Nyc3jsHUrozu2c2GuRZaC8uijKFVMnT/JuswQpaAAHDCeOufKGKtB6667kdnZFl1GrZpv0WOCACLAAwJExb5rtvPAvd/GgIyf5NSMZ0BwkYO4yCiBDsTWa/Ywc+Ykw7v2EjHA/IU54sRxfut338SH3vcuGgRGJQggB4zlOUsz1iJNRfAYAQaIWk4tAKeWA1mAEYSE8ZOcmvEMCEBOl2MkwCG+eeg+XnjgZ2H9OmxwHL8wC3PTnJqbZkPTKAhBCREEOVLG8pylGWuRWslpmAj6BSAggAREgAQGKMACZKwtwWUCBxKQgDYpRjeuhxKoDFSw+7p9PPTtu8kAw2VRAgbKAGN5ztKMtUhVWZHlGY8XDjIIhwiIYEGWszYFNdHjQAAdL5EV8ZW7v8rRHx5jZHgD56emecXLX8boUBMDWSSE06MMMJbnLM1YixSRiAguM4R4QgEIEGtTAKLHgaDmECxi9EiAIlA4PZbx5DhLM9ai/wcZu+v0H3GXXgAAAABJRU5ErkJggg==\",\"boxArea\":\"391.97\"},{\"id\":\"d63c64c0-1516-4ddd-8ee9-ff29247b707f\",\"width\":15.38,\"perimeter\":78.78,\"height\":18.03,\"area\":149.69,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAAFcAAABmCAYAAAC+7g1kAAAgAElEQVR4AeTBCZilZ1ng/f99P+/7nqXW7q5eqtNrOhsQvkACiIYRGEZwGT8QBZWPABMBQ0AjeGFAZxhFMoMsCrJIUCCI4MglSoIIOKxmZlg/EEMSsvW+pLu6u/Zzzrs89z11zkl1VyXV3QmYhkt/P2m74TgpigMRcJyA0GU4XYqwyNwRNxINBMA4STFWppyKARUOCIZTeoW7sMCPHj3KwQMH+exnP8+x48c4eOAgx44dQ4MSq8i6devYsWMH51+wg0v+n0u48KLzqUmKAwJiQPSShqQoD4LTJ3zf5HjeIVpkenqavCzodDoURcHRo8ewqqLT6TA5Pc3xY5N4NOamZ7j34EEedcnFXHXVS2hISlWVJElKl2I8kLLIWE4BAwp38qr0T3zy7/iT66/nK1/7OjbXgqqCrAZmIAIq9LQLSBIQB3cQAQxUIShjGzfy6694OS9+8YtpZjUG00yElSn3cU4Svm9CqHNCUAgC7mARHHAFATKFdgfMIK1x8Y88lq/c/H/IgBRwj4gIoPQ44PQJuIMoPSWQAnmEiXsP+7vf/W7e9Z73MDM9CbGEwVFIU6gNkDaauAaqWEEIhCwhCQkiQpdHo8oLPBpuJV4WEEs4NgmxgiSj3mzwohc8nze+8Y3UGhl1RSIQgApIWGCAA0KfsJzwkEmyfjsukGUZYHSZGyqKiNBlAhacugrVsSlaM5Nc8rQn8b8+/XkCRigL0iRFJHCCs5yAAe0Smin+sU/9A1dddRXH9u4GzSAJyNAgjaFhJMvwUMM0ICEhumBVBIwQFFehKxGlyyIIfWYVGiOa5wQ3yk6bdmseqhKisWHrFv7uEzdy8YXnokAVXbIgBGM5YTnhIZP04ifQJSqoG+7OIhGhRwyPFU1x4rEpZu7dz8XPeDL/+KnPU8MIZUWWpIgIPc4JJuBAAArwt73tT/j9665jbvIYuMOGtTBQpzE0BCGAK4YQo4MrXQpoaSQxgjlihrsT0hRNAiVCbg4qBARRp120CFlGwPGipCpKfHoapmchBMbWj/GlL3yOi87dwmxRMZAlIk6POoiwMuFBk+QxP4ZaxGNFl4rQlbfb9Bk4UHSg1YLjx4GS8598OV/74v+ihtNAMDNUFRxMwAGjz8E/+jd/zxVXPB/KCFmGDjZJRwZIh4bIiZSxAgmIKomklK0WOOCQOFRTU1AZlDlUBu6Q1aGWgijU6miSkKQJHgJeT6hiBSLUshr57By4UYtGMTeHT0xAKmzevpVbb72FFFAQBcQhCOCAA8JJwoMmzUc+EWvPQzFPVbSoZucgzyEJUBaQ1iFGSBOo11m1bi2rR4d53i89l99+1W/iGA0Ui6ABihLSFHL69tx73C+55FLyY8eg0URHh2iMDpNjmCgunCAOiSgpzvzUNBybhCAgAtGhVqPWbJDVa0QzWtMzMNeBGEFTSBPqw6Noo0FRT7AgpGlKUVQkSYK7E2OJVwWNRMknp7Cjh8Ei1/3RW7nm6pfTNQBSVJEsCWDQmm/RHGyC8JAIo1uhNQsUUHVYv2kTT3nKU7jsssu47NJL2bp1G+ObNqICDkRgACiAYIA6ebugmdbAoQIqIKb4tf/5Dbz77X8MVYmsWkVSb0CzRhXAhQUKDurQVCXmOZ3WHH5gHzQakKT81mtezdVXvYzVI8N0GeD0NYC2w5EDR/nQBz/Im970VorZOajVYM0I6ego0RwTBU0gKJIKWKQWoJybw+Zb+OwkVCXrN2/irltvpwlERzKhLwICKA+J0BzjJS+7ite88mrOPWecpSoDFHBAwIEqQhogoc+LEgkpCKBQljBb4FsvuIC5IxOwapja6AjpyCC5GZUZHiMIIAIoakat1aaYmyHOTpIODfCZT3+Syx/zOHJyFKFOhgEOmNETFBQIQF4Ykirf/M5tPPnpT6c4Pg3NAdJ166BRp/QERMFLUEg0EK3CLYdOC2amYGqKZHiUW799C+dt2ICCYIDQJ4DTJ5yRdNxxIHUIwglmRpeqUhm4gwiogwb6okORQ62OR5AEvnnLPr/sR58AYrBqFdlAg9CoUaSKo2CGxQgYmCMOWTTyu++EWPLf/vAtvOzql1BPUrpqKCUV0YwgKeoQUEQ5pZlovO8DN/CqX7sGaik6th6rNUEzUKfPQAQJgEekaCNFSbzrbkhTbv7yl3nSZZfiFWJeEpKUZYQzksocdRDltIw+ZYnKIBFAqMDf+s4P8ZprroFGjebWTZQBoigmgAo97uBALMg0kHTatA4eIhHYdeedbNowhgGGs5QgCCcpp2aAAodmZtl63nmU0zPUN21HmoO0cRDAlKCKSiC6QyZQltjMNBw7Chb5wJ++hxf88i+iIHQ5fQI4fcIpiUcDB1RAOCWjT1muyguoZf6cF17Nx//m45Ao2dgavJERBUyVLiEAhrsjFlGLxOlJmDjK4OgIR/btI1ElDWCAO8uIsIxyZhVQAeNbtjN16DDN7duwRpPcFXEIBAIpJY7VAmAkeU41N41PHIb5Ka7/0A289PkvZIGwwMzoUlVwQDgl8WjggAoIZ2T0KVAZ5GXlP/WzP8fN//trkDWorVmFJQppQhkAoSc1oauUiFpE5+ao9u5jdOtm9t51J5mDeCRJAnlekmUpS4mwjHJ60QGBojSqoIyds4mi1aK2bhxtNMhdQQOJB3AlJoKroxhS5oSiRWf/PhDh05+4kf/wlKcALiywaCSqiAg4fcIDiEejR4XTM0AxwIHKIQj+Uz/7C3z27z4Bq8cZ2rCBdlWQ1DJKnKiAAG6kCMHAPaIWad91J2FoiIkj9zIQBDenpoIB7jyACMsoZ1ZGJw1COzp5ENaOb6I6OkVj61bKRgPTQCAAiqngKrgawSvIC+qxYm7PXrCKO+/+LpvG11PTVLiPssDpEx5A3Jwe4RSMLndBROgqgSLiv/j8K/nk39wIQ4Mkq1ZDrYaIYwIuhgkgLDAyFDodpJ2TT0yAOtMzU2QOdeUEAxQwTk958CJQAP/0ndv4sUsfDwPDZBvGiFkGkmKioIKzQAAxghlJYdh8i3LqOFSzTE0fJ5WEBJEEQVng9AkPIG5Oj3AKRo8JqGD0veEP3+3/9drXwuAowxvHaQlYEEyMPgMBxFCDmgqSF8SjU+THj/GZL36Op17+RNRBHURZxjg9ZTmjT1nC6ROoAAN+7ud/kb//1KfJNmzAmnWqJIMQQAIIfQ7iEAxCVVG15ogH7qI+Nsrk/iN0pSACqNMnPIC4O2fkgICZ4ap885Y7/AmXXArDa8hG15AODNBOIiaAGH1GjxghGnWB+YljcPgIl//4k/nCZz5NADQVVmKcnrKc0acs4YADAggUQCsvWTUyCoPD1MdW02lkkKYgKbiCAwbioA4milYd4vHdcHyCZz//Cm547/upE0hBwOhT7k/cnQej0+mQZBkdx4eGV0GoUduwkaQ2xHwnh2YKYqBGn9FnpNGQ+XmKvXsJg4PMHj5CI1UogRSMPuUk4/SU5Yw+ZQkHnD4FB0rgYzd9guc97wqydWspBuuQZRDq4AoGYqCumICjiBQ0fJ7WscNw5BjfufNOdmzeRgaiGH3K/Ym7cyYGOODgA+vHKeZa6PhGaA5gCGgAhB4BxEAMMMAZQCkOH6U8cJD/cePHec7/+9Mo/zKMlSn3cUCMLkNxIAKj4+fQbs3B+HqykVUUVQIkiIM6J5iwwEhCSZyfwXbvY3RsHYf33oPFkhSXEBJAuT9xd87EgMLdf/lFL+Ljf/VR2LAeHR7FJIAGEAFTegQQBzdQA4sknTbVnTsZXbeew4f2oUDCvwxjZcoi4yTFgAj8xV//LVc+/3nI1s1kg8NEq+EkrMwwrcjckekZOgcP8Lrfex3/5bd+kwSktIJUM+5P3J0zMeBbt9zqj3vMY2DVCLJxHNcENAABTFEHE0AAAWJFkgoxz/HJ43D0OJ/7whe5/ImPJxMQzhbjJKUrAhGorV4LaWBw81Y6McFJWJkh6khVUc5MwcQRyDvkRYtEQEEMUJYTd+dMDHxw9Trak5NwwQ7qY2N02h2QAFHBFXUwNRBADIqcer1ObM1THjpIo95k/tA+CodMQDhbjJOULgPaEf7Df/xZvvK5z5Kedx6kQ1SSsEhFWMYiaaJY1cHm56h27uIXfvkX+csP3wC4KIKynLg7K3EDd9AAv3r1b/h7//S9sG4d6doxyiwBV3CFqASjx8RwMRCDsqQGFDNT+N69vO+v/5pfevYzaQp0KidLBHVOEh4mRpcBitLj4ALfumMnlz3ykbB+PWFsI6Ypp6LOAgOpyKyivXc/TB+n9IIAOIiynLg7p1KWkTwvfWjVKnTVGNnYavJaDQ8KJOAKpoiDumHCAgOpSK0iiZHW/v1QVszMT1IHAn3qLCc8TIwuAxQFp0+gAtKkDqNrSDZspgopi0SEpdQVMJCK1CpsbpbiyGF+5QVX8J53vp1EEe5H3J2VFEVFliX+qEc9mtt27qa+eSt5VsNDAE1AFVwBBQdxFhhgKBXWmacpMH/XTi7/iZ/g5k99nEhfwhJOn/AwMboMUBScPoF2CTse8UgOHThEeu6FlEkKAjiICOpgYoACijooFcErJBa0J47A9AzemaFHEJYQd2cZBwQcuO2unX7xBRcia8YIY2upNIEkQzTBRUFYoOCAg2CAkXiFtWZIyoL83gm+dcu3OX/HVjIVEsAB5T5On/AwMboMUBScPgED3nH9+/iNa15Fbcf5lEmKoYgE1OkxMUABpUvdUCos5jA3S9xzgA9/5MP80i8/iwXCAqVP3B0wwOhxBVE64OM7LmJq/wGyLdvwepMyKLjSJRJw4SRXEAMqUq+otXPmJg5C2eH4xATD9TqBPgOUs8sAZYHTJxCB3YcPcd7mrSSbtiHNQSypI5qBOV0uBiiG0iOGUmFeEtodqjt3sf6cTRzcdzuzRSWDWUKgT9wdMKACFDzBBL6775A/6sKLYO0GasPDlJpgKItEAks5CmrgFZlV6Mw0nYP7eeKPP5HP/c9/oEmgy+hTzi4DlAVOjxkQYM4KRgaasHo92egYljVBamACGC5Gl4mCK64GVOCRpKyoDh6D4xMcaU8xVE+og7iBCIh7pM8wFEcx8PMuvoy9e/aRnXMONOpUBoaySEQ4SXEU1MArMqvQmWk6B/fypS/fzGWPvYQBSeky+pSzywBlgdMTYyQkgQqorVuNlU62YRMyMEJRKYEAGC6GCQsUXEEMpMK9QkunNtehffAA1/7ea3jDa15NNJcMQQTEPdLl7pgEImDgDanB2Dj19etJh4eZnW+xlIiwyEUBBTHwijSWxGNHsYO76bgTAAUUMPqUs8sAZYHTY26oKi2M7Y+8iCM791HbugMdWkWnElQCYJgYLixQxBTEAMO9gqpisHLm9uxmYM0gh/ftZgCELgdxN7oiYAgCvPSV1/oH3vM+hjdvpV3LKEUgKKemgIIYeEVSFVS7dlJrpExPHMYwaijKD44BygKnT+iZJ/KKV76SG975XpKNW2BoFE8bgGJiuBgICxRMCW6AEanAIrXKyCen4PB+PHZwQEBYIO4GCIVDYYao+qp1mykrGFw/TitJsDQBjFNTQEEMvCKUbeKeXTz9GU/npr/+KI6TISg/OAYoC5w+gQg48Ml//DzP+vc/TbZxCzY8CrU6boIJeDB6XMEhmNEVJYI5GiO057Fd9/CZf/xHnnr5E0hBWCDuBght+m755zv9Ry65lHTTZsLwKB03knqDyitOTQEFMaAgFDlx107+7APv4/nP/QUESADlB8cAZYHT4zgiQgXcfe8BHrFpB7WNW7ChUbxeJ7rgAgSjxxQcghldUQ3cIVaksaK843aee8UL+PP3XU9NEBaIuwFCAZQOP/P0Z/qXvnAzzXO3U9bqlFaRNhqUseL0FDCEilC2qXbu5I6dd7FtwwYURxGUHwJOn4ADAkybMZoNUhvfgo2OEGsp5gICqNFjCq4EM7qiGriDR5IqUt1+O6Mb1nNo704yRRQQd6erABy8nq6CpE5z21byNGBEQppQGWfmkXoQOocPwcQh5trzDGggr1rUkiY/bCrAgQg0slXUN23GhwfIg4ICAhjgLFDEQZ2eSKRHjHpldA4egOkpZtvz1BJIQcTd6SqA2+7a7Y995GNprN2AjY5QBpAAqBBdAOVUxEFiRSZG59A+lEhn4giBCiXhbDJOUlZmgAOVw+Rsh/HR9XDOOWRrVlEEINAXQVjgijonGBEHBKMWDY4epXP8KIcm7mVkqEkDRNydrgJ4zvNf5Df97d8zNL6Zop5RBgiJUJnhKKCcShCHvCCtKjoH9jG4bpTDO++mDigOOLhySsJZY0DpIELP69/8R1z3u28kWTtOWDVIoY4LPeKgDriylBFZVIsVYWaa+YP7+Z83f4kn/cjjqIOIu9PVMVi3abvPznbI1q7HBwYwFQgRc8dRQFmJOCQKludInlPt38NzXvyf+OA730ZXaqAKysPPOD0DHHDgyPQ0r7/uDfzpW99O2LiD+vAaqkzJMVChSxzUeQAjsqgWK8LMNPN7dvEH73kXv/GrLyEBEXena77EB2sNwqYtJIOrqJKAqYAYLgaugLIScUhxrCqpYgFTk7z85b/Gr77oCsBozcwxUMuIRUletCmKggP79zM4NESz0eDgwUMcO36MpdydPM9pzbfI85xokTzPac23yPOcsoxMT0/TarUwAYuRPM+Zb7XoFDnz820WuTsWjSpWWDQqN9qTx8EipAmMrqa2ehyyJlGgEgehz0HcUGdlYmSxot5pM7nrbn7iOT/Hxz78YRog4u50/e+vftOf9MQnoefuIB0eITcHFcDoU05FHII47k60EuZmYWYO5mYhTSGWUBmIgwYQgaqkJyRQFBCUE0Q4IRo9KvREA3fIUigN3CEohADu4MZJgRNUQAOEAIkiAwNoEghZimkgNIapCJiAC8uIg7qxIjESM9K5WeZ23cPmSx/Nd7/+NVIQcXe6XnDlVf6hD9yAXngRMjRMrIw+o09ZmdEjCuoQDYqcEFJi0YH5FlJv4FUHQoKmCSEkVFVJl5clmmWICEvFPAdRUGUpUUFEEBGSkKGqVG6YGSKCiGBCj5ugDu4OZogoSRIQEVCBEKg8UpnhJIgIXeo8JIlXhPlZWrt3EtauZvrgfhIQcXe61m8+148cPgrbtsLAIEigx40+ZWUGoiCACFiEKoJXSBJIEdyd6E6XqCAEqrKgOTBIq9UihMBK3B0zQ0RQVbrMDHcnhECWZZgZeadNWqtRmeFm4A6unOBQr9WwGKlixGJEkkBaq2ECVZ4TNKVL6FPnQQteETod5vbvIYwMMnlwLxkg7o6Bh4FhaA6h4+NYkgKBHjf6lNNJkhpVlQMGYiQK7pFg4O6IK+5OIIArooKIEKtIkqbEqmKRu7NIRBAVFokIIkpRFARVRAU3x92JOCKCiLCUOj3CSRIUEcUFYoy4O+6OOg8gzgOICl3qoG5YUTJ/dAJNhdkje0gAie7k4M2sjoxtQNauxUIGBMDAjT7ldLKkRjE3Q9qoURZtyNuAgRk4iLNAUVNElGgRFSHGSJKkuBtLxbIEERABERaJCF3ujoigInSZO10qgohSlQUnOMuIg6qCCl3ujruzyIUTxHkAdwd3cAOnzxWOHYVmxuzsYTIQ6bhzxz07/ZLzLiDdvBVbs4aoGbgCBm4I4Cino6rUNCHmHYqD+6E1C27gxjKiIAJ5DiIQK0hTEOEEd04QARFOEAUR6HRAFYKyjAQQgbKgx+lzTnJAFVRYRpWTlGWEPhF6JNAjQo8LBMgadaaO7CEBkY47H/nYx/zK5z6PML4ZX7MGSzMwATcEo8tRTivPkSTgR4+xds1a/vL9f0ZqFSoOYoDhAqoBEWFoaIgus0gICUkSWCrLMkQEEUFEWSQiiAhZlhFUERW6kiSlK4ggIixSZxl1ejQoIpygCgoYfcbpGScZEIEEqBxSgQAibXd+87/8Z3/3m9/B4KbNtAcHiWkGJogbitFlKKfjHtGqwnbt4aee+Sxu/PD1BAelz4QfSs4DGaCcntDn9BkniAICyKw7z3jmM/3//MMXGdq0jdbAADEJ4Io4qBuIYSinJIZ7JBQl8e6d/H8vvJIPXv9WgtMlCPcxflCMM3OWUpYSllP6jJUpIDPubH3ERT65+zBDm7bQGhggJgFcEQd1AzEM5ZTEwCK02vg99/Dr176WP7zudxCQSJ8CgvGDopyZ8dAppyYdd1ZvPddbRyYZ2LqNTr1BDAoExA3EUAdDORXF8Fjh7Xn87rt53X//A1537TUISKRPAcF4aJQ+48FwThKWUx4c46FRTk1a7t4cWQ3ZAI2162nXE5AEHHAWGF2iQo8r96cYXpZQtLF7dnLdW97Mtb9xNQHEAAcEUIyTlH9pxqkpZ5+03b0xPAb1BrX1G8jTAAgQwFlgdIkKPa7cn2J4WaJ5m2r3PVz35jdx7TWvIIAYfUqXcZLykDgrE5YxVqacfdJ298bwGNQHqK1fR54GQIAAzgKjS1ToceX+FEOKEik7lLvu5ro3v4lrr3kFAcToU7qMk5SHxFmZsIyxMuXsk5a5N0fGoDFIY8M4nURxNyCAs8DoEhV6XLk/dZCyJBQd8l13c91b3si117yCAGL0KV3GScpD4qxMWMZYmXL2Scvcm81RGFlFc8M4nUQxNzABZ4HRI0Kf0iUiLFIHKUtC0SHffQ/Pe+EL+PM/fRcBxOhTvk/OyoRljJUpZ5+0zL05OAaDgwysH6eTKNENXOkzekToU7pEhEXqoFUFRZty1z0842d/hk9+7H8QQIw+5fvkrExYxliZcvZJ7u61VeMQatQ3rKeTKLiBJPQZPSL0KV0iwiJ1UIuEIqdz9x1cfNlj+aev3EwAMfqU75OzMmEZY2XK2Scdd2+MjeOWUF+/jk6aAgKq9Bk9IvQpXSLCInUIboQip33HHWw8dwt777qVAMK/FGdlwjLGypSzT9ruvn77ucwcnqC5+VzatRoeUiAABhgI4MpSIsIidcAjDYe5u+8iSZTpiYM0UkUEwQwkgPAgGH3KMs7KhGWMlSlnn8y58ejHP9Z3fecumpu206k3sSRDXOlyMRADV5YSEZZyq2g4tPfth7yFzx+jxysBARFAOTOjT1nGWZmwjLEy5eyTjjsvvOol/lc3fITm5u106k0syRBXulwMBHCWERGW8hjJHOLEEeLxCVqtKWpBUKLgDqKAcmbGilxZkbCMsTLl7BNz5x03vN+vuerXaG7eTt4YIIYUcaXLxUAAZxkRYSmPkeBOMj1NfmAfd+y6ky0bx6iHVGLeItTqgHJmxopcWZGwjLEy5eyT0p1v3XG7P+GiR5Js3YGuWkspCepKl4nhAuKgzopMwN0I7vjR49iBXdz42c/w0097Cm4dSTWjTzkzo09ZxlmZsIyxMuXsk8qdQ1PHffP4ObBqHenacaqQoq50mRhd6pySCThO4g6T01T7d/Os5z2Hj/75B4jWloyAagIoZ2b0Kcs4KxOWMVamnH1SuQHi9bXrqCpHztmG1BqICV0m9Kgbp2IC7pCokMzM0Tm4j6QpzE4cQSkkIAQCoJyZ0acs46xMWMZYmXL2ibtj4KNbtjF7bBI2byMZGMJNACUqPeKGOisyAXdQFbI8p3PvfpifYb49Sw0IIDxoRp+yjLMyYRljZcrZJ+6OAa9/6x/57137WtILzoesAZ5QieJB6RJ3FGMlhuIGBAheEacmYdduvvjlr/Jjl15CmiII/+aIu2PAnQfu9Uds245s3EhteJSoNUpVUKVL3FGMFbkSERADjdBqw95DPObRj+ZbX/4sXiGS8G+OuDsGzIMPN4YgrTG8dTttTSmDAkqX4CjGilwBJeKIRlKrKPYdgnaLcu4oidAl/Bsj7o4BLfCLL308e757F4Obt5LXG5SagChdgqMYK3IFFHMHqUiJFEeOwtQkN970cX7maT9OAOHfGHF3DJh35+vf/Gd/2pOeTHPjOcTmIEVIAcUFAg5irMgVE0UdkIrgFVJV5Lt30hwaYurgXrwqSYMKC0QEUP61E3enqwA6jo9kAzCyimzdODHJQAImoOIgxopcMVHUQahQKsqqwCePw7EJvvGtb3HpRReCR3F3RASRwL924u505RFiwB//pH/PbV/9OmHzuaSNQcokJQoEiSDGilwxUdRBMKACqahmJ+HQYUbXrObYnj0oToylhJByasK/FuLudOWdSK0e+P937vfHPerR0BhhYO16OrWEGAJCxVIqwgmumCjqIBhQEYl4Pg+z83D4Xj5/8xd56o88kaIoJMsywFmZ8MPJ6DIUB4STlJWJu7NUC/ycHRcxtX+CNdu2MV8LlEnA3OlTVqIEugSjq/IKokHRgekphlQ5fnAPGARxcXG6lEXCcsIPD8MpERIigQL8J3/yP3LvgYP8/M89i598+tO46ILzGRsbQ1WFBe6OuDuLYgVFAu+/4cP+il/5VWrr1sKaEcokYCiggNIlIiylBLoEo6tyoycadFrI5FGu+Pln877r34WCsEAxThKWE354GE5JZY5onbe998/81a/+bZidBhxwQhJIg3DrrbeydctW0aCIu7OonZc0aikGPjgyTrs1R/PC82hVJVprYKKA0iUiLKUiLDJ3utydrqQsqI4egYkjfGffbradM04DRB0Qo084PeHhZJyeYpTR+adv3+5P+NHLIQsMjo1hnXlax45CWXHTTR/nGc94BkmSyALE3emqcDAnUcUr/A/e+W5e+9rXEtaNIY0GXmsQRQGlS0RYSkVYZO50uTtdaTS0M0e+bw+MDDJ7+F5qQAChx1CE0xMeTsbplWXB3Tv3+sUXXwJRGDp3C2BUnXnaBw/yn178Yt7/3uvpyvNcsixD3I2uiBEIYIBCDj64cSPV0UmGt5/HfJoRk4xFIsJSSmApcwcxutQNKXNiax7fvYfhrVs5tPtOBGiAdDod6vU6fUafsJzwcDBOck4KQCeWqAYyUb7yjX/2H33CExHYayYAAAshSURBVCCt0RzfSKaBsugwP7Gf8e3b2Pfd7xI4QVgg7kaX4SgLTEFglug3f/kr/MyPP5V03Ti+aowqpKBCl4iwlBJYytzpEUPdcKvIBDpHj8PBA4xccC4H7ridBlBVUbIk0Gf0CcsJDwejzwHjJMfpShB/3198hJe+9BVorcnA2BpCkmDtNjN79zA0vprDB/ZRA5Qe4T7ibnRFIoKiDriCQgm+esM4c3PzyKateFYHVbpEAl2O0hUQljJ3esQAQ8xJgyCxIp+ZwQ8cpLl6DROH9pAJKIhigNLnLOcsp3xvjPszIALOIiWvcmpJzV/16lfxrj95L9RHGF27gVanIAmB1s6d0KwxM3mEugppoEtYQtyNrogjGOpKnxLBJ+fmWTuyCjZuQkZXgQquASTQp3QFhKXMnR4xVIToDh5RiyRVJM7MEieOMbBqFYf37aSRgoKwjHOSs5zyvTG6DFAEw3HAAKfPUAqrfPuO8zl+YB+sXsPQmo3gCXm7Q3H4CATntttu58LNa1AWOIKwjLg7fc5SsTJCEljg17zmd/jjP3oHsnED2epRCgRHwBVc6RIRTseJIIYYpGZIuyCfnoX5NqqBO779Dc7bvp77CAvKGElDwDCUh0rpcfrEWGSAAwZUVlLTGgoUbiSi/vV//jaXP+VpxOkZWD9GOrqKRm0A61TM7dwFAwN862vf4DHnbSCWEAKC8gDi7vQ5ywldZRmpEF+7ZRvz09NwzkaoZVBrgCs4iCuocCouLIh0iUFiRg2lkWZ0puaZ3b8fyg5X/frLefMfvIE0BQFJBMwMxAgIXSLCg6P0OH1inKQYUHgEURyngdIx/PJ/9+/45le/CvUBWDWKDg4QkgRr5cR7j0C7zdfvuINLz9+MA1YgacaKxN1ZiZkhIliESsQ7AUbXrYeZFsmWLVTNJoSAmKIOSMCEB3DhPg4OuJEgpAZSGR4rgsHc8cPQaUOW8qUvfI4nXfIIispJVCRRTsM4LVd6nD4BdzABFagAAX/t66/jLa//fUhrMDKMjgyjWY1mWiOfnyXfvRcadW659Va2blxL5uARyQQ0YUXi7pyOG5QCleC379rN4y54JDSbJJs2I2kKrpgoSMCEB3Chz50eN1JRgihSRTxWBFXmW3NQFXDgAKQp6zdv4lOf+DiPuWAHC8T53ij3cUAABxNoV0aaqP/W77yOt7/9j0EUshrJ4BCN0VEsDXQ6HbyVY7vugTTj9j27OXd8DcoCRxLhtMTdeTAMmHf3D/3VR3n5lS+GpMbQ5s0UqhQSQDPQwEnGUi70iIM6CEaXOj0mhkfD8g4+OwNHJ2BwgIFGnd/+rVfzyle8gnqA0pFEwAEHzDlBhRMCfUWELEARIQtQOP7Vr3+TX3npS7j7O7eBOdQaDG3aRBkUb2RkaUY526IzPQtHDsJAg7npYwQgAAoigDognJK4Ow9GBCoggl99zSv54LveS7puHTIySBgYplMJLoqI0Gcs5UKPOH1idKnTYwLqIG5IrKjmZ/FOGyaPQQhQVAyNrObKK6/kRS96IRdeeC5dDrhBFlgkgHdKJ0kFN7hn1z5uvPFG3vSWNzN77xFo1KHThtERwuAgA0MjIAHShNwr8tlZmJ6HyUnWbD2HvffcQQIooCAsUBY4IJySuDun54DQlZsjZu4SeO4VV3DTX34ExtaSrBuHrElFoEtEAGMpF05LHBBDHcSNoJFYFIREiK0WyXxBZ3IK2h16GnVIM2q1GlmWMTDQZKmJI8fIsoz25HEwA1F6BgegVkPqgcGRYeZaHerNBkVVoeLYXIs4NQNTx3nqT/00//D3NwFOcBBHUOHBEnfn9Jyuwp1MFBwQvAB+6cpf4W8/9BcwuppkzXpCbQDDMQFUwJWIIyK4cFri9ImhbsRYkmYJZVWS4jSiYK2coigQVYqiwCuDsoJYQKfDCQJkDcgywkCTrrTWoN5skhdtUIGghADRnZAosSxpH5+EqWmoKj70wQ/y3Of8PMSSLEnBotClQp9igHJq4u58j7xw+O9vfBO/+/u/D9GpjW+kPjJMhVBqQnTBUFwAAVTAlUXiLGH0iNFnLFIHjY7Q5+Z0uQt9hoggKnQ5J5kL6uAeEQcnkoiiGOIGYniR0zp6DCYnGds4zndvu5WRkWESThC8ZJGjiAQciEAVI7hST4QuA/I8Iu7O98INRHEW3PR3n+SZz342iFBbv5GoSnN0jNKFCqF0gxBAFVAWibOE4cICo0sw+pQuN2EpcU5wYTnhJIeAoOKoRdSN4IZVEY2RMp8n37sXRLj6ZS/jHe98G8oJ4u6A0SOGIBgKKF0OOFACsYIgkAZIAHF3vlcW6Qv4welpNm8/F9oFOjhEY3AUz1KsVqNUxULAUU7PWCQs5yYsJU6PC33CAmU5A4cEIcXRGIllAbGkyjtUh++FfJ6hzZu55RvfYHztGIET/m9t8PNi11kGAPh5v3PuvTN3Mk1MJmm6Kq4KIqgo0iKIuBNTq2txU3Eh6kJtRdA2/4BgbagLEVxFuqikK0FRCWkxexE3FrIQW0lJatNk5v4453udM5dJMqSJhaTPEwaRVqpBCFXohEG1Uqz8/R9vuPDaBWfPnhWZ6X5tL5aWjYzSeuqprzn/+z8wmSqbD1k/csTo0CE7XaePIoMapEEh7Kr2ZJL2RITbZQ23a4RBDXtSorgpiaxK0krRd3Ix18129PMZV6+wMfXSmZ/75je+rqDWNCkRfbol0r5ECD0u/estr1+86JXfver1i391/d13mM2oyXjMciky0/2qKKjkEn/75xs+/4Uvmr11mbUNo8NHTLeOur4zt/7QYV2kXtVHUTPRu0MtDioGEWFQ0p4sITNFhEETRSMsZnPTtbHFjR2TEt67eoXlnGvv0jae/tbTXnzhZ7plZ3PcSgThLrokg8BDx06YX/0vZcSopW04ephw02hjKjLTg7QklxjhF7/8tdM/ed729owI460to+maPop+1KilUZuQYVc6IBsHFbdrhEENiioiqSlqKjWpqdvZ0W9vc+0G3YISvvTVrzj38m8ksk+jJhTCPSQ6VAQOHztpcX3H9OFHrG9M7XQL/aRVgxJhX2Sm+1GtFKlaSWHZZa61oa+88OKvPPOjH7NcEjTHTxhvThlPlLWxvgmzbkHYVezJxkHFATXtK6q2dLJb6hdLlr369hW2Z5RicvSYZ3/wfc/+8HvWWmqldr1x20RJRJUlDEK4XVrpkhoENrdO6uadQ8cfsb6xYbZcqFINIsIgIkRmuh/VSuoNStpVdF01ahtCLpZ0HX/80599+7vf8Z/Lb7OcMxmzPmEyNto6qhoUg0bjoGJf1qSmzDQoqsU7bzKfMZszXzBe9+nHn/DSmTM+9thjJiMCrT0RVubzuclkonp/iYqa1CCwefyE7saCpqUd0zZWCpnUJFNkpgchs7dSRIRBdUumtCuDit++/Iqfnn7evy9dolsyndItaVumU5oxivdTknp9m25JTVrM3jM+ueVzjz/h9HPP+eynPmMQKAjCruKWcKd0p4o+kwgNPvLwSTuzmQyyBNGQLVpK2BeZ6cGoVopBdU9ZMOt7o6bx5uXL/nLhNedePef8+fN2tncsrl1HcTebW8d99NFHnTp1ypNPftknPvlxIfXZGcdISoNC2BXCvvDBpFvSSrGyyN4gI1AMKsItkZk+DNW9FXRSK7K3Eggri949jRsCFcVKVylFzBdza6Ox22WEfcUHU91SrPTSoPZuyhIGiQh7ShKZ6cNQ/X/FyqJbGrcjg64SIe0q6a6Wy2rclhDUnjKyksh0hwjCfctMmUkW+yLcFOGm/wHikJ1MDo0BPgAAAABJRU5ErkJggg==\",\"boxArea\":\"277.30\"},{\"id\":\"2e949f96-ce04-45e2-8e8a-7c250c8e3d95\",\"width\":28.98,\"perimeter\":191.16,\"height\":36.41,\"area\":266.31,\"image\":\"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\",\"boxArea\":\"4124.53\"}]","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":"63.32","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":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","no_of_letters":"4","perimeter_of_sign":"73.98","nested_area":"40.62","occupied_area":"9.78","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"63.32"}},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"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":"63.32","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":"4","perimeter_of_sign":"73.98","nested_area":"40.62","occupied_area":"9.78","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"63.32","material":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Looking up SignType {"data":{"sign_type":"Flat Cut Acrylic Letters"},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":10,"formulas_count":27},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Retrieved Variables List {"data":{"sign_type_id":10,"variables_count":10},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Final Variables Merged {"data":{"variables_count":170},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Merged material items {"data":{"formulas_count":27,"items_count_after_merge":27},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Merged variable items {"data":{"variables_count":10,"items_count_after_merge":37},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Initializing MathExecutor {"data":{"variables_count":170},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: MathExecutor variables set {"data":{"variables_count":170},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: NEAREST_INCH called {"data":{"input_value":"0.5","sign_type":"Flat Cut Acrylic Letters"},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: NEAREST_INCH result {"data":{"input_value":"0.5","closest_inch":0.472},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Formula executed successfully {"data":{"name":"Sign Depth/Thickness","expression":"NEAREST_INCH(sign_depth_or_thickness, sign_type)","result":0.472},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"12.96828"},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"217.6078392"},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0032408001648},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * material500611","result":3.2408001648},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00025739493},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * material500214","result":0.25739493},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.00245515164},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * material501055","result":2.45515164},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"0.00504593232"},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"5.04593232"},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"0.00244895112"},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2.44895112"},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"0.0032790384"},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"3.2790384"},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"0.00026163456"},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"0.26163456"},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":3.3977806269600004},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable56 * nested_area","result":30.464999999999996},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"30.8712"},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":"30.8712","result":0},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"0.35407678598063"},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":"0.35407678598063","result":0},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, weight_material501803 / 144 * (  ( width_of_line_1 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_2 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_3 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_4 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable58 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] 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":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Total Cost formula detected {"data":{"item_id":63},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Formula calculations completed {"data":{"total_items":37,"successful_calculations":36,"errors_count":0},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":269.93152296176,"totalDenseWeight_before_formula":44.21054568911543},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable57","computed_totalCost":296.92467525793603},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Total Dense Weight formula executed {"data":{"formula":"totalDenseWeight * 1.1","computed_totalDenseWeight":48.63160025802697},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Total Cost result added to calculationsResults {"data":{"variable_id":63,"result":296.92467525793603,"dense_weight_expression":48.63160025802697},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Flat Cut Acrylic Letters","objects_count":4,"totalDenseWeight":0},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":4,"sign_depth":"0.5"},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":21.74,"height":18.03,"depth":"0.5"},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":15.38,"height":18.03,"depth":"0.5"},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":28.98,"height":36.41,"depth":"0.5"},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:50] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":65.74,"height":62.74,"depth":"0.5"},"timestamp":"2026-01-28 04:14:50"} 
[2026-01-28 04:14:51] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1769573690_8427b87bccb390c3e127f3c338ef6460","bins_packed":[{"bin_data":{"w":66.04,"h":63.04,"d":1.6,"id":"unique","used_space":71.2132,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":63.04,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/11a8bb51032df5cbd26f5e1c811e7474/1769573690-6902-8137266.svg","items":[{"id":"item-4","w":66.04,"h":63.04,"d":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/11a8bb51032df5cbd26f5e1c811e7474/1769573690-6899-4357042.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":29.28,"h":36.71,"d":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/11a8bb51032df5cbd26f5e1c811e7474/1769573690-6901-5078532.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":22.04,"h":18.33,"d":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/11a8bb51032df5cbd26f5e1c811e7474/1769573690-6901-9005364.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":15.68,"h":18.33,"d":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/11a8bb51032df5cbd26f5e1c811e7474/1769573690-6902-6560473.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-01-28 04:14:51"} 
[2026-01-28 04:14:51] local.INFO: Box added from packed bin {"data":{"length":1.6,"width":66.04,"height":63.04,"denseWeight":0},"timestamp":"2026-01-28 04:14:51"} 
[2026-01-28 04:14:51] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"quantity":1,"denseWeight":1}],"cheapestShippingCost":600.7985249999999,"rawShippingRates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":84,"rate":665.335,"tariffAndDS":749.335,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":1194.0485084999998,"totalShipmentCostFormula":"((tariffAndDS (749.335) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 1194.05","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":84,"rate":377.4,"tariffAndDS":461.4,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":760.6775399999999,"totalShipmentCostFormula":"((tariffAndDS (461.4) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 760.68","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"fedex","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":52.5,"rate":494.72499999999997,"tariffAndDS":547.2249999999999,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":841.0848249999998,"totalShipmentCostFormula":"(( tariffAndDS (547.225) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 841.084825","warnings":["FedEx Not Available (Width exceeds 150 cm)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":0,"rate":"380.78","tariffAndDS":380.78,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":600.7985249999999,"totalShipmentCostFormula":"(((tariffAndDS (380.78) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 600.798525","warnings":["UPS Not Available (Height exceeds 148 cm)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"dhl_usa","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":84,"rate":"488.93","tariffAndDS":572.9300000000001,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":616.9300000000001,"totalShipmentCostFormula":"(((tariffAndDS (572.93) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 616.93","warnings":["DHL USA Not Available (Width exceeds 97 cm)","DHL USA Not Available (Height exceeds 97 cm)"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":0,"rate":975,"tariffAndDS":975,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":975,"totalShipmentCostFormula":"((tariffAndDS (975) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 975"}]}},"timestamp":"2026-01-28 04:14:51"} 
[2026-01-28 04:14:51] local.INFO: Product cost factor determined {"data":{"sign_type":"Flat Cut Acrylic Letters","productCostFactor":1.25},"timestamp":"2026-01-28 04:14:51"} 
[2026-01-28 04:14:52] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"63.32","sign_depth":"1","sign_type":"Flat Cut Acrylic Letters","processed_sign_type":"Flat Cut Acrylic Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-flat-cutt-acrylic-letters.png","mounting_type":"Flush/Stud 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deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":15.68,"h":18.33,"d":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/11a8bb51032df5cbd26f5e1c811e7474/1769573690-6902-6560473.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":84,"rate":665.335,"tariffAndDS":749.335,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":1194.0485084999998,"totalShipmentCostFormula":"((tariffAndDS (749.335) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 1194.05","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":84,"rate":377.4,"tariffAndDS":461.4,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":760.6775399999999,"totalShipmentCostFormula":"((tariffAndDS (461.4) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 760.68","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"fedex","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":52.5,"rate":494.72499999999997,"tariffAndDS":547.2249999999999,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":841.0848249999998,"totalShipmentCostFormula":"(( tariffAndDS (547.225) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 841.084825","warnings":["FedEx Not Available (Width exceeds 150 cm)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":0,"rate":"380.78","tariffAndDS":380.78,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":600.7985249999999,"totalShipmentCostFormula":"(((tariffAndDS (380.78) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 600.798525","warnings":["UPS Not Available (Height exceeds 148 cm)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"dhl_usa","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":84,"rate":"488.93","tariffAndDS":572.9300000000001,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":616.9300000000001,"totalShipmentCostFormula":"(((tariffAndDS (572.93) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 616.93","warnings":["DHL USA Not Available (Width exceeds 97 cm)","DHL USA Not Available (Height exceeds 97 cm)"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":0,"rate":975,"tariffAndDS":975,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":975,"totalShipmentCostFormula":"((tariffAndDS (975) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 975"}]},"cheapest_shipping_cost_usd":610.0,"totalCost":980.0,"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 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(2\")","description":null,"sequence_no":36},{"variable_id":63,"dense_weight_expression":48.63160025802697,"result":296.92467525793603,"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":"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":"63.32","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":"4","perimeter_of_sign":"73.98","nested_area":"40.62","occupied_area":"9.78","avg_char_height":"Greater than 24 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[2026-01-28 04:14:52] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-01-28 04:14:52"} 
[2026-01-28 04:14:53] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-01-28 04:14:53"} 
[2026-01-28 04:14:53] local.INFO: Incoming Request {"data":{"sign_type_name":"Flat Cut Acrylic Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]},"timestamp":"2026-01-28 04:14:53"} 
[2026-01-28 04:14:53] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-01-28 04:14:53"} 
[2026-01-28 04:14:53] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Flat Cut Acrylic Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]}},"timestamp":"2026-01-28 04:14:53"} 
[2026-01-28 04:14:53] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Flat Cut Acrylic Letters"},"timestamp":"2026-01-28 04:14:53"} 
[2026-01-28 04:14:53] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":10},"timestamp":"2026-01-28 04:14:53"} 
[2026-01-28 04:14:53] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":10},"timestamp":"2026-01-28 04:14:53"} 
[2026-01-28 04:14:53] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-01-28 04:14:53"} 
[2026-01-28 04:14:53] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":10},"timestamp":"2026-01-28 04:14:53"} 
[2026-01-28 04:14:53] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Flat Cut Acrylic Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","shipping_weight":52.5,"shape":"rectangular","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]}},"timestamp":"2026-01-28 04:14:53"} 
[2026-01-28 04:14:53] local.INFO: Validation Passed {"data":[],"timestamp":"2026-01-28 04:14:53"} 
[2026-01-28 04:14:53] local.INFO: Input Parameters {"data":{"dimensions_count":4,"shape":"rectangular"},"timestamp":"2026-01-28 04:14:53"} 
[2026-01-28 04:14:53] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face-Lit 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)","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":"2026-01-28 04:14:53"} 
[2026-01-28 04:14:53] local.INFO: Sign Type Lookup {"data":{"sign_type":"Flat Cut Acrylic Letters","found":true,"sign_type_id":10},"timestamp":"2026-01-28 04:14:53"} 
[2026-01-28 04:14:53] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":10,"has_module":true},"timestamp":"2026-01-28 04:14:53"} 
[2026-01-28 04:14:54] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-01-28 04:14:54"} 
[2026-01-28 04:14:54] local.INFO: Flat Cut Acrylic Letters Detected {"data":[],"timestamp":"2026-01-28 04:14:54"} 
[2026-01-28 04:14:54] local.INFO: Resolved Depth Range {"data":{"input_depth":1,"matched_depth":1},"timestamp":"2026-01-28 04:14:54"} 
[2026-01-28 04:14:54] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":5.0},"timestamp":"2026-01-28 04:14:54"} 
[2026-01-28 04:14:54] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-01-28 04:14:54"} 
[2026-01-28 04:14:54] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":676.05,"dimensions_count":4},"timestamp":"2026-01-28 04:14:54"} 
[2026-01-28 04:18:00] 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 Letters (Metallic Trim)","mounting_type":"Flush/Stud mounted","quotationId":"519","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"4b096bac-8543-4fce-a7ef-cd31fc705f6a\",\"width\":21.74,\"perimeter\":96.16,\"height\":18.03,\"area\":106.38,\"image\":\"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\",\"boxArea\":\"391.97\"},{\"id\":\"d63c64c0-1516-4ddd-8ee9-ff29247b707f\",\"width\":15.38,\"perimeter\":78.78,\"height\":18.03,\"area\":149.69,\"image\":\"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\",\"boxArea\":\"277.30\"},{\"id\":\"2e949f96-ce04-45e2-8e8a-7c250c8e3d95\",\"width\":28.98,\"perimeter\":191.16,\"height\":36.41,\"area\":266.31,\"image\":\"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\",\"boxArea\":\"4124.53\"}]","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":"63.32","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":"4","perimeter_of_sign":"73.98","nested_area":"40.62","occupied_area":"9.78","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"63.32"}},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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 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":"63.32","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":"4","perimeter_of_sign":"73.98","nested_area":"40.62","occupied_area":"9.78","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"63.32","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Looking up SignType {"data":{"sign_type":"Premium Face-Lit Letters (Metallic Trim)"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":3,"formulas_count":39},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Retrieved Variables List {"data":{"sign_type_id":3,"variables_count":12},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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,"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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Final Variables Merged {"data":{"variables_count":192},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Merged material items {"data":{"formulas_count":39,"items_count_after_merge":39},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":51},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Initializing MathExecutor {"data":{"variables_count":192},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: MathExecutor variables set {"data":{"variables_count":192},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(avg_char_height == avg_char_height_greater_than_24_inches, occupied_area * weight_material501803 , 0 )","itemDenseWeight":"6.15162"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"179.4802824"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"0"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"0"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":6.991110000000001},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":49.22407260000001},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":3.1956277500000003},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"nested_area * material500730 * variable7","result":135.44007839999998},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":7.250039999999999},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":8.81823105},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","dense_weight_expression":"occupied_area * weight_material501913","itemDenseWeight":5.40834},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 5mm White 4 ft x 8 ft Pakistan","expression":"nested_area * material501913 * variable7","result":70.6788},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, occupied_area * 10 * weight_material502468 )","itemDenseWeight":"0.7824"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"155.20902"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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 + weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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 + material502204, 0 ), 0 )","result":"0"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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 + weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"0.54"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2.786"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":0.009369491274},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":9.369491274},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":0.0007441555875000001},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":0.7441555875},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":0.007098099450000001},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":7.09809945},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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 ) + (  (  ( 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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) + (((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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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 ) + (  (  ( 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2) + (((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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  (  ( 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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 ) + (  (  ( 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (( occupied_area * 2) + (((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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0145883166"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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) + (((if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3) / 12) * perimeter_of_sign) * 2)) * 22 * 0.41 * material502098 )","result":"14.5883166"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.0070801731"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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) + (((if( sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3) / 12) * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"7.0801731"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350)","itemDenseWeight":"0.009480042"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"9.480042"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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 ) + (  (  ( if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3 ) / 12 ) * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.0007564128"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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) + (((if(sign_depth_or_thickness >= 2.5, sign_depth_or_thickness, 3) / 12) * perimeter_of_sign ) * 2 )) * 22 * 0.08 * material501680)","result":"0.7564128"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":9.8233381623},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Dense weight computed {"data":{"name":"Vinyl 3630-26 3M Pakistan","dense_weight_expression":"weight_material502428 * occupied_area","itemDenseWeight":0.20538},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Formula executed successfully {"data":{"name":"Vinyl 3630-26 3M Pakistan","expression":"nested_area * material502428","result":71.81209799999999},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable32 * nested_area","result":30.464999999999996},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"30.8712"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":"30.8712","result":0},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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 , 0 )","itemDenseWeight":"10.622303579419"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":"10.622303579419","result":0},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Total Cost formula detected {"data":{"item_id":9},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Formula calculations completed {"data":{"total_items":51,"successful_calculations":50,"errors_count":0},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":814.4936114238,"totalDenseWeight_before_formula":73.54513802023051},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable6","computed_totalCost":895.9429725661801},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Total Dense Weight formula executed {"data":{"formula":"totalDenseWeight * 1.1","computed_totalDenseWeight":80.89965182225357},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Total Cost result added to calculationsResults {"data":{"variable_id":9,"result":895.9429725661801,"dense_weight_expression":80.89965182225357},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Premium Face-Lit Letters (Metallic Trim)","objects_count":4,"totalDenseWeight":0},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":4,"sign_depth":"3"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":21.74,"height":18.03,"depth":"3"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":15.38,"height":18.03,"depth":"3"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":28.98,"height":36.41,"depth":"3"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":65.74,"height":62.74,"depth":"3"},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1769573880_273bea3cf8815ed593fe308c6d638fba","bins_packed":[{"bin_data":{"w":66.04,"h":63.04,"d":6.6,"id":"unique","used_space":71.2132,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":63.04,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d28b93e1b980ae663e2e4e8913d8baab/1769573880-1154-2212228.svg","items":[{"id":"item-4","w":66.04,"h":63.04,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d28b93e1b980ae663e2e4e8913d8baab/1769573880-1151-8466249.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":29.28,"h":36.71,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d28b93e1b980ae663e2e4e8913d8baab/1769573880-1152-5115555.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":22.04,"h":18.33,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d28b93e1b980ae663e2e4e8913d8baab/1769573880-1153-3287403.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":15.68,"h":18.33,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d28b93e1b980ae663e2e4e8913d8baab/1769573880-1154-3716218.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:00] local.INFO: Box added from packed bin {"data":{"length":6.6,"width":66.04,"height":63.04,"denseWeight":0},"timestamp":"2026-01-28 04:18:00"} 
[2026-01-28 04:18:01] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":8.6,"width":68.04,"height":65.28999999999999},"quantity":1,"denseWeight":1}],"cheapestShippingCost":1490.1499999999999,"rawShippingRates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":8.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":125.5,"higherWeight":125.5,"quantity":1}],"totalHigherWeight":125.5,"DS":200.8,"rate":1609.2250000000001,"tariffAndDS":1810.025,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":2915.4163274999996,"totalShipmentCostFormula":"((tariffAndDS (1810.025) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 2915.42","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":8.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":125.5,"higherWeight":125.5,"quantity":1}],"totalHigherWeight":125.5,"DS":200.8,"rate":903,"tariffAndDS":1103.8,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":1852.4770799999997,"totalShipmentCostFormula":"((tariffAndDS (1103.8) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 1852.48","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","boxWeights":[{"size":{"length":8.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":125.5,"higherWeight":125.5,"quantity":1}],"totalHigherWeight":125.5,"DS":125.5,"rate":1209.3949999999998,"tariffAndDS":1334.8949999999998,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2051.7336149999996,"totalShipmentCostFormula":"(( tariffAndDS (1334.895) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 2051.733615","warnings":["FedEx Not Available (Width exceeds 150 cm)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","error":"No rate available for weight greater than 71"},{"career":"dhl_usa","boxWeights":[{"size":{"length":8.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":125.5,"higherWeight":125.5,"quantity":1}],"totalHigherWeight":125.5,"DS":200.8,"rate":"1162.35","tariffAndDS":1363.1499999999999,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":1490.1499999999999,"totalShipmentCostFormula":"(((tariffAndDS (1363.15) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 1490.15","warnings":["DHL USA Not Available (Width exceeds 97 cm)","DHL USA Not Available (Height exceeds 97 cm)","Extra Charges: Weight too high for Single Box"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":8.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":125.5,"higherWeight":125.5,"quantity":1}],"totalHigherWeight":125.5,"DS":0,"rate":1516.75,"tariffAndDS":1516.75,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1516.75,"totalShipmentCostFormula":"((tariffAndDS (1516.75) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 1516.75"}]}},"timestamp":"2026-01-28 04:18:01"} 
[2026-01-28 04:18:01] local.INFO: Product cost factor determined {"data":{"sign_type":"Premium Face-Lit Letters (Metallic Trim)","productCostFactor":1.66},"timestamp":"2026-01-28 04:18:01"} 
[2026-01-28 04:18:01] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"63.32","sign_depth":"3","sign_type":"Premium Face-Lit Letters (Metallic Trim)","processed_sign_type":"Premium Face-Lit 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":900.0,"total_production_cost":1490.0,"totalDenseWeight":0,"totalVolumetricWeight":125.5,"bin_packing_result":{"response":{"id":"1769573880_273bea3cf8815ed593fe308c6d638fba","bins_packed":[{"bin_data":{"w":66.04,"h":63.04,"d":6.6,"id":"unique","used_space":71.2132,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":63.04,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d28b93e1b980ae663e2e4e8913d8baab/1769573880-1154-2212228.svg","items":[{"id":"item-4","w":66.04,"h":63.04,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d28b93e1b980ae663e2e4e8913d8baab/1769573880-1151-8466249.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":29.28,"h":36.71,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d28b93e1b980ae663e2e4e8913d8baab/1769573880-1152-5115555.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":22.04,"h":18.33,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d28b93e1b980ae663e2e4e8913d8baab/1769573880-1153-3287403.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":15.68,"h":18.33,"d":3.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d28b93e1b980ae663e2e4e8913d8baab/1769573880-1154-3716218.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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","boxWeights":[{"size":{"length":8.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":125.5,"higherWeight":125.5,"quantity":1}],"totalHigherWeight":125.5,"DS":200.8,"rate":1609.2250000000001,"tariffAndDS":1810.025,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":2915.4163274999996,"totalShipmentCostFormula":"((tariffAndDS (1810.025) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 2915.42","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":8.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":125.5,"higherWeight":125.5,"quantity":1}],"totalHigherWeight":125.5,"DS":200.8,"rate":903,"tariffAndDS":1103.8,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":1852.4770799999997,"totalShipmentCostFormula":"((tariffAndDS (1103.8) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 1852.48","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","boxWeights":[{"size":{"length":8.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":125.5,"higherWeight":125.5,"quantity":1}],"totalHigherWeight":125.5,"DS":125.5,"rate":1209.3949999999998,"tariffAndDS":1334.8949999999998,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2051.7336149999996,"totalShipmentCostFormula":"(( tariffAndDS (1334.895) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 2051.733615","warnings":["FedEx Not Available (Width exceeds 150 cm)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","error":"No rate available for weight greater than 71"},{"career":"dhl_usa","boxWeights":[{"size":{"length":8.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":125.5,"higherWeight":125.5,"quantity":1}],"totalHigherWeight":125.5,"DS":200.8,"rate":"1162.35","tariffAndDS":1363.1499999999999,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":1490.1499999999999,"totalShipmentCostFormula":"(((tariffAndDS (1363.15) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 1490.15","warnings":["DHL USA Not Available (Width exceeds 97 cm)","DHL USA Not Available (Height exceeds 97 cm)","Extra Charges: Weight too high for Single Box"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":8.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":125.5,"higherWeight":125.5,"quantity":1}],"totalHigherWeight":125.5,"DS":0,"rate":1516.75,"tariffAndDS":1516.75,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1516.75,"totalShipmentCostFormula":"((tariffAndDS (1516.75) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 1516.75"}]},"cheapest_shipping_cost_usd":1500.0,"totalCost":2980.0,"productionResults":[{"material_id":81,"dense_weight_expression":6.15162,"result":"179.4802824","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":82,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":2},{"material_id":83,"dense_weight_expression":6.991110000000001,"result":49.22407260000001,"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":3.1956277500000003,"result":135.44007839999998,"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":7.250039999999999,"result":8.81823105,"sign_material":"SS Sheet 22g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":86,"dense_weight_expression":5.40834,"result":70.6788,"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":0.7824,"result":"155.20902","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":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":15},{"variable_id":31,"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":97,"dense_weight_expression":0.54,"result":"2.786","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":0.009369491274,"result":9.369491274,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":105,"dense_weight_expression":0.0007441555875000001,"result":0.7441555875,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":106,"dense_weight_expression":0.007098099450000001,"result":7.09809945,"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":0.0145883166,"result":"14.5883166","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":112,"dense_weight_expression":0.0070801731,"result":"7.0801731","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":0.009480042,"result":"9.480042","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":114,"dense_weight_expression":0.0007564128,"result":"0.7564128","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":115,"dense_weight_expression":0,"result":9.8233381623,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"material_id":121,"dense_weight_expression":0.20538,"result":71.81209799999999,"sign_material":"Vinyl 3630-26 3M Pakistan","description":null,"sequence_no":36},{"variable_id":32,"dense_weight_expression":0,"result":30.464999999999996,"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":30.8712,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":43},{"material_id":574,"dense_weight_expression":10.622303579419,"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":80.89965182225357,"result":895.9429725661801,"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 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":"63.32","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":"4","perimeter_of_sign":"73.98","nested_area":"40.62","occupied_area":"9.78","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"63.32","material":null,"application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":80.89965182225357},"timestamp":"2026-01-28 04:18:01"} 
[2026-01-28 04:18:01] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-01-28 04:18:01"} 
[2026-01-28 04:18:02] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Incoming Request {"data":{"sign_type_name":"Premium Face-Lit Letters (Metallic Trim)","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Premium Face-Lit Letters (Metallic Trim)","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]}},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Premium Face-Lit Letters (Metallic Trim)"},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":3},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":3},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":3},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}],"sign_height_raw":63.32,"sign_width_raw":"120"},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":64.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":3},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Dimension Calculation {"data":{"dim_id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74,"ceilHeight":19.0,"ceilWidth":22.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":103,"sign_type_id":3,"heightOrWidth":"22.00","return":2,"price":249,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Dimension Calculation {"data":{"dim_id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38,"ceilHeight":19.0,"ceilWidth":16.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":97,"sign_type_id":3,"heightOrWidth":"19.00","return":2,"price":202,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Dimension Calculation {"data":{"dim_id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98,"ceilHeight":37.0,"ceilWidth":29.0,"biggerDimension":37.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Dimension Calculation {"data":{"dim_id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74,"ceilHeight":63.0,"ceilWidth":66.0,"biggerDimension":66.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":4,"baseProductionCost":1455,"result":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74,"depth":2,"price":249},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38,"depth":2,"price":202},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98,"depth":2,"price":502},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74,"depth":2,"price":502}]},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":64.0},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1603.47,"taxFactor":0.0887,"tax":142.227789},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Box Calculation Details {"data":{"breadth":70.0,"boxDepth":8,"oneBoxCapacity":3.0,"noOfBoxes":40.0,"noOfFullBoxes":39.0,"noOfHalfBoxes":1.0,"widthOfFullBox":3.0,"widthOfHalfBox":3.0},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":1450.359712230216,"shippingWeightInKG":657.75950668037},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":657.75950668037,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":16,"min":"551","max":"700","rate":"500","created_at":null,"updated_at":null}}},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1455,"PSUCost":148.47,"tax":142.227789,"shippingRate":1800,"miscellaenous":0,"signPrice":3545.697789},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Premium Face-Lit Letters (Metallic Trim)","TATdays":7},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Final dataResults entry added {"data":{"sign_type":"Premium Face-Lit Letters (Metallic Trim)","sign_width":"120","sign_height":63.32,"sign_depth":2,"totalCost":3545.697789,"TATDays":7,"baseProductionCost":1455,"productionCost":1603.47,"PSUCost":148.47,"tax":142.227789,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":4},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}],"sign_height_raw":63.32,"sign_width_raw":"120"},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":64.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":3},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Dimension Calculation {"data":{"dim_id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74,"ceilHeight":19.0,"ceilWidth":22.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":104,"sign_type_id":3,"heightOrWidth":"22.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Dimension Calculation {"data":{"dim_id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38,"ceilHeight":19.0,"ceilWidth":16.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":98,"sign_type_id":3,"heightOrWidth":"19.00","return":3,"price":212,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Dimension Calculation {"data":{"dim_id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98,"ceilHeight":37.0,"ceilWidth":29.0,"biggerDimension":37.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Dimension Calculation {"data":{"dim_id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74,"ceilHeight":63.0,"ceilWidth":66.0,"biggerDimension":66.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":4,"baseProductionCost":1478,"result":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74,"depth":3,"price":262},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38,"depth":3,"price":212},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98,"depth":3,"price":502},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74,"depth":3,"price":502}]},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":64.0},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1626.47,"taxFactor":0.0887,"tax":144.267889},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Box Calculation Details {"data":{"breadth":70.0,"boxDepth":8,"oneBoxCapacity":3.0,"noOfBoxes":40.0,"noOfFullBoxes":39.0,"noOfHalfBoxes":1.0,"widthOfFullBox":3.0,"widthOfHalfBox":3.0},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":1450.359712230216,"shippingWeightInKG":657.75950668037},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":657.75950668037,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":16,"min":"551","max":"700","rate":"500","created_at":null,"updated_at":null}}},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1478,"PSUCost":148.47,"tax":144.267889,"shippingRate":1800,"miscellaenous":0,"signPrice":3570.737889},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Premium Face-Lit Letters (Metallic Trim)","TATdays":7},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: Final dataResults entry added {"data":{"sign_type":"Premium Face-Lit Letters (Metallic Trim)","sign_width":"120","sign_height":63.32,"sign_depth":3,"totalCost":3570.737889,"TATDays":7,"baseProductionCost":1478,"productionCost":1626.47,"PSUCost":148.47,"tax":144.267889,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":4},"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:02] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-01-28 04:18:02"} 
[2026-01-28 04:18:03] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Premium Face-Lit Letters (Metallic Trim)","sign_depth":3,"mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","shipping_weight":125.5,"shape":"rectangular","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]}},"timestamp":"2026-01-28 04:18:03"} 
[2026-01-28 04:18:03] local.INFO: Validation Passed {"data":[],"timestamp":"2026-01-28 04:18:03"} 
[2026-01-28 04:18:03] local.INFO: Input Parameters {"data":{"dimensions_count":4,"shape":"rectangular"},"timestamp":"2026-01-28 04:18:03"} 
[2026-01-28 04:18:03] 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 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)","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":"2026-01-28 04:18:03"} 
[2026-01-28 04:18:03] local.INFO: Sign Type Lookup {"data":{"sign_type":"Premium Face-Lit Letters (Metallic Trim)","found":true,"sign_type_id":3},"timestamp":"2026-01-28 04:18:03"} 
[2026-01-28 04:18:03] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":3,"has_module":true},"timestamp":"2026-01-28 04:18:03"} 
[2026-01-28 04:18:03] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-01-28 04:18:03"} 
[2026-01-28 04:18:03] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":9.0},"timestamp":"2026-01-28 04:18:03"} 
[2026-01-28 04:18:03] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-01-28 04:18:03"} 
[2026-01-28 04:18:03] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1216.8899999999999,"dimensions_count":4},"timestamp":"2026-01-28 04:18:03"} 
[2026-01-28 04:18:46] 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":"Flush/Stud mounted","quotationId":"519","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"4b096bac-8543-4fce-a7ef-cd31fc705f6a\",\"width\":21.74,\"perimeter\":96.16,\"height\":18.03,\"area\":106.38,\"image\":\"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\",\"boxArea\":\"391.97\"},{\"id\":\"d63c64c0-1516-4ddd-8ee9-ff29247b707f\",\"width\":15.38,\"perimeter\":78.78,\"height\":18.03,\"area\":149.69,\"image\":\"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\",\"boxArea\":\"277.30\"},{\"id\":\"2e949f96-ce04-45e2-8e8a-7c250c8e3d95\",\"width\":28.98,\"perimeter\":191.16,\"height\":36.41,\"area\":266.31,\"image\":\"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\",\"boxArea\":\"4124.53\"}]","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":"63.32","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":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","no_of_letters":"4","perimeter_of_sign":"73.98","nested_area":"40.62","occupied_area":"9.78","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"63.32"}},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"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":"63.32","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":"4","perimeter_of_sign":"73.98","nested_area":"40.62","occupied_area":"9.78","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"63.32","material":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Looking up SignType {"data":{"sign_type":"Flat Cut Acrylic Letters"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":10,"formulas_count":27},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Retrieved Variables List {"data":{"sign_type_id":10,"variables_count":10},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Final Variables Merged {"data":{"variables_count":170},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Merged material items {"data":{"formulas_count":27,"items_count_after_merge":27},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Merged variable items {"data":{"variables_count":10,"items_count_after_merge":37},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Initializing MathExecutor {"data":{"variables_count":170},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: MathExecutor variables set {"data":{"variables_count":170},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: NEAREST_INCH called {"data":{"input_value":"0.5","sign_type":"Flat Cut Acrylic Letters"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: NEAREST_INCH result {"data":{"input_value":"0.5","closest_inch":0.472},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Formula executed successfully {"data":{"name":"Sign Depth/Thickness","expression":"NEAREST_INCH(sign_depth_or_thickness, sign_type)","result":0.472},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"12.96828"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"217.6078392"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0032408001648},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * material500611","result":3.2408001648},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00025739493},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * material500214","result":0.25739493},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.00245515164},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * material501055","result":2.45515164},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.426 * weight_material502098 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.426 * material502098 , 0 )","result":"0"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.00504593232"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.41 * material502098 )","result":"5.04593232"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00244895112"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.21 * material502131)","result":"2.44895112"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0032790384"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"3.2790384"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00026163456"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.08 * material501680)","result":"0.26163456"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":3.3977806269600004},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable56 * nested_area","result":30.464999999999996},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"30.8712"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":"30.8712","result":0},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), ( 4 * sqrt(nested_area) * 2 * weight_material502074 ) / 144, 0 )","itemDenseWeight":"0.35407678598063"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":"0.35407678598063","result":0},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, weight_material501803 / 144 * (  ( width_of_line_1 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_2 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_3 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_4 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable58 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] 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":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Total Cost formula detected {"data":{"item_id":63},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Formula calculations completed {"data":{"total_items":37,"successful_calculations":36,"errors_count":0},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":269.93152296176,"totalDenseWeight_before_formula":44.21054568911543},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable57","computed_totalCost":296.92467525793603},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Total Dense Weight formula executed {"data":{"formula":"totalDenseWeight * 1.1","computed_totalDenseWeight":48.63160025802697},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:46] local.INFO: Total Cost result added to calculationsResults {"data":{"variable_id":63,"result":296.92467525793603,"dense_weight_expression":48.63160025802697},"timestamp":"2026-01-28 04:18:46"} 
[2026-01-28 04:18:47] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Flat Cut Acrylic Letters","objects_count":4,"totalDenseWeight":0},"timestamp":"2026-01-28 04:18:47"} 
[2026-01-28 04:18:47] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":4,"sign_depth":"0.5"},"timestamp":"2026-01-28 04:18:47"} 
[2026-01-28 04:18:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":21.74,"height":18.03,"depth":"0.5"},"timestamp":"2026-01-28 04:18:47"} 
[2026-01-28 04:18:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":15.38,"height":18.03,"depth":"0.5"},"timestamp":"2026-01-28 04:18:47"} 
[2026-01-28 04:18:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":28.98,"height":36.41,"depth":"0.5"},"timestamp":"2026-01-28 04:18:47"} 
[2026-01-28 04:18:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":65.74,"height":62.74,"depth":"0.5"},"timestamp":"2026-01-28 04:18:47"} 
[2026-01-28 04:18:47] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1769573926_8e0067c180da0d110c444586b5d7eebb","bins_packed":[{"bin_data":{"w":66.04,"h":63.04,"d":1.6,"id":"unique","used_space":71.2132,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":63.04,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/970e297be61007dc3d432ad44b9fb1d2/1769573926-8327-4513627.svg","items":[{"id":"item-4","w":66.04,"h":63.04,"d":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/970e297be61007dc3d432ad44b9fb1d2/1769573926-8324-8512604.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":29.28,"h":36.71,"d":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/970e297be61007dc3d432ad44b9fb1d2/1769573926-8326-5947336.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":22.04,"h":18.33,"d":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/970e297be61007dc3d432ad44b9fb1d2/1769573926-8326-9967407.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":15.68,"h":18.33,"d":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/970e297be61007dc3d432ad44b9fb1d2/1769573926-8327-3032180.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-01-28 04:18:47"} 
[2026-01-28 04:18:47] local.INFO: Box added from packed bin {"data":{"length":1.6,"width":66.04,"height":63.04,"denseWeight":0},"timestamp":"2026-01-28 04:18:47"} 
[2026-01-28 04:18:48] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"quantity":1,"denseWeight":1}],"cheapestShippingCost":600.7985249999999,"rawShippingRates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":84,"rate":665.335,"tariffAndDS":749.335,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":1194.0485084999998,"totalShipmentCostFormula":"((tariffAndDS (749.335) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 1194.05","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":84,"rate":377.4,"tariffAndDS":461.4,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":760.6775399999999,"totalShipmentCostFormula":"((tariffAndDS (461.4) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 760.68","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"fedex","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":52.5,"rate":494.72499999999997,"tariffAndDS":547.2249999999999,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":841.0848249999998,"totalShipmentCostFormula":"(( tariffAndDS (547.225) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 841.084825","warnings":["FedEx Not Available (Width exceeds 150 cm)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":0,"rate":"380.78","tariffAndDS":380.78,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":600.7985249999999,"totalShipmentCostFormula":"(((tariffAndDS (380.78) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 600.798525","warnings":["UPS Not Available (Height exceeds 148 cm)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"dhl_usa","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":84,"rate":"488.93","tariffAndDS":572.9300000000001,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":616.9300000000001,"totalShipmentCostFormula":"(((tariffAndDS (572.93) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 616.93","warnings":["DHL USA Not Available (Width exceeds 97 cm)","DHL USA Not Available (Height exceeds 97 cm)"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":0,"rate":975,"tariffAndDS":975,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":975,"totalShipmentCostFormula":"((tariffAndDS (975) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 975"}]}},"timestamp":"2026-01-28 04:18:48"} 
[2026-01-28 04:18:48] local.INFO: Product cost factor determined {"data":{"sign_type":"Flat Cut Acrylic Letters","productCostFactor":1.25},"timestamp":"2026-01-28 04:18:48"} 
[2026-01-28 04:18:48] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"63.32","sign_depth":"0.5","sign_type":"Flat Cut Acrylic Letters","processed_sign_type":"Flat Cut Acrylic Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-flat-cutt-acrylic-letters.png","mounting_type":"Flush/Stud 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deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":15.68,"h":18.33,"d":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/970e297be61007dc3d432ad44b9fb1d2/1769573926-8327-3032180.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":84,"rate":665.335,"tariffAndDS":749.335,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":1194.0485084999998,"totalShipmentCostFormula":"((tariffAndDS (749.335) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 1194.05","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":84,"rate":377.4,"tariffAndDS":461.4,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":760.6775399999999,"totalShipmentCostFormula":"((tariffAndDS (461.4) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 760.68","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"fedex","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":52.5,"rate":494.72499999999997,"tariffAndDS":547.2249999999999,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":841.0848249999998,"totalShipmentCostFormula":"(( tariffAndDS (547.225) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 841.084825","warnings":["FedEx Not Available (Width exceeds 150 cm)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 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KG"]},{"career":"dhl_usa","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":84,"rate":"488.93","tariffAndDS":572.9300000000001,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":616.9300000000001,"totalShipmentCostFormula":"(((tariffAndDS (572.93) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 616.93","warnings":["DHL USA Not Available (Width exceeds 97 cm)","DHL USA Not Available (Height exceeds 97 cm)"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":0,"rate":975,"tariffAndDS":975,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":975,"totalShipmentCostFormula":"((tariffAndDS (975) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 975"}]},"cheapest_shipping_cost_usd":610.0,"totalCost":980.0,"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 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[2026-01-28 04:18:48] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-01-28 04:18:48"} 
[2026-01-28 04:18:49] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-01-28 04:18:49"} 
[2026-01-28 04:18:49] local.INFO: Incoming Request {"data":{"sign_type_name":"Flat Cut Acrylic Letters","sign_depth":0.5,"mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]},"timestamp":"2026-01-28 04:18:49"} 
[2026-01-28 04:18:49] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-01-28 04:18:49"} 
[2026-01-28 04:18:49] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Flat Cut Acrylic Letters","sign_depth":0.5,"mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]}},"timestamp":"2026-01-28 04:18:49"} 
[2026-01-28 04:18:49] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Flat Cut Acrylic Letters"},"timestamp":"2026-01-28 04:18:49"} 
[2026-01-28 04:18:49] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":10},"timestamp":"2026-01-28 04:18:49"} 
[2026-01-28 04:18:49] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":10},"timestamp":"2026-01-28 04:18:49"} 
[2026-01-28 04:18:49] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-01-28 04:18:49"} 
[2026-01-28 04:18:49] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":10},"timestamp":"2026-01-28 04:18:49"} 
[2026-01-28 04:18:49] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Flat Cut Acrylic Letters","sign_depth":0.5,"mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","shipping_weight":52.5,"shape":"rectangular","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]}},"timestamp":"2026-01-28 04:18:49"} 
[2026-01-28 04:18:49] local.INFO: Validation Passed {"data":[],"timestamp":"2026-01-28 04:18:49"} 
[2026-01-28 04:18:49] local.INFO: Input Parameters {"data":{"dimensions_count":4,"shape":"rectangular"},"timestamp":"2026-01-28 04:18:49"} 
[2026-01-28 04:18:49] 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 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)","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":"2026-01-28 04:18:49"} 
[2026-01-28 04:18:49] local.INFO: Sign Type Lookup {"data":{"sign_type":"Flat Cut Acrylic Letters","found":true,"sign_type_id":10},"timestamp":"2026-01-28 04:18:49"} 
[2026-01-28 04:18:49] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":10,"has_module":true},"timestamp":"2026-01-28 04:18:49"} 
[2026-01-28 04:18:49] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-01-28 04:18:49"} 
[2026-01-28 04:18:49] local.INFO: Flat Cut Acrylic Letters Detected {"data":[],"timestamp":"2026-01-28 04:18:49"} 
[2026-01-28 04:18:49] local.INFO: Resolved Depth Range {"data":{"input_depth":0.5,"matched_depth":0.5},"timestamp":"2026-01-28 04:18:49"} 
[2026-01-28 04:18:49] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":4.5},"timestamp":"2026-01-28 04:18:49"} 
[2026-01-28 04:18:49] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-01-28 04:18:49"} 
[2026-01-28 04:18:49] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":608.4449999999999,"dimensions_count":4},"timestamp":"2026-01-28 04:18:49"} 
[2026-01-28 04:19:13] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"0.75","sign_type":"Flat Cut Acrylic Letters","mounting_type":"Flush/Stud mounted","quotationId":"519","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"4b096bac-8543-4fce-a7ef-cd31fc705f6a\",\"width\":21.74,\"perimeter\":96.16,\"height\":18.03,\"area\":106.38,\"image\":\"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\",\"boxArea\":\"391.97\"},{\"id\":\"d63c64c0-1516-4ddd-8ee9-ff29247b707f\",\"width\":15.38,\"perimeter\":78.78,\"height\":18.03,\"area\":149.69,\"image\":\"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\",\"boxArea\":\"277.30\"},{\"id\":\"2e949f96-ce04-45e2-8e8a-7c250c8e3d95\",\"width\":28.98,\"perimeter\":191.16,\"height\":36.41,\"area\":266.31,\"image\":\"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\",\"boxArea\":\"4124.53\"}]","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":"63.32","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":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","no_of_letters":"4","perimeter_of_sign":"73.98","nested_area":"40.62","occupied_area":"9.78","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"63.32"}},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"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":"63.32","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":"4","perimeter_of_sign":"73.98","nested_area":"40.62","occupied_area":"9.78","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"63.32","material":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Looking up SignType {"data":{"sign_type":"Flat Cut Acrylic Letters"},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":10,"formulas_count":27},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Retrieved Variables List {"data":{"sign_type_id":10,"variables_count":10},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Final Variables Merged {"data":{"variables_count":170},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Merged material items {"data":{"formulas_count":27,"items_count_after_merge":27},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Merged variable items {"data":{"variables_count":10,"items_count_after_merge":37},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Initializing MathExecutor {"data":{"variables_count":170},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: MathExecutor variables set {"data":{"variables_count":170},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: NEAREST_INCH called {"data":{"input_value":"0.5","sign_type":"Flat Cut Acrylic Letters"},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: NEAREST_INCH result {"data":{"input_value":"0.5","closest_inch":0.472},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Formula executed successfully {"data":{"name":"Sign Depth/Thickness","expression":"NEAREST_INCH(sign_depth_or_thickness, sign_type)","result":0.472},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"12.96828"},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"217.6078392"},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0032408001648},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * material500611","result":3.2408001648},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00025739493},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * material500214","result":0.25739493},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.00245515164},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * material501055","result":2.45515164},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"0.00504593232"},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"5.04593232"},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"0.00244895112"},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2.44895112"},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"0.0032790384"},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"3.2790384"},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"0.00026163456"},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"0.26163456"},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":3.3977806269600004},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable56 * nested_area","result":30.464999999999996},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"30.8712"},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":"30.8712","result":0},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"0.35407678598063"},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":"0.35407678598063","result":0},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, weight_material501803 / 144 * (  ( width_of_line_1 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_2 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_3 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_4 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable58 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] 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":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Total Cost formula detected {"data":{"item_id":63},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Formula calculations completed {"data":{"total_items":37,"successful_calculations":36,"errors_count":0},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":269.93152296176,"totalDenseWeight_before_formula":44.21054568911543},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable57","computed_totalCost":296.92467525793603},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Total Dense Weight formula executed {"data":{"formula":"totalDenseWeight * 1.1","computed_totalDenseWeight":48.63160025802697},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Total Cost result added to calculationsResults {"data":{"variable_id":63,"result":296.92467525793603,"dense_weight_expression":48.63160025802697},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Flat Cut Acrylic Letters","objects_count":4,"totalDenseWeight":0},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":4,"sign_depth":"0.5"},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":21.74,"height":18.03,"depth":"0.5"},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":15.38,"height":18.03,"depth":"0.5"},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":28.98,"height":36.41,"depth":"0.5"},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:13] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":65.74,"height":62.74,"depth":"0.5"},"timestamp":"2026-01-28 04:19:13"} 
[2026-01-28 04:19:14] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1769573953_68a1f8ecc9f7578377d4db93970f728c","bins_packed":[{"bin_data":{"w":66.04,"h":63.04,"d":1.6,"id":"unique","used_space":71.2132,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":63.04,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d0d38a0c75fce6d3a96b0425295a37c1/1769573953-6607-2380280.svg","items":[{"id":"item-4","w":66.04,"h":63.04,"d":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d0d38a0c75fce6d3a96b0425295a37c1/1769573953-6603-7350787.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":29.28,"h":36.71,"d":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d0d38a0c75fce6d3a96b0425295a37c1/1769573953-6605-8730145.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":22.04,"h":18.33,"d":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d0d38a0c75fce6d3a96b0425295a37c1/1769573953-6605-2370289.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":15.68,"h":18.33,"d":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d0d38a0c75fce6d3a96b0425295a37c1/1769573953-6606-7106813.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-01-28 04:19:14"} 
[2026-01-28 04:19:14] local.INFO: Box added from packed bin {"data":{"length":1.6,"width":66.04,"height":63.04,"denseWeight":0},"timestamp":"2026-01-28 04:19:14"} 
[2026-01-28 04:19:14] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"quantity":1,"denseWeight":1}],"cheapestShippingCost":600.7985249999999,"rawShippingRates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":84,"rate":665.335,"tariffAndDS":749.335,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":1194.0485084999998,"totalShipmentCostFormula":"((tariffAndDS (749.335) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 1194.05","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":84,"rate":377.4,"tariffAndDS":461.4,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":760.6775399999999,"totalShipmentCostFormula":"((tariffAndDS (461.4) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 760.68","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"fedex","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":52.5,"rate":494.72499999999997,"tariffAndDS":547.2249999999999,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":841.0848249999998,"totalShipmentCostFormula":"(( tariffAndDS (547.225) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 841.084825","warnings":["FedEx Not Available (Width exceeds 150 cm)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":0,"rate":"380.78","tariffAndDS":380.78,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":600.7985249999999,"totalShipmentCostFormula":"(((tariffAndDS (380.78) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 600.798525","warnings":["UPS Not Available (Height exceeds 148 cm)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"dhl_usa","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":84,"rate":"488.93","tariffAndDS":572.9300000000001,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":616.9300000000001,"totalShipmentCostFormula":"(((tariffAndDS (572.93) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 616.93","warnings":["DHL USA Not Available (Width exceeds 97 cm)","DHL USA Not Available (Height exceeds 97 cm)"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":0,"rate":975,"tariffAndDS":975,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":975,"totalShipmentCostFormula":"((tariffAndDS (975) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 975"}]}},"timestamp":"2026-01-28 04:19:14"} 
[2026-01-28 04:19:14] local.INFO: Product cost factor determined {"data":{"sign_type":"Flat Cut Acrylic Letters","productCostFactor":1.25},"timestamp":"2026-01-28 04:19:14"} 
[2026-01-28 04:19:14] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"63.32","sign_depth":"0.75","sign_type":"Flat Cut Acrylic Letters","processed_sign_type":"Flat Cut Acrylic Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-flat-cutt-acrylic-letters.png","mounting_type":"Flush/Stud mounted","combined_production_cost_usd":300.0,"total_production_cost":380.0,"totalDenseWeight":0,"totalVolumetricWeight":52.5,"bin_packing_result":{"response":{"id":"1769573953_68a1f8ecc9f7578377d4db93970f728c","bins_packed":[{"bin_data":{"w":66.04,"h":63.04,"d":1.6,"id":"unique","used_space":71.2132,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":63.04,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d0d38a0c75fce6d3a96b0425295a37c1/1769573953-6607-2380280.svg","items":[{"id":"item-4","w":66.04,"h":63.04,"d":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d0d38a0c75fce6d3a96b0425295a37c1/1769573953-6603-7350787.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":29.28,"h":36.71,"d":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d0d38a0c75fce6d3a96b0425295a37c1/1769573953-6605-8730145.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":22.04,"h":18.33,"d":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d0d38a0c75fce6d3a96b0425295a37c1/1769573953-6605-2370289.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":15.68,"h":18.33,"d":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d0d38a0c75fce6d3a96b0425295a37c1/1769573953-6606-7106813.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":84,"rate":665.335,"tariffAndDS":749.335,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":1194.0485084999998,"totalShipmentCostFormula":"((tariffAndDS (749.335) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 1194.05","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":84,"rate":377.4,"tariffAndDS":461.4,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":760.6775399999999,"totalShipmentCostFormula":"((tariffAndDS (461.4) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 760.68","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"fedex","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":52.5,"rate":494.72499999999997,"tariffAndDS":547.2249999999999,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":841.0848249999998,"totalShipmentCostFormula":"(( tariffAndDS (547.225) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 841.084825","warnings":["FedEx Not Available (Width exceeds 150 cm)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":0,"rate":"380.78","tariffAndDS":380.78,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":600.7985249999999,"totalShipmentCostFormula":"(((tariffAndDS (380.78) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 600.798525","warnings":["UPS Not Available (Height exceeds 148 cm)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"dhl_usa","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":84,"rate":"488.93","tariffAndDS":572.9300000000001,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":616.9300000000001,"totalShipmentCostFormula":"(((tariffAndDS (572.93) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 616.93","warnings":["DHL USA Not Available (Width exceeds 97 cm)","DHL USA Not Available (Height exceeds 97 cm)"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":0,"rate":975,"tariffAndDS":975,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":975,"totalShipmentCostFormula":"((tariffAndDS (975) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 975"}]},"cheapest_shipping_cost_usd":610.0,"totalCost":980.0,"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 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(2\")","description":null,"sequence_no":36},{"variable_id":63,"dense_weight_expression":48.63160025802697,"result":296.92467525793603,"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":"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":"63.32","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":"4","perimeter_of_sign":"73.98","nested_area":"40.62","occupied_area":"9.78","avg_char_height":"Greater than 24 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[2026-01-28 04:19:14] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-01-28 04:19:14"} 
[2026-01-28 04:19:15] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-01-28 04:19:15"} 
[2026-01-28 04:19:15] local.INFO: Incoming Request {"data":{"sign_type_name":"Flat Cut Acrylic Letters","sign_depth":"0.75","mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]},"timestamp":"2026-01-28 04:19:15"} 
[2026-01-28 04:19:15] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-01-28 04:19:15"} 
[2026-01-28 04:19:15] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Flat Cut Acrylic Letters","sign_depth":"0.75","mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]}},"timestamp":"2026-01-28 04:19:15"} 
[2026-01-28 04:19:15] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Flat Cut Acrylic Letters"},"timestamp":"2026-01-28 04:19:15"} 
[2026-01-28 04:19:15] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":10},"timestamp":"2026-01-28 04:19:15"} 
[2026-01-28 04:19:15] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":10},"timestamp":"2026-01-28 04:19:15"} 
[2026-01-28 04:19:15] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-01-28 04:19:15"} 
[2026-01-28 04:19:15] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":10},"timestamp":"2026-01-28 04:19:15"} 
[2026-01-28 04:19:16] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Flat Cut Acrylic Letters","sign_depth":"0.75","mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","shipping_weight":52.5,"shape":"rectangular","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]}},"timestamp":"2026-01-28 04:19:16"} 
[2026-01-28 04:19:16] local.INFO: Validation Passed {"data":[],"timestamp":"2026-01-28 04:19:16"} 
[2026-01-28 04:19:16] local.INFO: Input Parameters {"data":{"dimensions_count":4,"shape":"rectangular"},"timestamp":"2026-01-28 04:19:16"} 
[2026-01-28 04:19:16] 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 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)","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":"2026-01-28 04:19:16"} 
[2026-01-28 04:19:16] local.INFO: Sign Type Lookup {"data":{"sign_type":"Flat Cut Acrylic Letters","found":true,"sign_type_id":10},"timestamp":"2026-01-28 04:19:16"} 
[2026-01-28 04:19:16] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":10,"has_module":true},"timestamp":"2026-01-28 04:19:16"} 
[2026-01-28 04:19:16] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-01-28 04:19:16"} 
[2026-01-28 04:19:16] local.INFO: Flat Cut Acrylic Letters Detected {"data":[],"timestamp":"2026-01-28 04:19:16"} 
[2026-01-28 04:19:16] local.INFO: Resolved Depth Range {"data":{"input_depth":"0.75","matched_depth":0.75},"timestamp":"2026-01-28 04:19:16"} 
[2026-01-28 04:19:16] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":5.0},"timestamp":"2026-01-28 04:19:16"} 
[2026-01-28 04:19:16] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-01-28 04:19:16"} 
[2026-01-28 04:19:16] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":676.05,"dimensions_count":4},"timestamp":"2026-01-28 04:19:16"} 
[2026-01-28 04:19:49] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"0.3","sign_type":"Flat Cut Acrylic Letters","mounting_type":"Flush/Stud mounted","quotationId":"519","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"4b096bac-8543-4fce-a7ef-cd31fc705f6a\",\"width\":21.74,\"perimeter\":96.16,\"height\":18.03,\"area\":106.38,\"image\":\"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\",\"boxArea\":\"391.97\"},{\"id\":\"d63c64c0-1516-4ddd-8ee9-ff29247b707f\",\"width\":15.38,\"perimeter\":78.78,\"height\":18.03,\"area\":149.69,\"image\":\"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\",\"boxArea\":\"277.30\"},{\"id\":\"2e949f96-ce04-45e2-8e8a-7c250c8e3d95\",\"width\":28.98,\"perimeter\":191.16,\"height\":36.41,\"area\":266.31,\"image\":\"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\",\"boxArea\":\"4124.53\"}]","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":"63.32","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":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","no_of_letters":"4","perimeter_of_sign":"73.98","nested_area":"40.62","occupied_area":"9.78","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"63.32"}},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"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":"63.32","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":"4","perimeter_of_sign":"73.98","nested_area":"40.62","occupied_area":"9.78","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"63.32","material":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Looking up SignType {"data":{"sign_type":"Flat Cut Acrylic Letters"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":10,"formulas_count":27},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Retrieved Variables List {"data":{"sign_type_id":10,"variables_count":10},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Final Variables Merged {"data":{"variables_count":170},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Merged material items {"data":{"formulas_count":27,"items_count_after_merge":27},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Merged variable items {"data":{"variables_count":10,"items_count_after_merge":37},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Initializing MathExecutor {"data":{"variables_count":170},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: MathExecutor variables set {"data":{"variables_count":170},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: NEAREST_INCH called {"data":{"input_value":"0.5","sign_type":"Flat Cut Acrylic Letters"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: NEAREST_INCH result {"data":{"input_value":"0.5","closest_inch":0.472},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Formula executed successfully {"data":{"name":"Sign Depth/Thickness","expression":"NEAREST_INCH(sign_depth_or_thickness, sign_type)","result":0.472},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"12.96828"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"217.6078392"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0032408001648},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * material500611","result":3.2408001648},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00025739493},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * material500214","result":0.25739493},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.00245515164},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * material501055","result":2.45515164},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.426 * weight_material502098 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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 )  ) * 22 * 0.426 * material502098 , 0 )","result":"0"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.00504593232"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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 )  ) * 22 * 0.41 * material502098 )","result":"5.04593232"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00244895112"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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 )  ) * 22 * 0.21 * material502131)","result":"2.44895112"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0032790384"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"3.2790384"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00026163456"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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 )  ) * 22 * 0.08 * material501680)","result":"0.26163456"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":3.3977806269600004},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: No formula, default result applied {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable56 * nested_area","result":30.464999999999996},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"30.8712"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":"30.8712","result":0},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), ( 4 * sqrt(nested_area) * 2 * weight_material502074 ) / 144, 0 )","itemDenseWeight":"0.35407678598063"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":"0.35407678598063","result":0},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, weight_material501803 / 144 * (  ( width_of_line_1 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_2 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_3 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_4 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable58 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] 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":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Total Cost formula detected {"data":{"item_id":63},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Formula calculations completed {"data":{"total_items":37,"successful_calculations":36,"errors_count":0},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":269.93152296176,"totalDenseWeight_before_formula":44.21054568911543},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable57","computed_totalCost":296.92467525793603},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Total Dense Weight formula executed {"data":{"formula":"totalDenseWeight * 1.1","computed_totalDenseWeight":48.63160025802697},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Total Cost result added to calculationsResults {"data":{"variable_id":63,"result":296.92467525793603,"dense_weight_expression":48.63160025802697},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Flat Cut Acrylic Letters","objects_count":4,"totalDenseWeight":0},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":4,"sign_depth":"0.5"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":21.74,"height":18.03,"depth":"0.5"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":15.38,"height":18.03,"depth":"0.5"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":28.98,"height":36.41,"depth":"0.5"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:49] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":65.74,"height":62.74,"depth":"0.5"},"timestamp":"2026-01-28 04:19:49"} 
[2026-01-28 04:19:50] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1769573989_795c73148893905d897731901a7388c6","bins_packed":[{"bin_data":{"w":66.04,"h":63.04,"d":1.6,"id":"unique","used_space":71.2132,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":63.04,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/1dac8431097f0f10df48ef9ca2fd95fb/1769573989-329-2143959.svg","items":[{"id":"item-4","w":66.04,"h":63.04,"d":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/1dac8431097f0f10df48ef9ca2fd95fb/1769573989-3287-4784301.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":29.28,"h":36.71,"d":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/1dac8431097f0f10df48ef9ca2fd95fb/1769573989-3288-2126790.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":22.04,"h":18.33,"d":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/1dac8431097f0f10df48ef9ca2fd95fb/1769573989-3289-4840390.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":15.68,"h":18.33,"d":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/1dac8431097f0f10df48ef9ca2fd95fb/1769573989-3289-2634325.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-01-28 04:19:50"} 
[2026-01-28 04:19:50] local.INFO: Box added from packed bin {"data":{"length":1.6,"width":66.04,"height":63.04,"denseWeight":0},"timestamp":"2026-01-28 04:19:50"} 
[2026-01-28 04:19:50] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"quantity":1,"denseWeight":1}],"cheapestShippingCost":600.7985249999999,"rawShippingRates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":84,"rate":665.335,"tariffAndDS":749.335,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":1194.0485084999998,"totalShipmentCostFormula":"((tariffAndDS (749.335) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 1194.05","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":84,"rate":377.4,"tariffAndDS":461.4,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":760.6775399999999,"totalShipmentCostFormula":"((tariffAndDS (461.4) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 760.68","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"fedex","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":52.5,"rate":494.72499999999997,"tariffAndDS":547.2249999999999,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":841.0848249999998,"totalShipmentCostFormula":"(( tariffAndDS (547.225) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 841.084825","warnings":["FedEx Not Available (Width exceeds 150 cm)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":0,"rate":"380.78","tariffAndDS":380.78,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":600.7985249999999,"totalShipmentCostFormula":"(((tariffAndDS (380.78) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 600.798525","warnings":["UPS Not Available (Height exceeds 148 cm)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"dhl_usa","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":84,"rate":"488.93","tariffAndDS":572.9300000000001,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":616.9300000000001,"totalShipmentCostFormula":"(((tariffAndDS (572.93) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 616.93","warnings":["DHL USA Not Available (Width exceeds 97 cm)","DHL USA Not Available (Height exceeds 97 cm)"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":0,"rate":975,"tariffAndDS":975,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":975,"totalShipmentCostFormula":"((tariffAndDS (975) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 975"}]}},"timestamp":"2026-01-28 04:19:50"} 
[2026-01-28 04:19:50] local.INFO: Product cost factor determined {"data":{"sign_type":"Flat Cut Acrylic Letters","productCostFactor":1.25},"timestamp":"2026-01-28 04:19:50"} 
[2026-01-28 04:19:50] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"63.32","sign_depth":"0.3","sign_type":"Flat Cut Acrylic Letters","processed_sign_type":"Flat Cut Acrylic Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-flat-cutt-acrylic-letters.png","mounting_type":"Flush/Stud 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deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":15.68,"h":18.33,"d":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/1dac8431097f0f10df48ef9ca2fd95fb/1769573989-3289-2634325.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":84,"rate":665.335,"tariffAndDS":749.335,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":1194.0485084999998,"totalShipmentCostFormula":"((tariffAndDS (749.335) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 1194.05","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":84,"rate":377.4,"tariffAndDS":461.4,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":760.6775399999999,"totalShipmentCostFormula":"((tariffAndDS (461.4) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 760.68","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"fedex","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":52.5,"rate":494.72499999999997,"tariffAndDS":547.2249999999999,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":841.0848249999998,"totalShipmentCostFormula":"(( tariffAndDS (547.225) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 841.084825","warnings":["FedEx Not Available (Width exceeds 150 cm)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 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KG"]},{"career":"dhl_usa","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":84,"rate":"488.93","tariffAndDS":572.9300000000001,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":616.9300000000001,"totalShipmentCostFormula":"(((tariffAndDS (572.93) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 616.93","warnings":["DHL USA Not Available (Width exceeds 97 cm)","DHL USA Not Available (Height exceeds 97 cm)"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":3.6,"width":68.04,"height":65.28999999999999},"denseWeight":1,"volumetricWeight":52.5,"higherWeight":52.5,"quantity":1}],"totalHigherWeight":52.5,"DS":0,"rate":975,"tariffAndDS":975,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":975,"totalShipmentCostFormula":"((tariffAndDS (975) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 975"}]},"cheapest_shipping_cost_usd":610.0,"totalCost":980.0,"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 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[2026-01-28 04:19:50] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-01-28 04:19:50"} 
[2026-01-28 04:19:51] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-01-28 04:19:51"} 
[2026-01-28 04:19:51] local.INFO: Incoming Request {"data":{"sign_type_name":"Flat Cut Acrylic Letters","sign_depth":"0.3","mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]},"timestamp":"2026-01-28 04:19:51"} 
[2026-01-28 04:19:51] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-01-28 04:19:51"} 
[2026-01-28 04:19:51] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Flat Cut Acrylic Letters","sign_depth":"0.3","mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]}},"timestamp":"2026-01-28 04:19:51"} 
[2026-01-28 04:19:51] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Flat Cut Acrylic Letters"},"timestamp":"2026-01-28 04:19:51"} 
[2026-01-28 04:19:51] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":10},"timestamp":"2026-01-28 04:19:51"} 
[2026-01-28 04:19:51] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":10},"timestamp":"2026-01-28 04:19:51"} 
[2026-01-28 04:19:51] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-01-28 04:19:51"} 
[2026-01-28 04:19:51] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":10},"timestamp":"2026-01-28 04:19:51"} 
[2026-01-28 04:19:52] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Flat Cut Acrylic Letters","sign_depth":"0.3","mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","shipping_weight":52.5,"shape":"rectangular","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]}},"timestamp":"2026-01-28 04:19:52"} 
[2026-01-28 04:19:52] local.INFO: Validation Passed {"data":[],"timestamp":"2026-01-28 04:19:52"} 
[2026-01-28 04:19:52] local.INFO: Input Parameters {"data":{"dimensions_count":4,"shape":"rectangular"},"timestamp":"2026-01-28 04:19:52"} 
[2026-01-28 04:19:52] 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 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)","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":"2026-01-28 04:19:52"} 
[2026-01-28 04:19:52] local.INFO: Sign Type Lookup {"data":{"sign_type":"Flat Cut Acrylic Letters","found":true,"sign_type_id":10},"timestamp":"2026-01-28 04:19:52"} 
[2026-01-28 04:19:52] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":10,"has_module":true},"timestamp":"2026-01-28 04:19:52"} 
[2026-01-28 04:19:52] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-01-28 04:19:52"} 
[2026-01-28 04:19:52] local.INFO: Flat Cut Acrylic Letters Detected {"data":[],"timestamp":"2026-01-28 04:19:52"} 
[2026-01-28 04:19:52] local.INFO: Resolved Depth Range {"data":{"input_depth":"0.3","matched_depth":0.5},"timestamp":"2026-01-28 04:19:52"} 
[2026-01-28 04:19:52] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":4.5},"timestamp":"2026-01-28 04:19:52"} 
[2026-01-28 04:19:52] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-01-28 04:19:52"} 
[2026-01-28 04:19:52] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":608.4449999999999,"dimensions_count":4},"timestamp":"2026-01-28 04:19:52"} 
[2026-01-28 04:20:18] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"0.3","sign_type":"Flat Cut Aluminum Letters","mounting_type":"Flush/Stud mounted","quotationId":"519","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"4b096bac-8543-4fce-a7ef-cd31fc705f6a\",\"width\":21.74,\"perimeter\":96.16,\"height\":18.03,\"area\":106.38,\"image\":\"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\",\"boxArea\":\"391.97\"},{\"id\":\"d63c64c0-1516-4ddd-8ee9-ff29247b707f\",\"width\":15.38,\"perimeter\":78.78,\"height\":18.03,\"area\":149.69,\"image\":\"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\",\"boxArea\":\"277.30\"},{\"id\":\"2e949f96-ce04-45e2-8e8a-7c250c8e3d95\",\"width\":28.98,\"perimeter\":191.16,\"height\":36.41,\"area\":266.31,\"image\":\"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\",\"boxArea\":\"4124.53\"}]","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":"63.32","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":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","no_of_letters":"4","perimeter_of_sign":"73.98","nested_area":"40.62","occupied_area":"9.78","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"63.32"}},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] 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":"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":"63.32","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":"4","perimeter_of_sign":"73.98","nested_area":"40.62","occupied_area":"9.78","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"63.32","material":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Looking up SignType {"data":{"sign_type":"Flat Cut Aluminum Letters"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":11,"formulas_count":22},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Retrieved Variables List {"data":{"sign_type_id":11,"variables_count":10},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] 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":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] 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":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Final Variables Merged {"data":{"variables_count":160},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Merged material items {"data":{"formulas_count":22,"items_count_after_merge":22},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Merged variable items {"data":{"variables_count":10,"items_count_after_merge":32},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] 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":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Initializing MathExecutor {"data":{"variables_count":160},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: MathExecutor variables set {"data":{"variables_count":160},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: NEAREST_INCH called {"data":{"input_value":"0.25","sign_type":"Flat Cut Aluminum Letters"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: NEAREST_INCH result {"data":{"input_value":"0.25","closest_inch":0.197},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Formula executed successfully {"data":{"name":"Sign Depth/Thickness","expression":"NEAREST_INCH(sign_depth_or_thickness, sign_type)","result":0.197},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] 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":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] 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":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] 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":"12.3228"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 5mm Pakistan","expression":"if(var_formula64 == 0.197, material501649 * nested_area * variable68 , 0 )","result":"404.5752"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] 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":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] 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":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] 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":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0032408001648},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * material500611","result":3.2408001648},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00025739493},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * material500214","result":0.25739493},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.00245515164},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * material501055","result":2.45515164},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.426 * weight_material502098 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] 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":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.00504593232"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.41 * material502098 )","result":"5.04593232"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00244895112"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.21 * material502131 )","result":"2.44895112"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0032790384"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] 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":"3.2790384"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00026163456"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.08 * material501680)","result":"0.26163456"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] 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":3.3977806269600004},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable66 * nested_area","result":30.464999999999996},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material500379, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"30.8712"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":"30.8712","result":0},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), ( 4 * sqrt(nested_area) * 2 * weight_material502074 ) / 144, 0 )","itemDenseWeight":"0.35407678598063"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":"0.35407678598063","result":0},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, weight_material501803 / 144 * (  ( width_of_line_1 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_2 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_3 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_4 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] 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":"0"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] 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":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] 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":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] 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":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] 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":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Total Cost formula detected {"data":{"item_id":73},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Formula calculations completed {"data":{"total_items":32,"successful_calculations":31,"errors_count":0},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":456.62388376176,"totalDenseWeight_before_formula":43.565065689115436},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable67","computed_totalCost":502.28627213793607},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Total Dense Weight formula executed {"data":{"formula":"totalDenseWeight * 1","computed_totalDenseWeight":43.565065689115436},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Total Cost result added to calculationsResults {"data":{"variable_id":73,"result":502.28627213793607,"dense_weight_expression":43.565065689115436},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Flat Cut Aluminum Letters","objects_count":4,"totalDenseWeight":43.565065689115436},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":4,"sign_depth":"0.25"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":21.74,"height":18.03,"depth":"0.25"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":15.38,"height":18.03,"depth":"0.25"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":28.98,"height":36.41,"depth":"0.25"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":65.74,"height":62.74,"depth":"0.25"},"timestamp":"2026-01-28 04:20:18"} 
[2026-01-28 04:20:19] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1769574019_a716bc2c69392b835a046d5a216dc96e","bins_packed":[{"bin_data":{"w":66.04,"h":63.04,"d":1.1,"id":"unique","used_space":71.2132,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":63.04,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/42add8292ca9b0be89a5e15d3689b4ba/1769574019-0749-3668496.svg","items":[{"id":"item-4","w":66.04,"h":63.04,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/42add8292ca9b0be89a5e15d3689b4ba/1769574019-0746-6550012.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":29.28,"h":36.71,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/42add8292ca9b0be89a5e15d3689b4ba/1769574019-0747-3342533.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":22.04,"h":18.33,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/42add8292ca9b0be89a5e15d3689b4ba/1769574019-0748-5196634.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":15.68,"h":18.33,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/42add8292ca9b0be89a5e15d3689b4ba/1769574019-0749-8759491.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-01-28 04:20:19"} 
[2026-01-28 04:20:19] local.INFO: Box added from packed bin {"data":{"length":1.1,"width":66.04,"height":63.04,"denseWeight":43.565065689115436},"timestamp":"2026-01-28 04:20:19"} 
[2026-01-28 04:20:20] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"quantity":1,"denseWeight":43.565065689115436}],"cheapestShippingCost":525.6624125,"rawShippingRates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":72.8,"rate":574.825,"tariffAndDS":647.625,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":1040.9647874999998,"totalShipmentCostFormula":"((tariffAndDS (647.625) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 1040.96","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":72.8,"rate":327,"tariffAndDS":399.8,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":667.9633799999998,"totalShipmentCostFormula":"((tariffAndDS (399.8) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 667.96","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"fedex","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":45.5,"rate":426.195,"tariffAndDS":471.695,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":724.9952149999999,"totalShipmentCostFormula":"(( tariffAndDS (471.695) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 724.995215","warnings":["FedEx Not Available (Width exceeds 150 cm)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":0,"rate":"331.47","tariffAndDS":331.47,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":525.6624125,"totalShipmentCostFormula":"(((tariffAndDS (331.47) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 525.6624125","warnings":["UPS Not Available (Height exceeds 148 cm)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"dhl_usa","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":72.8,"rate":"424.35","tariffAndDS":497.15000000000003,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":541.1500000000001,"totalShipmentCostFormula":"(((tariffAndDS (497.15) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 541.15","warnings":["DHL USA Not Available (Width exceeds 97 cm)","DHL USA Not Available (Height exceeds 97 cm)"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":0,"rate":905,"tariffAndDS":905,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":905,"totalShipmentCostFormula":"((tariffAndDS (905) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 905"}]}},"timestamp":"2026-01-28 04:20:20"} 
[2026-01-28 04:20:20] local.INFO: Product cost factor determined {"data":{"sign_type":"Flat Cut Aluminum Letters","productCostFactor":1.25},"timestamp":"2026-01-28 04:20:20"} 
[2026-01-28 04:20:20] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"63.32","sign_depth":"0.3","sign_type":"Flat Cut Aluminum Letters","processed_sign_type":"Flat Cut Aluminum Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-flat-cut-aluminum-letters.png","mounting_type":"Flush/Stud mounted","combined_production_cost_usd":510.0,"total_production_cost":630.0,"totalDenseWeight":43.565065689115436,"totalVolumetricWeight":45.5,"bin_packing_result":{"response":{"id":"1769574019_a716bc2c69392b835a046d5a216dc96e","bins_packed":[{"bin_data":{"w":66.04,"h":63.04,"d":1.1,"id":"unique","used_space":71.2132,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":63.04,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/42add8292ca9b0be89a5e15d3689b4ba/1769574019-0749-3668496.svg","items":[{"id":"item-4","w":66.04,"h":63.04,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/42add8292ca9b0be89a5e15d3689b4ba/1769574019-0746-6550012.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":29.28,"h":36.71,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/42add8292ca9b0be89a5e15d3689b4ba/1769574019-0747-3342533.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":22.04,"h":18.33,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/42add8292ca9b0be89a5e15d3689b4ba/1769574019-0748-5196634.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":15.68,"h":18.33,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/42add8292ca9b0be89a5e15d3689b4ba/1769574019-0749-8759491.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":72.8,"rate":574.825,"tariffAndDS":647.625,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":1040.9647874999998,"totalShipmentCostFormula":"((tariffAndDS (647.625) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 1040.96","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":72.8,"rate":327,"tariffAndDS":399.8,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":667.9633799999998,"totalShipmentCostFormula":"((tariffAndDS (399.8) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 667.96","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"fedex","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":45.5,"rate":426.195,"tariffAndDS":471.695,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":724.9952149999999,"totalShipmentCostFormula":"(( tariffAndDS (471.695) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 724.995215","warnings":["FedEx Not Available (Width exceeds 150 cm)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":0,"rate":"331.47","tariffAndDS":331.47,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":525.6624125,"totalShipmentCostFormula":"(((tariffAndDS (331.47) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 525.6624125","warnings":["UPS Not Available (Height exceeds 148 cm)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"dhl_usa","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":72.8,"rate":"424.35","tariffAndDS":497.15000000000003,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":541.1500000000001,"totalShipmentCostFormula":"(((tariffAndDS (497.15) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 541.15","warnings":["DHL USA Not Available (Width exceeds 97 cm)","DHL USA Not Available (Height exceeds 97 cm)"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":0,"rate":905,"tariffAndDS":905,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":905,"totalShipmentCostFormula":"((tariffAndDS (905) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 905"}]},"cheapest_shipping_cost_usd":530.0,"totalCost":1160.0,"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":12.3228,"result":"404.5752","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":0.0032408001648,"result":3.2408001648,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":6},{"material_id":257,"dense_weight_expression":0.00025739493,"result":0.25739493,"sign_material":"Master Thinner 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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":30.8712,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":24},{"material_id":496,"dense_weight_expression":0.35407678598063,"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":"1","sign_material":"Flush/Stud Mount","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":28},{"variable_id":70,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"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":43.565065689115436,"result":502.28627213793607,"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":"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":"63.32","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":"4","perimeter_of_sign":"73.98","nested_area":"40.62","occupied_area":"9.78","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"63.32","material":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":14,"testDenseWeight":0},"timestamp":"2026-01-28 04:20:20"} 
[2026-01-28 04:20:20] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-01-28 04:20:20"} 
[2026-01-28 04:20:21] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-01-28 04:20:21"} 
[2026-01-28 04:20:21] local.INFO: Incoming Request {"data":{"sign_type_name":"Flat Cut Aluminum Letters","sign_depth":"0.3","mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]},"timestamp":"2026-01-28 04:20:21"} 
[2026-01-28 04:20:21] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-01-28 04:20:21"} 
[2026-01-28 04:20:21] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Flat Cut Aluminum Letters","sign_depth":"0.3","mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]}},"timestamp":"2026-01-28 04:20:21"} 
[2026-01-28 04:20:21] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Flat Cut Aluminum Letters"},"timestamp":"2026-01-28 04:20:21"} 
[2026-01-28 04:20:21] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":11},"timestamp":"2026-01-28 04:20:21"} 
[2026-01-28 04:20:21] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":11},"timestamp":"2026-01-28 04:20:21"} 
[2026-01-28 04:20:21] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-01-28 04:20:21"} 
[2026-01-28 04:20:21] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":11},"timestamp":"2026-01-28 04:20:21"} 
[2026-01-28 04:20:21] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Flat Cut Aluminum Letters","sign_depth":"0.3","mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","shipping_weight":45.5,"shape":"rectangular","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]}},"timestamp":"2026-01-28 04:20:21"} 
[2026-01-28 04:20:21] local.INFO: Validation Passed {"data":[],"timestamp":"2026-01-28 04:20:21"} 
[2026-01-28 04:20:21] local.INFO: Input Parameters {"data":{"dimensions_count":4,"shape":"rectangular"},"timestamp":"2026-01-28 04:20:21"} 
[2026-01-28 04:20:21] 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 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)","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":"2026-01-28 04:20:21"} 
[2026-01-28 04:20:21] local.INFO: Sign Type Lookup {"data":{"sign_type":"Flat Cut Aluminum Letters","found":true,"sign_type_id":11},"timestamp":"2026-01-28 04:20:21"} 
[2026-01-28 04:20:21] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":11,"has_module":false},"timestamp":"2026-01-28 04:20:21"} 
[2026-01-28 04:20:21] local.ERROR: USA Workshop Module Missing {"data":{"sign_type_id":11},"timestamp":"2026-01-28 04:20:21"} 
[2026-01-28 04:20:40] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"0.7","sign_type":"Flat Cut Aluminum Letters","mounting_type":"Flush/Stud mounted","quotationId":"519","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"4b096bac-8543-4fce-a7ef-cd31fc705f6a\",\"width\":21.74,\"perimeter\":96.16,\"height\":18.03,\"area\":106.38,\"image\":\"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\",\"boxArea\":\"391.97\"},{\"id\":\"d63c64c0-1516-4ddd-8ee9-ff29247b707f\",\"width\":15.38,\"perimeter\":78.78,\"height\":18.03,\"area\":149.69,\"image\":\"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\",\"boxArea\":\"277.30\"},{\"id\":\"2e949f96-ce04-45e2-8e8a-7c250c8e3d95\",\"width\":28.98,\"perimeter\":191.16,\"height\":36.41,\"area\":266.31,\"image\":\"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\",\"boxArea\":\"4124.53\"}]","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":"63.32","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":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","no_of_letters":"4","perimeter_of_sign":"73.98","nested_area":"40.62","occupied_area":"9.78","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"63.32"}},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] 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":"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":"63.32","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":"4","perimeter_of_sign":"73.98","nested_area":"40.62","occupied_area":"9.78","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"63.32","material":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Looking up SignType {"data":{"sign_type":"Flat Cut Aluminum Letters"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":11,"formulas_count":22},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Retrieved Variables List {"data":{"sign_type_id":11,"variables_count":10},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] 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":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] 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":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Final Variables Merged {"data":{"variables_count":160},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Merged material items {"data":{"formulas_count":22,"items_count_after_merge":22},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Merged variable items {"data":{"variables_count":10,"items_count_after_merge":32},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] 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":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Initializing MathExecutor {"data":{"variables_count":160},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: MathExecutor variables set {"data":{"variables_count":160},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: NEAREST_INCH called {"data":{"input_value":"0.25","sign_type":"Flat Cut Aluminum Letters"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: NEAREST_INCH result {"data":{"input_value":"0.25","closest_inch":0.197},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Formula executed successfully {"data":{"name":"Sign Depth/Thickness","expression":"NEAREST_INCH(sign_depth_or_thickness, sign_type)","result":0.197},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] 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":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] 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":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] 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":"12.3228"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 5mm Pakistan","expression":"if(var_formula64 == 0.197, material501649 * nested_area * variable68 , 0 )","result":"404.5752"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] 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":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] 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":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: No formula, default result applied {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0032408001648},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * material500611","result":3.2408001648},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00025739493},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * material500214","result":0.25739493},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.00245515164},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * material501055","result":2.45515164},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.426 * weight_material502098 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.21 * material502350 , 0 )","result":"0"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.00504593232"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.41 * material502098 )","result":"5.04593232"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00244895112"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.21 * material502131 )","result":"2.44895112"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0032790384"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.3 * material502350 )","result":"3.2790384"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00026163456"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.08 * material501680)","result":"0.26163456"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] 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":3.3977806269600004},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable66 * nested_area","result":30.464999999999996},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material500379, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] 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":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] 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":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] 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":"30.8712"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":"30.8712","result":0},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), ( 4 * sqrt(nested_area) * 2 * weight_material502074 ) / 144, 0 )","itemDenseWeight":"0.35407678598063"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":"0.35407678598063","result":0},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] 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":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, weight_material501803 / 144 * (  ( width_of_line_1 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_2 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_3 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_4 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] 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":"0"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, ( weight_material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] 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":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * weight_material501803 / 144 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] 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":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Total Cost formula detected {"data":{"item_id":73},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Formula calculations completed {"data":{"total_items":32,"successful_calculations":31,"errors_count":0},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":456.62388376176,"totalDenseWeight_before_formula":43.565065689115436},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable67","computed_totalCost":502.28627213793607},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Total Dense Weight formula executed {"data":{"formula":"totalDenseWeight * 1","computed_totalDenseWeight":43.565065689115436},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Total Cost result added to calculationsResults {"data":{"variable_id":73,"result":502.28627213793607,"dense_weight_expression":43.565065689115436},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Flat Cut Aluminum Letters","objects_count":4,"totalDenseWeight":43.565065689115436},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":4,"sign_depth":"0.25"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":21.74,"height":18.03,"depth":"0.25"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":15.38,"height":18.03,"depth":"0.25"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":28.98,"height":36.41,"depth":"0.25"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":65.74,"height":62.74,"depth":"0.25"},"timestamp":"2026-01-28 04:20:40"} 
[2026-01-28 04:20:41] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1769574040_aa6fd3d310c9a8076f66a0302b2abca6","bins_packed":[{"bin_data":{"w":66.04,"h":63.04,"d":1.1,"id":"unique","used_space":71.2132,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":63.04,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/f436f1c541160c1e508e7d4f9f245f11/1769574040-4407-2613838.svg","items":[{"id":"item-4","w":66.04,"h":63.04,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/f436f1c541160c1e508e7d4f9f245f11/1769574040-4404-1795849.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":29.28,"h":36.71,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/f436f1c541160c1e508e7d4f9f245f11/1769574040-4406-7029823.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":22.04,"h":18.33,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/f436f1c541160c1e508e7d4f9f245f11/1769574040-4406-8537070.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":15.68,"h":18.33,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/f436f1c541160c1e508e7d4f9f245f11/1769574040-4407-9982180.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-01-28 04:20:41"} 
[2026-01-28 04:20:41] local.INFO: Box added from packed bin {"data":{"length":1.1,"width":66.04,"height":63.04,"denseWeight":43.565065689115436},"timestamp":"2026-01-28 04:20:41"} 
[2026-01-28 04:20:41] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"quantity":1,"denseWeight":43.565065689115436}],"cheapestShippingCost":525.6624125,"rawShippingRates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":72.8,"rate":574.825,"tariffAndDS":647.625,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":1040.9647874999998,"totalShipmentCostFormula":"((tariffAndDS (647.625) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 1040.96","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":72.8,"rate":327,"tariffAndDS":399.8,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":667.9633799999998,"totalShipmentCostFormula":"((tariffAndDS (399.8) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 667.96","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"fedex","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":45.5,"rate":426.195,"tariffAndDS":471.695,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":724.9952149999999,"totalShipmentCostFormula":"(( tariffAndDS (471.695) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 724.995215","warnings":["FedEx Not Available (Width exceeds 150 cm)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":0,"rate":"331.47","tariffAndDS":331.47,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":525.6624125,"totalShipmentCostFormula":"(((tariffAndDS (331.47) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 525.6624125","warnings":["UPS Not Available (Height exceeds 148 cm)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"dhl_usa","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":72.8,"rate":"424.35","tariffAndDS":497.15000000000003,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":541.1500000000001,"totalShipmentCostFormula":"(((tariffAndDS (497.15) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 541.15","warnings":["DHL USA Not Available (Width exceeds 97 cm)","DHL USA Not Available (Height exceeds 97 cm)"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":0,"rate":905,"tariffAndDS":905,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":905,"totalShipmentCostFormula":"((tariffAndDS (905) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 905"}]}},"timestamp":"2026-01-28 04:20:41"} 
[2026-01-28 04:20:41] local.INFO: Product cost factor determined {"data":{"sign_type":"Flat Cut Aluminum Letters","productCostFactor":1.25},"timestamp":"2026-01-28 04:20:41"} 
[2026-01-28 04:20:41] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"63.32","sign_depth":"0.7","sign_type":"Flat Cut Aluminum Letters","processed_sign_type":"Flat Cut Aluminum Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-flat-cut-aluminum-letters.png","mounting_type":"Flush/Stud mounted","combined_production_cost_usd":510.0,"total_production_cost":630.0,"totalDenseWeight":43.565065689115436,"totalVolumetricWeight":45.5,"bin_packing_result":{"response":{"id":"1769574040_aa6fd3d310c9a8076f66a0302b2abca6","bins_packed":[{"bin_data":{"w":66.04,"h":63.04,"d":1.1,"id":"unique","used_space":71.2132,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":63.04,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/f436f1c541160c1e508e7d4f9f245f11/1769574040-4407-2613838.svg","items":[{"id":"item-4","w":66.04,"h":63.04,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/f436f1c541160c1e508e7d4f9f245f11/1769574040-4404-1795849.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":29.28,"h":36.71,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/f436f1c541160c1e508e7d4f9f245f11/1769574040-4406-7029823.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":22.04,"h":18.33,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/f436f1c541160c1e508e7d4f9f245f11/1769574040-4406-8537070.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":15.68,"h":18.33,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/f436f1c541160c1e508e7d4f9f245f11/1769574040-4407-9982180.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":72.8,"rate":574.825,"tariffAndDS":647.625,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":1040.9647874999998,"totalShipmentCostFormula":"((tariffAndDS (647.625) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 1040.96","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":72.8,"rate":327,"tariffAndDS":399.8,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":667.9633799999998,"totalShipmentCostFormula":"((tariffAndDS (399.8) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 667.96","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"fedex","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":45.5,"rate":426.195,"tariffAndDS":471.695,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":724.9952149999999,"totalShipmentCostFormula":"(( tariffAndDS (471.695) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 724.995215","warnings":["FedEx Not Available (Width exceeds 150 cm)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":0,"rate":"331.47","tariffAndDS":331.47,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":525.6624125,"totalShipmentCostFormula":"(((tariffAndDS (331.47) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 525.6624125","warnings":["UPS Not Available (Height exceeds 148 cm)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"dhl_usa","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":72.8,"rate":"424.35","tariffAndDS":497.15000000000003,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":541.1500000000001,"totalShipmentCostFormula":"(((tariffAndDS (497.15) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 541.15","warnings":["DHL USA Not Available (Width exceeds 97 cm)","DHL USA Not Available (Height exceeds 97 cm)"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":0,"rate":905,"tariffAndDS":905,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":905,"totalShipmentCostFormula":"((tariffAndDS (905) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 905"}]},"cheapest_shipping_cost_usd":530.0,"totalCost":1160.0,"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":12.3228,"result":"404.5752","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":0.0032408001648,"result":3.2408001648,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":6},{"material_id":257,"dense_weight_expression":0.00025739493,"result":0.25739493,"sign_material":"Master Thinner 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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":30.8712,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":24},{"material_id":496,"dense_weight_expression":0.35407678598063,"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":"1","sign_material":"Flush/Stud Mount","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":28},{"variable_id":70,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"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":43.565065689115436,"result":502.28627213793607,"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":"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":"63.32","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":"4","perimeter_of_sign":"73.98","nested_area":"40.62","occupied_area":"9.78","avg_char_height":"Greater than 24 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[2026-01-28 04:20:41] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-01-28 04:20:41"} 
[2026-01-28 04:20:42] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-01-28 04:20:42"} 
[2026-01-28 04:20:42] local.INFO: Incoming Request {"data":{"sign_type_name":"Flat Cut Aluminum Letters","sign_depth":"0.7","mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]},"timestamp":"2026-01-28 04:20:42"} 
[2026-01-28 04:20:42] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-01-28 04:20:42"} 
[2026-01-28 04:20:42] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Flat Cut Aluminum Letters","sign_depth":"0.7","mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]}},"timestamp":"2026-01-28 04:20:42"} 
[2026-01-28 04:20:42] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Flat Cut Aluminum Letters"},"timestamp":"2026-01-28 04:20:42"} 
[2026-01-28 04:20:42] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":11},"timestamp":"2026-01-28 04:20:42"} 
[2026-01-28 04:20:42] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":11},"timestamp":"2026-01-28 04:20:42"} 
[2026-01-28 04:20:42] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-01-28 04:20:42"} 
[2026-01-28 04:20:42] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":11},"timestamp":"2026-01-28 04:20:42"} 
[2026-01-28 04:20:43] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Flat Cut Aluminum Letters","sign_depth":"0.7","mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","shipping_weight":45.5,"shape":"rectangular","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]}},"timestamp":"2026-01-28 04:20:43"} 
[2026-01-28 04:20:43] local.INFO: Validation Passed {"data":[],"timestamp":"2026-01-28 04:20:43"} 
[2026-01-28 04:20:43] local.INFO: Input Parameters {"data":{"dimensions_count":4,"shape":"rectangular"},"timestamp":"2026-01-28 04:20:43"} 
[2026-01-28 04:20:43] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face-Lit 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)","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":"2026-01-28 04:20:43"} 
[2026-01-28 04:20:43] local.INFO: Sign Type Lookup {"data":{"sign_type":"Flat Cut Aluminum Letters","found":true,"sign_type_id":11},"timestamp":"2026-01-28 04:20:43"} 
[2026-01-28 04:20:43] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":11,"has_module":false},"timestamp":"2026-01-28 04:20:43"} 
[2026-01-28 04:20:43] local.ERROR: USA Workshop Module Missing {"data":{"sign_type_id":11},"timestamp":"2026-01-28 04:20:43"} 
[2026-01-28 04:21:11] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"0.6","sign_type":"Flat Cut Aluminum Letters","mounting_type":"Flush/Stud mounted","quotationId":"519","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"4b096bac-8543-4fce-a7ef-cd31fc705f6a\",\"width\":21.74,\"perimeter\":96.16,\"height\":18.03,\"area\":106.38,\"image\":\"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\",\"boxArea\":\"391.97\"},{\"id\":\"d63c64c0-1516-4ddd-8ee9-ff29247b707f\",\"width\":15.38,\"perimeter\":78.78,\"height\":18.03,\"area\":149.69,\"image\":\"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\",\"boxArea\":\"277.30\"},{\"id\":\"2e949f96-ce04-45e2-8e8a-7c250c8e3d95\",\"width\":28.98,\"perimeter\":191.16,\"height\":36.41,\"area\":266.31,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAAKQAAADOCAYAAACw2ql9AAAgAElEQVR4AezBCZTme13f+ff3+/v/n6Wqq7q6qvf97gICbgkRENwC5qDJRAwqETUqi6Jy1BkX5GTUkzEZ9QRjiAsoEUW2KM5EMxwSJ0pAEIRBlivYfbnd1ftSfW931/Is///v+5l6nqeru4vbVd3ce/s6c63XyySx4f8fFGDOUJVBITwZ5qiqxeXLlzlybJajx45x+IEHOXdhjpNnTjF34SJLvR4z0zPs3b2H7dNTfP3Xfg333XUnO7dOU1d9CLNmowSDOgJ3lgVOAA44I87tZJLY8LdMrGaskgWZEQER6FP3/zVve/vb+Z23vIVOv0d3fgn6HYYabagrcAM3sAQGhEEIlAFBDqzdZGpqip/4X36cV73qVWxuF3TACsABI3AGnCeCSWLD3yKxmgGCMBAQjFy81NXrf/lXeNObf4u5Uyeh1YBuH4oEjQZ4IrXGaDQamBlFWRASAyGxws0YWLh8mWarRdWviIcvQASY2LpnH//xzb/FC77mOVxhBiTAuf1MEhv+P0JQBViCGujV0lvf9nv86I/8z/QvLoK3oJGwdos0MYY1GlirgQxyBMkKCGFumBkuiAjquqbRaJBSgSTquiLLKMuCnIN+rwe9RegtwVIPun02TU3yb1//C3zLS19CEyNFtqYnBnKdSUXidjBJbPhbJsgCHBJwfqmnf/bSf8773vdnsDgPlrCJ7bRamyjbbSIZuXSyOZGMTCZhOCN1r0+yhMuRRN3vkgojcjDgRUkqm6RGE/OCXu4hZagqvNcj9So6p09CAWxq8dGPfJinHTxAqmvKsjRuI5PEhr9dAdSAg772m17M+//kv0KRYKxFMT1FRKLZmMAtYWaEgSSyDEk4NQWZqrNE7vbJ3R5cvAQkCEGjgGoJUgIDssHEZqw1zvjEZqxM5EaDTCBlPDLWr8hLi/RPnwaH73rZt/Hbv/kbXGHcJiaJDU8AMaQILDkBiJEA/cy//nf8/C/8AnQWYXoL49um6eYakhMYshJwXJACXJAUDCQF82dPwuIi5Axlg6d80VP4Ry94Ic/5B1/J5MQ4vf4ily49zMc+/gn+4iMf4xOf/AyLCwtQZ9i6g+bMDJU7kYS5aKVEdHo0crD08AXypXNMb53m1PHjINF0M24Dk8SG2ykYcYaqDGVivq4oi5KFXq39B++ic3EBxsZgcpzm1ASVgjBwQcgAgSXMoCEjdbqkCOZPn4KlJUjOT7/2tbz61a9mx/YpIjNiYAZmLAscJ4Aqw5Hjp/iK5zyHxYUlip37KMY3IYNe1QcXAy5IqslLl4njR6E1zrnTp9k21iTXMncjA4XzuDBJbLidghGHgCBwdzLo3/yHX+V1r/1psAImtpCaLTTWIJKBMSIwDCsci4xXQaprumfPwcI8RavN63/xf+dV3/c9KIsiGf1+piwTZpg5Q0EAgeMgJwJ5ggVgYvNW2LKDcmIKLxK9yGCAAQYooFqCpQU4dhJaLU4enWXn1s3kjLlDMh4XJokNt5dyYCEiGbU7PUnPe+7X8lcf/Sg0GjR27aQ9uZmeoIeQMhjLDAREMNZoEp0O9eV5otMhFue5+757+fRffoRmYkjBgJkzIsAYCgIIHAc5GPSBxUBf9KV/j3NnH4KpGcpmg9pABhhgwZBqGjnIFx8mnzwNm8a4dGGOsQQFGI8Tk8SGJ868pD133M38sZMwM8PYtm1Yq0V4okpQm0FkQBCCAM/BmKC/sED/oYdhYZ5/+6tv4Adf8S/wGqLKhGHNVmJIXGMMBQEEjoMcDOZ7Qdl0zdz9FJYeWoCZ7aR2C5ITBjLAgoFkRhkBnUWs36dz5HOM7djJ3KljNBky57EzSWy4PaqqoixLqpwhJTo5tH//nVyam2Pi7nuo3DES2aFyRw4kAzcIQQ6oa4oaxqrg8ulT0JnnfR/+MM/50qeTxIhhYjUzRoyhIIDAcZATAZ7gEmhq81YY3wITU5StJuFGGMgAAxQQwgicoIyge/osLC7xdS/4h/zRH76DMiCZbBmPhUliw+OvqirKsmQgAwsRmtm2g7zQpdy2jbRlC5U7TiLMCQN5gBsYICALej1ssYdOnwYFf/qh/8Hf/7Jn0haYMIwhsZoZYFwVBBA4DnIw6AN/+enP6rlf8mWw7058fBIvEwLCQAYYICAyQx5YBM1uRff8HMxf5pOf/hRPv2c/y0wB5jxqJokNjwMxYtyINu/dz+ULF0hbd7BpeppeNip3IiWEYwJZgBtDUdO0RJ7vUF94CBYv8ptveTPf/W0vJgE1mCFcjMi4njmrBAEEjoMcDCrQwac+g1NHj+L778aaY5gbAsJABhgjEhAMKWjkoJmD+c8eYnxqMwtzxxmIjHniUTNJbHgciBFjqMoiJcNB++99KsePHYPtO5nYMk2kgn6VCXNySmBgwYgbWECvz0TRpLq0QOfkcV78bS/mbb/zRgrAwfoIB4zAxTIHGSvMWSUIBpwB51Knz3y3q32798CWaYrpHVA2ESNhIGPEAIkhBQhaRULdLv2HLqJzZ/izD/wZz3/Wl1NlWZmMR8skseGxCFZzAujlTJmSvuaFL+IDH/ggTG+nnJrGi0QdIImBMMAczBiywBSM4dhij4XDD7BpapKHH5rFuMJkXOEKRpwhGQPmrDK/dJmJsUlynUlF4mGFnv+CF/Cp9/85xd478PFJspesCOMqGcsCY8QFoYwL8sISXDjPxOQmzs0exjJWAp64Kggc51aYJDY8FsE1TgAZMODXfvet+uFXfD9Mb6Oc3oHKJjkCSUAw4gy5MRIkBb7UpTpzFroVD509zdTmBCaWGasEI86QjAFzbqivIJlz5OJF3bNrF0xsZmz7LuqyRaZgRRirWTDgYihHjZmhfg0XL8HFh1lcnKMFOBhixCAIHOdWmCQ2PA4EGGQgA6cvXdbB7Tug2aK5aw+MTdGXI4kbcsMEriApyJcuks+c5eXf9wp+/Q3/GhNgMm6RmXG9XGdyMtycDmjH/oN0zpylfdfdqNGk9ibZnDVZMOBiKEdgZgzo8gIceYDf/YN38R3/9BtZZogRgyBwnFthktjwOBBgUAEVaPOuvdQXLpD272d8cppONioSa3JhgkJBIweLRx6EVJAvn8IBBYaJW2VmfD4Bl4FPfuZv9LxnfhlMT9OemYFGi74lAmdNFgy4GMoRDJgZ1ukSn3uA53391/Cn7/k/cTDEiEEQOM6tMElsuAVixFglAGekX4kojZe/5kf11jf9JrZrN2NbtlBlqAMCZ025RyoKGjmoLl+mPnaC//ze9/CiF3wVEZDAMHGrzIwVASx2e6Rmk56h6entkI1yywzFxCaiLKgxAmctTnC9kFjRzEH32FEmx5qcOz5LCebOiEEQOCuc9ZgkNtwCMWKsEoxI4AZHzl/UXQfvhLE2zExTjE9QBxDGmizwwihypp3FpcOH2TQ5yYXTszQclrp9azdLvhBmxooAMmDAP/+B1+hdb34LTG2htXkKa7Wo3BFOGGtyguuFxIpmDronT9B24+LZ45SAgWGAQRA4K5z1mCQ23AIxYqwSXBOgLXvvZuHSJWznLtRqQumAQziIG7Og0Uqot0Q8vEA+cYr/9O4/4Fv+8Qvp9DLtZjJJrCeMIRdDZsaKDFTA5X5oR3sCNk9jU1tojm/CCifLyAZhrMkJrhcSK5o56J87ixbm6c/PURgQGAYYBIGzwlmPSWLDLRAjxioBCDDgfR/+lL72eV8F27bR3raNjgQmkAMG4sYsKFPGqx69w0dojk/w8OmTtEuosqxMhiTWEgZixAAXmBkrKsBAe5/6TM4eOkL7wB30Gw1Ss8VAGAgIY01OcL2QWNHMQb4wR3VhjqpzkcKAwDDAIAicFc56TBIb1iEeybgqI2oZdaBNm3eAQbFrJ2qNkc0BgRnrcdWUXtOoK+YPP8jP/PzP81M/8sMkhswMTGItYZAZSYALzIyBjOgJjpw6py+++17YvIVyZjsUDQIIY8SN9TjBWho5qM6fo74wR69ziYYBwjDAIAicFc56TBIb1iFuzKCOoHAngF9+41v0Y698NezZQ3tmmp6cMJY5QxasxVXTVEXn+Cx0+yx15ikBE2bGkEmsJQwyIwlwgZkREfRNYEk7DtzF5XPnKQ7ciTXHCAoGwgIZmBnrcYK1NHJQnT9HfWGOXucSDQOEYYBBEDgrnPWYJDasQ9yQEGZGX0GYa9P0HnK3T7lvDzTaZHPCnKssuLEgRdDKfRZnj/Dlz3oWH/i/30spBswMhHCxpjAQI0lgghxBKhJ94OSF87pz1wGYnGLT3v30VBA4A2GBDMyM9TjBWho5qM6fo74wR69ziYYBwjDAIAicFc56TBIb1iFuKBS4OzXiP7717XrFd78c272fsakpOhLhCcxB4IKwAOMGghSBL1ymOn2KT91/P/cc2EvhWDIIQAgXawoDAQa4wAS4MVAD3/kDr9Tb3/J2JvfeQbTGqbygDpY5YYEsMDPW4wRraeSgOn+O+sIcvc4lGgYIwwCDIHBWOOsxSWxYhxgRI8aIQaffo91oatOOnSxWTrltO9Zq0TcDHHAQuCAswFgWrGJGG+gceZDxRoMLp4/RTIAwDIIRZ30BOMvEUDZhGB1g58E9Wjj1EJN33EtujtG3ROCAExbIAjNjPU5wvdzrkZpNzAzr9qmOHYVco6WHUICBYYCxLLjGWY9JYsM6xIgYMUYMMuIvPvJhPfc5XwU791NMThFFQZiDOchB4ILwYCQYksAdJLzbI47O8h0v/XZ+981vAAHCcAhGnFsgQIBBFZmUEvMEU9umxaUek3fcS26O0cXBEuCEBbLAzFiPE1wv15miLJCEljrEsVl27d7B0UN/TSHMnRFjWXCNsx6TxIZ1iCsC5GAM9fo9LDkH7rhDZ06fpnnXU4j2GJUZ4GAOAs8MhQMWgDOUa6wsUFXDpctw7jxHPvtZDu7bCo4RgEMw4tyEGBFgEAYCFhHbD+5R7/TDTB68l9wco4uDJcAJC2RgJtbjBJ/PPVHVFcwvwvFZfvJfvpaf+amfwENWFsaQsSwA51aYJDasQ1wRIAcDDKoMc5cuave2rbR27yEmpuk3GuAsc8BBQDBiAcYyBwFVj7LVoOr24Nw5GnXN0rnTpAIQhgEGwTXOOsSIAAMM+ojAeMZXPkuHP/ZpJu+4m9wco4MjT4AjCwbMxFpcYAQDMgiD0gucoN/tEfOX4MRxTl84z/bN4/Q7tbXaBQgwlgXg3AqTxIabEMsC5AwZYPDdP/jjesub3gg7tuNTk0RKIAcDzBkSVwQYIAcB/T7jpVPNX6Z/bJYXv+Sbedfb3oozZJIYCGPIMAacNYhVenUfUqL0xBve9Jt6zQ+8Btu6i+a2aboyKJpgXGUYI8Hnc0ERIIMqBQKKwinqDEsdusdmmd4yyemjnyOlhAsz51ExSWy4FQHhDBl0QJu2HST6Ne0De+m5CAfkDJmDcZ1gSA4KyhxsbhTMnzlJ79Qsf/nxv+IrvuSZZGQKkcwYCGPIMAacNYhrjKGMSBgXLi1o69Q0bN2Oz2zFxtpkEuCsMIyR4PO5oAiQBVUCWWA5M+6JhVNn4OwZ/vg9f8SLXvj1VFW2skw8WiaJDbciQM5AGHz4E4f17Gc9l7RjGzY+jhpGdkDOiIGxLBgyQIAcFDQkxgwuHj8KnUV6i/NYZMqUrNPv0Wg0uJ5hDDi3rt/v02g0qEFb77iPS+fnYPcu2lNTdKoAd64xTNyQC4xgIHvgBF7VeK9H78FZJrZMcfnccSRhy3KdSUXi0TBJbLgVATgDGfiSr/yH+vRffIj2fU+hLgvqQsgAOSMGxrJgyALkIEBQ5kCdRepTx9m6fSsnHnyAhCjcjWUZcT3DGHC+MLnO5CLxgU/dr6/7ymfD5mnKLVuoywYyZ8QxjLU4gYllARYkBUWdWXzwKHR7HDn6IAf37UAStozHwCSx4QvTzai9eQe0xmhv30Y0G/QJxHXMwVgWrCIwQapq6vlLcOo4P/EvX8vPve51NAzjioy4XsJ4tCpgEXT3Fz+dC39zhMa+feTNE2QzCCe5EziSMDNWscAFDXfIFShTLS1RX3gIul3e/Mbf4Dtf+hKSMWA8RiaJDbemjsDc+cBffEJf/fyvpti5i2LTZtRI9AnEdczBWBasIjAF1uthvS755CyfuP/TPPWuOynAWBaAENdLGI9WBXRBNTA9tgUwGvv3URUFRSpJjSa9ukI4jxQkBU0Dqopc9eidPAWdDj/2up/ml372dVxhPA5MEhturo6gcKdbw1c867m6/+OfYuK+L6IqErksCDJhXCUZGMuCVQSmwKuKfOoE9Dr0Fi9TAA7Gsoz4fAnj0QqgDxjo8JFjPP2epwKJ9u49lFu30FVQYYgBB4khCQg8gqLbQ90lqtOnoFXwe29/J//TN30DJWBAAcbjwCSx4ebqCMKcZKgoJ6A1zviBg1TuRFmQyVxPMjCWBVcJEJQRFFVN59hRJqYnOTP7IC0DBwtAiM+XMB6rXoZaofPnLvBF9zyNXl3DWAO2TNLaNEWYs6KuKkaCIoL+0Vnoddl6cD9/ff+nGG83aRg4mPP4MUlsuLmMSBif+swDesbTng579tGYniabY6kgk7mecDCWBSMOCgxo1UFjqculBw7xL17xvbzpN36FBBaszXnsgqvU62We97zn8dGPfgRCMLGZ1N5Eq90iudPv9+levAh1DwKmtm/n3e98B897zt8nAcGQcYXz+DBJbLi5AAL4odf8mH79195EcfAAGhsnKHAzwoPrCQdjWTDiIDCCsbqmNd/lwpEH+eCH3sdX/oMvI8BYh/P40rK6rrl48SLf94pX8t/+9P10lrpQV1A2oN/Fx9o8+9nP5t+9/pd52lPuIxkoi7I0lhm3gUliw61Z6md27Tmgy50u7TvupCpK8ESWwILrCQdjWTDiIEgKWrmmd+I09cWHWVy4xFjbCTDW4dwWYlm/zsgS84sdTpw4wcmTJ3nGM57B1q1bKJNRAALqLMpkhgDjtjBJbFhfMNKpQ5vKNkzP0Nqzl14qwBLCMAQWrBAOxrJgSAYCU81YiP7JMzSqPhcfOk1VVzSbpbEO5/YIIAIKhwwS4EAtcIOcsWZiSAHmgADjtjBJbFhfAAb8t//xAb3w+V/HxF130R0bpypKwIAEBCi4yhMYy4KhMBAYNamzRH3iLHtmpjkx+xmCIWMdzhMrWM15YpgkNqwvAAEvevG36L1//B4mD97NYqtB9gIoGDKBgqs8gbEsAIeaZQHUFN0O9ZGT/LNv+Wbe9XtvIsC4CeeJF1zjPDFMEhsGgrVknBpoTU2LSmzatYfO2Dg5FYAzZAIFV3kCY1kADmEQGVdN6naoHvgc7/hP7+Il3/wiQpgZ63KC9TmPKwHGOsRqxvrE+owBk8SGgWAtGacHGt80AWObGdu6nW5ZEl6AcYVAXOMJjGUBOIRhERS5IvU6dA9/luNnz7N7+2YkzIx1OcH6nMdGrCKBcR1nNbGasT6xPmPAJPF3QXAzwVoyzns/8H5909d8Hew7SGpvRkVBGGCAC8JZxRMYywJwCKMpaNYVi+fOkc+dYb5aZFPBgPEIYn3BNQ4Yj5lYJq4yvgDGauLRMElsWF8FfNv3fo/e/bZ3Utx5L3U4NFpgARbgBuGs4gmMZQFyCKMtaHS6XDpzmlbDuXx+lhA0DeMRxPqCaxwwHjvxhTHWJh4Nk8TfGeJRyQZb9u/T/IWLsHs/pCbeaBMe4GJIziqewFgWIMdJlHUmzS+wdOokm7dOcerEIUrAAiucmxA3ExjXc25GrBbcmDNiPHpifcaASeLvDPGFEUPZUTE+ARMTbNpzgE42FEZ4gIshOat4AmNZgBwnUdYZHr5E78Qx/slLX8Lv/s4baTmWAOexCR7JuRmxWvBIzojxRDBJPJlVVUVZlgxIoq5rcs60Wi3Wk2tIBUMnzj2sfbt3UO7bj09toVcBqYG5kAVDclbxxEgAjskp64xfnqd76gRveNOv8T3f9RLaYHVA4aAcDFhyBupen4Gi2eBmqiyuVybj0RMjxnpyDSkBBv1+TaNRsJaIADmeWJdJ4sksInB3BAgQIIRhrKeqoVlAFfCOP/hDfde3fyuN/QcotszQp6CuhZkhC7AAOat4YiQAhzAaOfDL83RPneD/uf+TPO2ePZRgBgQgxEDCCCAiGAhzJGFmuIEBxjUBBNcEIyYwYxXjxowRY8QYMUBAMOKMOFALkoGxWgA1okYMGE4JOBBACNzAAWekF8JMmCSejKqqIqWEu9OvK3KRAMMxDBDrM0BAgF7zYz/Jm970a4zv2k2MT1BZg5wZkgVYgJxVPDESgEMYjRz45Xm6p05wsXOBMkEBZoAAZ6RGCMMYCcAZESCgwTUVUAMZMFYzRsSQWCZuzABjxLjGAXGNM5KAGowM44mrKqACaiADBiQgAQ44IwKCawwwSTxZBVDXFd/zypdr2969KBUUZUmRCjw5K1xgUQDOgAzcHffE/jsO8Mrv/35UOM2JKbpFQYRhRZMBWXBDnhgJwCFEI4Pm56lOn+DnfukXSZZZuHiBs2dPs9BZotFuMdDtdFlcXKDZaDPQ6/UgOd1ul6WlJXq9Ht1OjxVhzvxih8BZ0a8rwriq0+lwveAaB+peHxNDkhiICIYiQILIDIUgBFWX6V07OXL4M2wyTILK4AXf+I3MnjpBNqdycGCmPcF4s0V7fJxms8nk5BStVouJiTFarTYQbNo0jkniySAAZzUBS6rYNLFZLHagOQ6eoK4hOVcJyFxjLBMY0G7B+CZaM9vJ5oQ5gbNCFow4qxjXCBJGysJyn97CPJw9AxFADSEwwI0hiSEvGJLADCSQoCi5ygLCIQIEGCPu4CxzhswYkrOKscwZkrOKG0NmIAMXGENFKqgfOsumPbuYP/EgGSwDXWDPnXeyMHsWcIaSQwQowAA3howRCUIMmCSeDAJwlokRY+ivjz2op937Rdj0bsr2JooiUdcZT84KF5QRmEAGAfRzTbDMDTVK1NpENsfEKrJgxFnFuEaQApIZREa5xpRxBUZgEYQ5Zg5ypGDAPTEgiRVSsIoFKaDIGRNDMgg3wkDmDJg5jyAnjGXOgHA+n5kxUGAMuTDAFjtcOnWM9rZp5k5+jhJMwCKw7867WTx2ni3bdpBbTTKilUpMgQzCnKwgyIQxVHV7mBkmiSeDAJxlYsQY+pU3v1GvedWrYc9dpLHNpJTIOePuDIRxhXO9iJqyKAiDnDN4gcwxcUUwIAtGnFWMETkDJnCBuVAIrAYLXBASqMAtMRASA8mdAUmsCIlHCjxnnOAqNwbCGDIzBmRcI2dFGJ/HWeGCAmMgLCgCGlXm4WNHaM5s5vyxBxgHMlgX2H33PSwcP0MxOcX4zp0IJ2GAEwaBgzthgQxyZCQxYJJ4MgjAWSaG+lWf1GjwT1/6Ev3R7/8h6cB9lK1JPDm5znhyBoIBR8ZQ4AzU/Q5Fu0UA0e1Co8GAiVVkwYizijEiZ8AELpYF5oZFBRaYQBKowCwxIIkBd2dAEiskcSNSBoIVcmNAxpBcDMi4wlmXnOt5iJEgBZS9PksnTtDYuoWHjh2iDQRYH9h1111cPnEa6oDxNmyawooWLghzZNAaGyMMwoIQFEUT3DBJPBkE4CwTIwZ9wfTO7Vq8eJnJPQcIc1aRM+KAM5DNyQY0CrKBPNFoNenVFeJGnFsSosQgMnW3Q8PAI0NkLASpILkzIIkB98SAFKyQxCM5biVhUCtTjrXIBr2qIjtYkYBgNWc1ZyQYca4nrrCgzFD2a5ZmZ2ls3cL5Y4fYBBhYH/jAxz7C+97353zwIx/lI5/4BPMXL8HFJej1QRVDlqDdwsbaUDYYm5jBGg1MEk8GATjLxIgxZM2myDWQuErONQ5ywAEHdzCgWcJYGzZvpjkxTl+BDJCzmnMzJvDIUPXJDz8EdQUXL4IbFAncodOB5AyFMeTOkMRVEo/kUDQhBClRbJ8hNRtkBxUJkhNuyLiOY+I6jotlwYizIgxkjFhQ1tDs1ywcnaWxdYoLxw/TBEqwADKQgR6QgQbQCOgtVNz/mb/mYx//OH/wf/whH/7Lj7DU6UAIImEz2zFJPBkE4CwTQzkLCuMZz/p7aoyNMz09zVVyrnECBwoCRzhhsHX7Nha7Hf7kj/8vGttmyI1EdkDOas7NJAVF1ae3cBEefohvffn3cv7sGcg1dVUREUiBW8mAZAy4OwOSWCGJR5Az0Gw2+eAH/5zOxcuwtAAz22hMTGCtBr0yQTKucQjnesZAMOJcT8YVQSNDs1czf3SW9swU508epolwZI4zEIABBgTgXNMPKB0E9IGPffx+Xv3DP8InPvgXmCSeDAJwVquBbq7VSAU16xMQgIAAHLj/wbM8+6lPo7F3HxpvUrnzSM7NlFHT7HdZOHcaCB6+cB4DEmCMGGCMiBFnRFwjbswAAxLQBX7ytT/Lr/7qf4BLF0l798LEBLnRgGSAQzhXGSBGLBgwOSvENUZQBjR7NfNHZ2nPTHH+5GFKRCIskVgRgAWYs0pfUBpUQC0hQWFGncEk8WQVjIibC0BAAAH0hN71zt/nVd/+nWy66176Y2P0k7O2YC2NCNL8ZTonZtlycD9HD32GFpCADMYyB5zHhbiil8WXf/mX85lP3w+bt9HYto26WRCC5CXICQMZy4KbMQaCMqDRr1k4Oktj6xTnjx+mDSQwrnDWl1ktMWKS2AABCAhAQA18wzf+Y73/v76Pyf0H6Y6N00/O2oK1NKKm3elw6cHP8dJXvYLfesMvUwIJLDMQJIwR43GkiOCn/9ef49/8b78EMzOkHVsp22Pkfgac2hxZAMF6jBVBGdDo1yzMzlLOTDF3/DBtIIFxhbO+IFjhOCtMEhsgGBEQQCWxdecedc5fYtvTnsklg35y1hbckAWNHKT5y3SOH+f33/NfeNHXfzUJLAFiIEgYI8bjTAG88J98K3/yR++hdd89RKuBwgicMJCxLFiPsSIoAxr9mhKMFI4AACAASURBVIXZWcqZKeaOH6YNJDCucNYXjDggCWSEgUliAwQjDgQgUDE5BY1xNu/cy1JKVO6sLbghCxo56J88AfPz/M3RI+zbtZUElhgxAscYMR4vEYG7k4XCoLF5N+SK5h0HCS+pHYQzEqzHWBGUAY1+zcLsLOXMFHPHD9MGEhhXOOsLRpyRfp1JKWGS2HAdAQbz/b4mxzZR7t4H45NEs002Z23BiDMSDFnQyEH/3FmYm+NiZ5GygALMAAeMwDFGjMdbAHWgX3/zW3nND/0QzX37iLEWlTvIuRXGiqAMaPRrFmZnKWemmDt+mDaQwLjCuRlxjTEQgEliwxUCBBjcf/iQvvjpX4rt3E17eoaenGzO2oIRZyQYsqCRg/6xozQbLRbOHmOgBnMgAUbgGCPG7dKp0djYJExOUO7dReUOOMi5GWNFUAY0+jULs7OUM1PMHT9MG0hgXOHcjHgkwySx4QoBYuj1//5X9KM/9TqK3XtpbNlKp64RzlqMYEiOjGXBkAWNXNN/8Ai79+3jgfv/isKwzEgJJAIwRozbITJ4Qlv23s3FuXM07ruXfnLAGZKzHmNFUAY0+jULs7OUM1PMHT9MG0hgXOHcjLgRk8SGKwSIoW940Tfpvf/9v9O++z40Nk6vzghnLUaAnBUyYQ5ERTOC7mc+y6t/7Ef5xX/1c7QSVjFSEDgDBhi328tf/aP6zd/+bRr3HKTvBeAMyVmPsSIoAxr9moXZWcqZKeaOH6YNJDCucG5G3IhJYgNkRMIgi1xldu7dp7nFDr5/H9Eew1IBcm7EBcYVcmSQVeGF0zDRvfgQnDrF+z/4IZ79zKeSM1YYYCIsGEgkngi/8uu/pdf8wKuxe+9BY23AQc7NGCuCMqBZZeZnZ2nMTDF37BAtIIFxhfPomCQ2PIJa7Qmq9ji+axd1o41ZYi0uMMAFgSODrAovnCJX9C/MwamTPHjmLHu3boZKViYDhCwIg0TidsoIhfGZv3lAz/jip2P33I3GxkHOrTBWBGVAs8rMz87SmJli7tghWkAC4wrn0TFJbIAAHAign7PaRUFz535iZhvRHiOyWIsLjCvkyCBTYw7eWyKfPwuXLnOps0DbIGXMjWVCFoRBIvFEOHX2Ye25525s925ojyMccCBYj7EiKAOaVWZ+dpbGzBRzxw7RAhIYVziPjkliA/SqPs2yQScqjp88o/vuuJNy+240sw0f20RVZdbjYsjkyCBbxhTQmUenT0NRsDB3hraBgxEsE7IgDBKJJ8LsyXM6eNc9+IH9aGwc4YADwXqMFUEZ0Kwy87OzNGammDt2iBaQwLjCeXRMEhsgI3pVn0bZ5PW/8Wv68R/4YdoH7qIa30RdNDBL3AqXM5A9INfY/CV06gR3P/0ZfOxDH2BTwpxlwTIhC2SG49xuWfDQxUVt37ED9u6Fyc1gCcxBwXqMFUEZ0Kwy87OzNGammDt2iBaQwLjCuQkxYqxiktgAVc5EMjLOt3/Pd+o/v/MPGNt7kF5rjOwlZon1yBgyOSOB5RrmLxGnTvCzv/SLvPYHX0kCUwY3lglZIDMc53bLgrPnHtaevXth3z6Y3AyWwBwUrMdYEZQBzSozPztLY2aKuWOHaAEJjCucmxAjxiomiQ0QQAa6BHc946k6f+wUE/vupFe0yUWTyJm1yAALwLFwRgKv+9j8PPXpE3zokx/naXffRdOwlCE5ywQuAnCc2ykjDGP22BndeeedcOAgNjkJnhAOkVmPsSIoA5pVZn52lsbMFHPHDtECEhhXODchRoxVTBIbRnoENa6p3Tupe31auw9QFy280aaqKtYiAywABzkmcAVe92H+EtXpE5y/fJEtzQKBqcqUKQECN4LAcW6nfl3RKEoOPXhc9917Hxw4iE1OgieEQ2TWY6wIyoBmlZmfnaUxM8XcsUO0gATGFc5NiBFjFZPEBqiqCi9KZKhsT8DmLfj0DNYaw4oGua5ZiwywAHOQYwENidTv0L04R5w5RS/3aABZmAW4M2I8od76jnfrZd/xHXDgIDY5CZ4QjhGsK8RIUAY0q8z87CyNmSnmjh2iBSQwrnBuQtyQSWLDNZ2eNDa+CXbvwSY3k5pNAkcSa5EBFmCAHAsYM4fuEosPHmJyZjMPnziGAwrMHBAjxhPqre94t172spfB/gPY5CR4QjhGsK4QI0EZ0Kwy87OzNGammDt2iBaQwLjCuQlxQyaJDdd84pN/oy/50i+lcedd5PYYVpZkGeuRARaMOBbQxsgLl+kde4DnPv/5vP+9/wUFxjJz1hGMGKsZj4e3vuPdetnLXgYHDpImJ5EnhIMy6woxEpQBzSozPztLY2aKuWOHaAEJjCucmxA3ZJLYcM3vvPVd+q7v/l6ad95B3WoTXoIbN/P/sgcvYHbnd33f39/v/9xmRnN0pNFqpZW0c/biXWNDAHOJCZDGhKctTV1oaClPHs0U0gLhZqB1DDbOY/AFCOBcwCSkjw0BOlJcpg1JaFJ4Qp72gZQSMLYxu7bHu9aes6tdXWZXl6PRzJz/+X0/nfP/z+zoeEdn5F1t1pL29ZIFGBscU9AIMbh0ifx0h59490/yrh/9n1Fg5uwiKBmjjJcqgIWTi5qfm4fZNtZsgmcIxwjGClEKqgH1PNHrdKjNtFjuLtEAMjA2ObsQOzJJvGrbd333W/TBX/sNJu67n0G9zsAcPAOCcWQBBsjJFDTMWXv2POnJDn/4kT/mq7/si3EwdhWUjFHGSxXAwslFzc/Nw2wbazbBM5CDBWOFKAXVgHqe6HU61GZaLHeXaAAZGJucXYgdmSRete0NX/X1+ujHPs7kgw+R12qEZyQMMzGOLMAAOZkCra0Rly7Ac+e5cPE5mvUqDsaugpIxynipFLBw8jc1NzcPs7N4cy/yDOGYi7FClIJqQD1P9DodajMtlrtLNIAMjE3OLsSOTBKv2jbdOqQr632mH3iQ9UqVMCfJwMU4sgAD5GQKKhGsP/MUrF7h6uUL1AEHY1dByRhlvFQKWDj5m5qbm4fZWby5F3mGcMzFWCFKQTWgnid6nQ61mRbL3SUaQAbGJmcXYkcmiVfBIMAdTTbvYt0ypo/dy3qlSpIR5uBiHFmAAYJMkC5fgSefYOpAizPdU0xmjoOxq6BkjDJeKgUsnPxNzc3Nw+ws3tyLPEM45mKsEKWgGlDPE71Oh9pMi+XuEg0gA2OTswuxI5PEnS4AB9YCTWQVancdoXH3IdayCkkGnhEWjCMLMEBQS5D1rrDaeYK/9I1fx+/+63/JhGfm4oWMEcHOnJtj4cSijs/NY+02Pt0EzwgcKTGOsSWoBtTzRK/ToTbTYrm7RAPIwLgBzvWZJO50ASSgt7qmmT37aNx9mMqBu1i3jIE5bhlhwTiyAAME9RQ0Lq9y6clT/NT7f4q3fN/3MFWpGOKFjBHBzpybY+HEoo7PzWPtNj7dBM8IHCkxjrElqAbU80Sv06E202K5u0QDyMC4Qc7OTBJ3ugAGwB9/7OP6uq/6GiYO3YPvn2HNMrCMMAeCcWQBBgjqKaheXOHKk6d49PE/577ZozQsM8QLGSOCnTk3x8KJRR2fm8fabXy6CZ4ROFJiHGNLUA2o54lep0NtpsVyd4kGkIFxg5ydmSTudAlIwD/5jV/XW77ju6geOkY2s5/1rAJWpRSMIwswQFAbJHz5EmtPf5Z1reNABQzxQsaIYGfOzbFwYlHH5+axdhufboJnBI6UGMfYElQD6nmi1+lQm2mx3F2iAWRg3CBnZyaJO10CcuAHf/TH9MF/8AH2PvAa1moN+l5B5gyZgnFkAQYIqv0B+elnqKR1Ll86ixPUcUO8kDEiKDkvj4UTizo+N4+12/h0EzwDOYnEOMaWoBpQzxO9TofaTIvl7hINIAPjBjk7M0nc6RKwDrz2DV+pJ//8k+x76HWsVGr0MwdzCgpMXJcsGDIgW88ZPH6K6b1TnD3zBETOhFcN8ULGiKDkvDwWTizq+Nw81m7j003wDOQkEuMYW4JqQD1P9DodajMtlrtLNIAMjBvk7MwkcadLwBXgnvse0NVLPWbufYAeTj9zMKegwMR1yYIhA7L1nMGnP8Obv/Wb+fA/+6dUSeZkONcQJWNEUHJeHgsnFnV8bh5rt/HpJnhG4EiJcYwtQTWgnid6nQ61mRbL3SUaQAbGDXJ2ZpK40yUggeq1BkzvY+LuI/RrNZI74BRMmLguWUAIc5H1cwaPP8GHfvV/4du/7b9m0swCcK4hSsaIoOS8PBZOLOr43DzWbuPTTfCMwJES4xhbgmpAPU/0Oh1qMy2Wu0s0gAyMG+Bcn0niThfAekKTU3vh4GHYMw31OpiDBQUB4nlmxrUUAzJEImFrV9FnH+cTn/4UD93XxpE5hvPKWzixqONz81i7jU83wTMCR0qMY2wJqgH1PNHrdKjNtFjuLtEAMjA2ObsQJWOESeJOF0Bvpa/WgUNw192wbz+YU7CgZFzLzNjigkg5FQNFn8HlC/DMac5evkCzMYWTrEKG88oKYOHkoubn5mG2jTWb4BnIkRLjGFuCakA9T/Q6HWozLZa7SzSADIxNzi5EyRhhkrjTBfDRjz+qr/yqN8I9x6C5FzyjYAEEkHEtM+NayvvUKo6vXmXt3FnIBqycX8YRTrIKFa7l/McXwMLJRc3PzcNsG2s2wTOEQyTGMbYE1YB6nuh1OtRmWix3l2gAGRibnF2IkjHCJHGnC+DXf+PD+s7578QefAhVqlBvULAAAsi4lplxLfVXmajWyHpXuPJkh9a9B+l+5jM0gCqywLiW8x9fAAsnFzU/Nw+zbazZBM8QDpEYx9gSVAPqeaLX6VCbabHcXaIBZGBscnYhSsYIk8SdLoDv/4G36pc/9E+xo0fR5BR4RsECCJBzLTPjWrKgngZUn73Elaef4m/8re/gV37pA2Qk8xDuFV5pASycXNT83DzMtrFmEzxDOERiHGNLUA2o54lep0NtpsVyd4kGkIGxydmFKBkjTBJ3ugBe9/qv0Kcff4LsvjY09pBkYAEWQICca5kZIyxoDAbUnr3Epaef4rd+91/wX37jXyUxsBoVvhAEsHByUfNz8zDbxppN8AzhEIlxjC1BNaCeJ3qdDrWZFsvdJRpABsYmZxeiZIwwSdzpApjed0hXV3Pqr3mQQaVBkoEFWAABcq5lZoywYHIwoPLsJS6dfoonnnqMI0fupoJZHn2qXuOVFsDCyUXNz83DbBtrNsEzhEMkxjG2BNWAep7odTrUZlosd5doABkYm5xdiJIxwiRxJwtAoMrEXpiYZmq2zVU5wsECLIAAOdcyM67lBI00wJ+9RO/pp0hxhSEHAwHGKy2AhZOLmp+bh9k21myCZwiHSIxjbAmqAfU80et0qM20WO4u0QAyMDY5uxAlY4RJ4k4QgLMtDRJZJWOVoJ+SWvUm2cwhKgcPktcmiAR4gAIIwLmWmbHFBWl9FR/kxJmzWN5nsPocTsFAgDFClIwRQcm5+QJYOLmo+bl5mG1jzSZ4hnCIxDjGlqAaUM8TvU6H2kyL5e4SDSAD4wY412eSuBME4GwQJYMABsDy1Z6ONA/SOHSUtG8/qTZBBGABCiAA51pmxhYXoETWX6f/+OPcOztLZ+njlGQgwBkhSsaIoOTcfAEsnFzU/Nw8zLaxZhM8QzhEYhxjS1ANqOeJXqdDbabFcneJBpCBcYOcnZkk7gQBOBtEyWCAAOP3P/Yn+oav+Domj91HarVYtyrgYAEKIADnWmbGFhdU3cgvXSR1O/zAW97CL/78e9hgIECAM0KUjBFBybn5Alg4uaj5uXmYbWPNJniGcIjEOMaWoBpQzxO9TofaTIvl7hINIAPjBjk7M0ncCQJwNoiCEDIjB375135FP/wdf4v6sTY+c4BVZWAZWIACCMC5lpmxxQkyBf1zy3DhAv/u9/4tb/qaL2ODQVByRoiSMSIoOTdfAAsnFzU/Nw+zbazZBM8QDpEYx9gSVAPqeaLX6VCbabHcXaIBZGDcIGdnJok7QQDOBlEyCmvA3Hf/TS1+6ASTx+5jfWoPqdoAOVgAAQRYxrXMjC1OoDwnLl+Es2c5/fRp7tm/hw0GQUHOjowRQcm5+QJYOLmo+bl5mG1jzSZ4BnKkxDjGlqAaUM8TvU6H2kyL5e4SDSAD4wY5OzNJ3AkCcDaIQgRYBn3g2MMP6nznLNNHZlmdmGRQqQJOKYAAy7iWmbHFCTwl8mfPw9mzXFm7wlTGkEFQkLMjY0RQcl4eCycWdXxuHmu38ekmeEbgSIlxjC1BNaCeJ3qdDrWZFsvdJRpABsYNcnZmkrgTBOBsEIUIiIwh7Z89Qu/SOq3Dx1ip1Mg9A8soBRBgGdcyM7Y4AalPeqoLVmGwfJqMgkFQckaIkjEiKDkvj4UTizo+N4+12/h0EzwjcKTEOMaWoBpQzxO9TofaTIvl7hINIAPjBjk7M0ncCQJwNojC2lqfxkSNnpKa0y2YarLv7iNcMSfHwTIggKBgGdcyM7ZkCmJ1heg8wZH7H+Szj/wJFTBnKCg5I0TJGBGUnJfHwolFHZ+bx9ptfLoJnhE4UmIcY0tQDajniV6nQ22mxXJ3iQaQgXEDnOszSdzegqEAHAdRiAAyuNRP2r9nGr/3Pqp79pCswiAJ3CgFBTNKzpCZsaUaQW31Klee6PLWt/1PvPcnfpxqhjlDQcn5QrBwYlHH5+axdhufboJnBI6UGMfYElQD6nmi1+lQm2mx3F2iAWRgbHJ2IUrGCJPE7S0YCsBxEGCQBP2AT516Qm94+HVw/wNk03sAJw0SeEYpKJhRcobMjC21FFQuXmSl2+F3/t3v8Q1/5S/ihjkbBFgAzheChROLOj43j7Xb+HQTPCNwpMQ4xpagGlDPE71Oh9pMi+XuEg0gA2OTswtRMkaYJG5vwVAAjoMAg0FAMvi1f7ao7/nvvwNm7yOb3gM4aZDAjRFmlJwhM2NLLQakM2cZnD/Hxd5lpiYcN8zZIMACcIJtzitj4cSijs/NY+02Pt0EzwgcKTGOsSWoBtTzRK/ToTbTYrm7RAPIwNjk7EKUjBEmidtbMBSA4yDAYHU9MVHP+MF3vEsf+Ie/AEeOku1pMpQGCdwYYUbJGTIzttRiQP/0aXz1Kiu9ZUxQcczZIMACcIJtzitj4cSijs/NY+02Pt0EzwgcKTGOsSWoBtTzRK/ToTbTYrm7RAPIwNjk7EKUjBEmidtbMBSA4yDAKKwLDrcf1IXlZ8nuu5+oNyAZksAoWVAySs6QmbHF19dI3Q7TExMsn+uQcqhXMWeDKBkE25xdiFHGTbFwYlHH5+axdhufboJnBI6UGMfYElQD6nmi1+lQm2mx3F2iAWRgbHJ2IUrGCJPE7S0YCsBxEIVBgDJUbx5EtRrVw0fIKxmEUTBKFpSMkjNkZmzx9TXS44/xJX/h9fzxH/0BFcMMcDaIkkGwzdmFGGXcFAsnFnV8bh5rt/HpJnhG4EiJcYwtQTWgnid6nQ61mRbL3SUaQAbGJmcXomSMMEnc3oKhABwHUVhLkAs1G5Nkh++hcuAu1s0gjIJRsqBkGBvkFNzY4utrpMc+zdt//B286+/8GFXD2OBsECWDYJuzCzHKuCkWTizq+Nw81m7j003wjMCREuMYW4JqQD1P9DodajMtlrtLNIAMjE3OLkTJGGGSuL0FQ8GQ40AAeYJnL13RkQN3MXFsltRq0TcDOQWjZAECM6Mgp+CGE5jA19fodx7n3//+v+crvvz1GFjFwNkgSgbBNmcXYpRxUyycWNTxuXms3canm+AZgSMlxjG2BNWAep7odTrUZlosd5doABkYm5xdiJIxwiRxewuGgiFHQAAh+H9+///Tf/af/GVqR2dh/wx9M5BTMEoGCMyEC5BTcAPlTLlx+czTsHyeK6tXmcxAYGxwNoiSsSkoOa+EhROLOj43j7Xb+HQTPCNwpMQ4xpagGlDPE71Oh9pMi+XuEg0gA+MGONdnkri9BUMBCCcoDRJ87/e/Rb/2oV+l2W6z2pgkzxzkFIySAQIz4eG4nDDABanPFAMun+7CxYusp5yhDMwAZ4MoGZuCkvNKWDixqONz81i7jU83wTMCR0qMY2wJqgH1PNHrdKjNtFjuLtEAMjBukLMzk8TtLRgKhhwBQenQsQf03OmnueuLv4SLMvLMQU7BKBkgMBMejssJA6tA9NeYyNdZefIUrZkZznVPEYLMMAecDaJkbApKzith4cSijs/NY+02Pt0EzwgcKTGOsSWoBtTzRK/ToTbTYrm7RAPIwLhBzs5MEre3YCgYcoYE5IGmWgcIh6lDR1irNUheAVEySsYmYXJczpBnoP4a1bUVVruf5Wve9Ff4vd/5N1TBQlAxcDaIkrEpKDmvhIUTizo+N4+12/h0EzwjcKTEOMaWoBpQzxO9TofaTIvl7hINIAPjBjk7M0nc3oJtDqIwAFUnprGZfVRb+0jVCZJVAOd5xoYAAxQgx+S42BD4oI+vXGb9yVN84Fc/xP8wf5wamAMBOBtEydgUlJxXwsKJRR2fm8fabXy6CZ4ROFJiHGNLUA2o54lep0NtpsVyd4kGkIFxg5ydmSRub8Hz5CAKH/nEo/rKL/9yOHKI6v79DLyOrAJyCkbJglKAHAvHBVKiFgN0+QLrzzzFn3zi43zpa19DCplFUKlkOBtEydgUlJxXwsKJRR2fm8fabXy6CZ4ROFJiHGNLUA2o54lep0NtpsVyd4kGkIFxg5ydmSRub8HzwkGAwc++/xf0oz/+Y3D4IJN3H+LqgA0VkFMwShYULEAO4WQBUqIWA3juWdaWn+Hy+hUqZtTBHAjA2SBKxqag5LwSFk4s6vjcPNZu49NN8IzAkRLjGFuCakA9T/Q6HWozLZa7SzSADIwb5OzMJHF7C54nIDk4vP4Nb9SjS59i4r57yet1BqqCOcgpGCULChYgh3BMYJGoDPpoeZl8+RnyWEOAC2PIRIZREGBsCkrOK2HhxKKOz81j7TY+3QTPCBwpMY6xJagG1PNEr9OhNtNiubtEA8jAuAHO9Zkkbn8Bg4AsAxnra8HkPXcrKlVqB++mH0CjAeYgp+BGwYJSAA5yEBuCRhqw9slPsndfk+fOPcmQBcYGc64juDHOy2HhxKKOz81j7TY+3QTPCBwpMY6xJagG1PNEr9OhNtNiubtEA8jA2OTsQpSMESaJ254AAySQgSOb2oft20+ltY9cBtUaGCCn4EbBglJQkFOIRNZfI33mMb7pr/0X/PZvfRgLjA3mjBHcGOflsHBiUcfn5rF2G59ugmcEjpQYx9gSVAPqeaLX6VCbabHcXaIBZGBscnYhSsYIk8RtT4ABATh8+tTTeu2DD9K4d5Zo7qVvBjgYIKfgRsGCUlCQgwAluHwJul0++Ksf5Dvnvh0LjA3mjBG8OM7NsHBiUcfn5rF2G59ugmcEjpQYx9hWjaCeJ3qdDrWZFsvdJRpABsYmZxeiZIwwSdz2BJhgIKg4v/DBX9cP/cAPUj90mNjbIq9kEJTkFNwoWFAKCnIQ+GBAXLwAZ07z6NIneah9DBdmzi6CF8e5GRZOLOr43DzWbuPTTfCMwJES4xjbqgnqeaLXPUVtpsVyd4kGkIGxydmFKBkjTBJ3BgHGuuAvvekb9ad/9BGmZ+9jpV4lKhUISnIKbhQsKFiA2OBYgqyfM+hdgnNPc3n1MhMOFTBEybiO4MVxboaFE4s6PjePtdv4dBM8I3AkMY4RbKkmqOeJXvcU9ZkW57tLNIAMjE3OLkTJGGGSuBPkg3WqlTp9YGr/3RrgTN9zhF4lgyyDMApyCm4ULChYUJBjCbKVVQbnz0INrpx7ijpQAUOUjOsIXhznZlg4sajjc/NYu41PN8EzAkcS4xjBlmqCep7odU9Rn2lxvrtEA8jA2OTsQpSMESaJO8laoImsgR05wuTBu1kJgTuIkpyCGwULChYUBFmCxmpi5bEl9j90lMc/+QmmgCoYomRcR/DiODfDwolFHZ+bx9ptfLpJmCOc3RhBQU41gkYKLj/xBPWZJue7SzSADIxNzi5EyRhhkrjdBRCIFNDtnNZD9z+I3XuM+oG7WBsEeMbz5BTcKFhQCrZUB0F2aYW1zuO87ad/kp/8sb9NFSxjgygZ1xG8OM7N8BsnFzU/N4/NtvHpJmGOcHZjBAU5FUEtBSudU9T2TbPcXaIBZGBscnYhSsYIk8Sd5Gff/4v60bf+bRoPv4aYmKQvBxyMkpyCGwULnqdgqJYGZMvPsnrmGf7Dxz/C6177MBMVN2eDKBlfUGKQ8ErG//0H/0FvetObyNr3wcQUKcvAHMRYJgoyyAKqEaw91SGbmuDCU4/RADIwboBzfSaJO0Ge5+AVvvyr3qhH/uwTTDz8EINqjZwMcDBKcgpuFCwoCFBgBI00IJ5+hvVLF1ldvUJmRjXDGBIl4wtKDBKDEO//xX+kd7z97dTuf5BUa5CyDMwhBGZcj4mCDExQjaD/zGmw4MK5J5kCMjBukLMzk8SdIE/CM1PrrqNcWbnK1GseYBUnrAI4WFCQU3CjYEFBgIJMQSMNWOk8AVdXWM9XsRDVzIwhUTK+4AQw/z3fp4UPfpDG676EvlcIczAHAWZcj4mCzDEF1Qj6Z8/C6mXOPnuefVXIwLhBzs5MEre7APIQg5D21CapH74HO7CfNcvAKiAHCwpyCm4ULCgZpAFViUYa0Dv1OA+2Z/nMIx8jT6KamTEkSsYXjAD6StQtY3/7fl08e476gw+Te4UwB3MQJTN2YqIgc0xQk1g/fwaePctTF5/j4ESFDIwb5OzMJHFbECXjBQJIwB995E/19V/5RqYfeJD1qUn6noFVQA4EBTkFNwoWFNxhfZ2aGZW1Va4uPcJ7fu7needbf5gNxhZRMr5gJOCqcnKhmclp2Lef+oHDrGcVkIFnQMY4pmBI5pigJhGrK+Tdz/Izf//v8SPf+zfxCGOTuTFkGDtxdmaSuC2IkvECAeTAd33f9+k3fvmDs9UE+QAAG/VJREFUNF/zMCuNGimrABXAgQABcgpuFCwomEG/T12QLl9gcOYpHn3s03zRsWMoMHNKomR8wUjAVYKT//L/0Pd8y39L5YHXYBPT5JaBZeAZyBnHFAzJHBPUJAYrPVL3s0we2M9zp5+gYiLDLAAhDON6nJ2ZJG4LomSMCEBAHzhw+IiuXrjM9H0PsFKrElkFzAEHBQiQU3CjYEHBAvKgPhiwfu4MrF9h5fJFqknYILdKvUZBlIwvGDmQg6YO7oV+MHXvffSpklsGloFlgDOOKRiSOSZoAIOrV2gop/dkl9/657/Jm7/pPyUirOJOMJ6zM5PEbUGUjBEBJCAHTU1Mw+QeGgcP0a/VCHcwBxwIECCn4EbBgoISRDCx3me122FqZg/PdbvU2BAy3CiIkgUl52aRhJmxI7HNICgJyEEPfsWXcfrTn4G7DjLV3M8aTjIHywAHnOsLtjlDWQQ1Ej7os3LuDFy5xKOP/BmzR48xWataUHJGBSVnkxhhkriliRcyCkEpAY+fPqMveuBBOHwvvqcJlhHmYAHGNjkFNwoWIGCQk6VgYn2dK5/9DN/zIz/I333fu5lu1MwkzDIKomRByXkpgmDIcRIJl2NmaABWgUjgGdAHDDCQgzkkUG/Q576HX8fF3lWo7aHR2ktWb7A66BOegbHBGS/Y5kCABCZMga2tEU+dhrVVfv3DJzn+178ZA9IgmSKnUquTr/Wp1uuEQZ4PcM9wQVrvU6vVIaNgkriliZ0ZBCAgAe/+uffrfT/xXjjWxhrTWBgQhAUYYJTkFNwoWICA9TWmKhl2qceVzik++sif8cWvfQ2R1qxWbQABOIiSBSXnpQiCLY4TQAQFBURAvQZpFbIakEE/0FPnl/n+H3oL/9e//m1Yy+HgMbI9+8hqVXAjR8gBoyQ2OKVgvKBgwVAWQWVljfXzZ2Blham7DvAPfvZnOP7t30Yjy9AAswqFHHBAgAPOhgAEGJgkbmliZwYBCEjAPQ88rGefOUf9odfSp4qFAUFYgAWYU5BTcKNgAQqIRGMQ9M+dIy5fZm3lApkFFccgAGc852YIQMDVgAyoGMrXYWnpFP/q//xt/rd//r/zyKcehStXwID9LSp7W2SNvYRXCQkZhAMGmFEQmJxSMF5QsGDIFVgaYIMc5TmDp56EfgJ3mvtavPmvfRNvfvOb+bKveANH2kdZC1FzIwNjwwQgwANMErc0sTODAAQkUH1qL8iZePiLWJNjYQyFBViAOQU5BTcKFqBgsl7j6vnzcPoMU1OTXFp+kowhmRiAHDNjW1BySs5LMYhA7jzy2GP6f//wjzj54d/kox/9OCvPXYZBgDv016FWg317oVKhsWcSq1XpDxKViWkGYaSUQAYVBxNbLMDllILxgoIFW1J/jWqtQvRzJioV+iurkA/onz8PJlhbBeUwUYepKfa0WnzLN38z3/j1X8/XfvVXc+jgAatnFUwStzSxM6OQgPOXejq8bwY7dJTG3YdYTZBZhaGwQBZgTkGUjJIBCioGdnWF/LHH+eG3vpX3//RP4GAQQADOeM6LFcCaxNTklEiCWgPygHoDGhNQb2DVClbJyGpVMncGCsJAgMzBMzCnIAdjQ1AQIEBOKRjLglLg4nkRA4ZMjplhZgw5Af1V8vwqrK9DPoArVyEPyAPImf3SL+KRj/0ZJolbmtiZQRJkBj/3gV/S237krTSOtrHWPlZlGBlDsgACzCmIklGyAAL667CyCqefZumxx3jg2EEcDAIIwBnPebESMAAalZqwCq0jR1FWI6o1qNewaoXVtTXcDLlhZgzJIIySZYSBiw1OGLgCA1wUXE4pGC/YYgwFMkgpACchhANOGLiCyVpGDPrkgz4aDPA8mLIq6l3l4nPLHH19m0989GOYJG5pYmdGIQH3P/x6dZ98kr333s9gapo1z4g8GJIFEGBOQZSMkgUQMBjA2TOwss7VC+eZqDBkEEAAznjOixXAOmiyPoFNN9l/8DB9MpI5qjhDHkJpgIWQAjMKYZTcGDKxwXGxITDARUlOwYLxgi1hbAhkEEmAE+YYFcwynudCJAbKIUQtjKlKjdRb5dkLZ7n7tUd55E8+hkniliZeyGB9PaderxKgrD4FjSkahw9je1qkLCNfHzAkCyDAHMQoAyxAAWtr0Omw/+Bhnjn1KDUKBgEE4IznvFgBXE2h6WodalVo7gUykIEBAmSQAlIfUoIYUDBK7hRESZTEKGN3FuwoEgUZVBuAg5xCowoGuACDFDAI6A9Afe75olk++acfxyRxawueJwdjxNPdczoyOwv33IPN3EWl1mAQCcIYkgVYgCgYJbHBAAOLwC5dJk6d4kMnT/Id3/4tOBgbgmDI2eKUgpLzUiVgJQX77jqoyPtgGWQZiJJE1mgiBYEgxPTevZgbAsydAMyNITfjWmEUghtkweeqBKQY4AIpWFlZY8gpDVbXKLiBAAlCIDAGPHD/ER796McxSdzagufJwSgowBze9c736t3vey88+DBMT+PmREoYGTI2BFiAKBglsa0aQX72PDx7nn5+GQcyYRgEQ4GzxSkFJeelCmAA5KA6sC6oGggQEGwLQIBREuMFJQHBi+NABiTAAbHNAAeMUoWSgKBUATKBI0wSt7bgeXIwCCACKg6z7YfUPbNM9YEHSZOTKCWUEniFUgDB5zJKLqilYPVTj7Lv8D081/0UBWEYBEOBs8UpBSXnpUoCGTgwELghY5sAJVBAGEhQr7LFGENsC148B5IoaEPNDTFKgAECEiCBGTiYCVxgkri1BducYJtAlWyS6oG7sEOHyas1NEiUHExAMGSUxCaJqowsoKoBvVOn+B+/+7v5J3//fTgYomQQBM4WpxSUnJthbW2Neq3BICWq1YxrKSgY13C2iW0CRMkYZbwkimAoJLJKxudSgDkoQAKJ52UVCiaJW1uwzQlAQB7wh3/yEX3D13wt9SNHYf9d9L2CIiiYUQoMcFFIHgx5EhWMSSpcPHsWzj7DUxcvcHhvFQdDlAyCwNnivBwkYWKbGQXjxohtomSMMj5PwfVIYptjGGMJMDBJ3NqCbU4ACRgA3/LffJt+97f+BRPt+0nTLfpkIIEZ2wIDXBSSB0OeRD2MxiC48Mwz1KoVnjt/ikkgBVZxQIBBEDhbnJeDlDCxzY1rBc61nOsQOzMKwecrGHJukJxxTBK3tmCbE0ACBqA9dx0kQrSO3cdVy+jLKZixLTCgEhAGyShkCuq5qK31ufjUaf6r/+5bWfj1f0wdjATVDBBgEAROKXB24ny+gmtJ4lpmItjiOM5YYmfGiODz52wQIMDYmQXX52wxSdzagmsFjoAnzz2n+w7fA4cPUd83wyCrkzAwY1RgciqCAFLGhiCLoNYfULmySu+pp+icO83BA3uog5nYZhAETilwduJ8voJrJcS1DLHNcRzENmNUsDNjRBifN2dD8ELGNgt2EpQcZ8gkcesLwJESZhlD73jvz+un3/MemD0KU3uADHB2YnIqqUIYpMoAbEDVgdU18tNnqDlcPPc0ExlDxpAoGQS7c16qYDznFSVeyNhVEJScIZPE7SBigHsGMjDYd+xhXXz6NPYXXoc1Jon1AYgdmZxKqhAGqTIABmSWSFd60OnyAz/8Q/zDn3kfDsYWAQbBjXFeqmA851YUBCVnyCRxuwgCx1lNaHJyLxw8CK090JiCBIjnmSjIwOR4VMCC5AOwATUl+mfPwLlz9NbW2VNhyPgcwShRMsZzXjUUjDJJ3E7WUuJX/tcP6/u/9wepHD2K9k6TJEjGtUwUZGBywBmSDcjok/XX6T/xWSaaTc52OkzVKjgYnyMYJUrGeM6rhoJRJonbQSIRGODsOzKrld5VqvfOktcqgIMcE9clc8yMzBJV9elfvkTqdvi1kyf4G9/616mA8RIEo5xXDQWjTBK3umBIBDDANGEZ3H0P1YOHyDMHr0AYJnYkAwwQeORUBznrZ0/DyhXy1RWURDUz4yUIRjmvGgpGmSRudQGIIEf80q98SG/9ru+F+15DdU+THPBag8gDEzuSARWHQQ7rq2Tr66TTT/LGr/ta/uDf/g4ZBeMlCEY5rxoKRpkkbnUBGNAHDt/3gC48d4HK0VlUrZMEWa1G5MH1yMAqoLwPV65ia6vo7Bk63Se55+79VBzjJQpGOa8aCkaZJG4FwXjrA7jYW9U9d92N799H7e4D5FmVZI654eGEBBbsRIOcaq1K9Wqfq59ZYvrAAc4+8VkmGgwZNygoOa96MUwSt4Lg+gQIeMe7fl4/9+73MnHkELFvmn4lA88oJKNgwU6Ur0NK1NZy+mfP8W/+1W/zn//Vv0jKIati3KCg5LzqxTBJ3AqC6xOleuuo0to6k8cOk0/UiUoFeUakwLg+F2QmPB+wtvQZanuarD3XxQJwrL8e1OrOjQhKzqteDJPErSC4PgGPfPq0vvS1D1O95x5scgJNThCZEeYohHF9roD+OmnlKnSf5N1/9+f4O2/7flIOnmHm3LCg5LzqxTBJ3AqCUSkJM6PiEMCXvuEv688feYTJ9lGiXmeQZSQHhQGOiZIFn6sSAWtXyc+dgUGwenGZuoGByUQYZBivevmZJG4FwSgJzMCBlatJe6Za1A4coHpohn6twgBDYWBOQWCiZMG1qhHE5YsMTj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\",\"boxArea\":\"4124.53\"}]","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":"63.32","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":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","no_of_letters":"4","perimeter_of_sign":"73.98","nested_area":"40.62","occupied_area":"9.78","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"63.32"}},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"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":"63.32","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":"4","perimeter_of_sign":"73.98","nested_area":"40.62","occupied_area":"9.78","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"63.32","material":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Looking up SignType {"data":{"sign_type":"Flat Cut Aluminum Letters"},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":11,"formulas_count":22},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Retrieved Variables List {"data":{"sign_type_id":11,"variables_count":10},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Final Variables Merged {"data":{"variables_count":160},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Merged material items {"data":{"formulas_count":22,"items_count_after_merge":22},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Merged variable items {"data":{"variables_count":10,"items_count_after_merge":32},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Initializing MathExecutor {"data":{"variables_count":160},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: MathExecutor variables set {"data":{"variables_count":160},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: NEAREST_INCH called {"data":{"input_value":"0.25","sign_type":"Flat Cut Aluminum Letters"},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: NEAREST_INCH result {"data":{"input_value":"0.25","closest_inch":0.197},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Formula executed successfully {"data":{"name":"Sign Depth/Thickness","expression":"NEAREST_INCH(sign_depth_or_thickness, sign_type)","result":0.197},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"12.3228"},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 5mm Pakistan","expression":"if(var_formula64 == 0.197, material501649 * nested_area * variable68 , 0 )","result":"404.5752"},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0032408001648},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * material500611","result":3.2408001648},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00025739493},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * material500214","result":0.25739493},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.00245515164},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * material501055","result":2.45515164},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"0.00504593232"},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"5.04593232"},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"0.00244895112"},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2.44895112"},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"0.0032790384"},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"3.2790384"},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"0.00026163456"},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"0.26163456"},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":3.3977806269600004},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable66 * nested_area","result":30.464999999999996},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"30.8712"},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":"30.8712","result":0},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"0.35407678598063"},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":"0.35407678598063","result":0},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, weight_material501803 / 144 * (  ( width_of_line_1 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_2 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_3 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_4 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"0"},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] 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":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Total Cost formula detected {"data":{"item_id":73},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Formula calculations completed {"data":{"total_items":32,"successful_calculations":31,"errors_count":0},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":456.62388376176,"totalDenseWeight_before_formula":43.565065689115436},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable67","computed_totalCost":502.28627213793607},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Total Dense Weight formula executed {"data":{"formula":"totalDenseWeight * 1","computed_totalDenseWeight":43.565065689115436},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Total Cost result added to calculationsResults {"data":{"variable_id":73,"result":502.28627213793607,"dense_weight_expression":43.565065689115436},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Flat Cut Aluminum Letters","objects_count":4,"totalDenseWeight":43.565065689115436},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":4,"sign_depth":"0.25"},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":21.74,"height":18.03,"depth":"0.25"},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":15.38,"height":18.03,"depth":"0.25"},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":28.98,"height":36.41,"depth":"0.25"},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:11] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":65.74,"height":62.74,"depth":"0.25"},"timestamp":"2026-01-28 04:21:11"} 
[2026-01-28 04:21:12] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1769574071_6e7e559b7c375f84a71e4918b2ebf4ff","bins_packed":[{"bin_data":{"w":66.04,"h":63.04,"d":1.1,"id":"unique","used_space":71.2132,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":63.04,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/ea0f315bd5d004a605402ff96462568c/1769574071-6358-1490929.svg","items":[{"id":"item-4","w":66.04,"h":63.04,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/ea0f315bd5d004a605402ff96462568c/1769574071-6355-7631738.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":29.28,"h":36.71,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/ea0f315bd5d004a605402ff96462568c/1769574071-6356-2755716.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":22.04,"h":18.33,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/ea0f315bd5d004a605402ff96462568c/1769574071-6357-4501348.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":15.68,"h":18.33,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/ea0f315bd5d004a605402ff96462568c/1769574071-6358-1281563.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-01-28 04:21:12"} 
[2026-01-28 04:21:12] local.INFO: Box added from packed bin {"data":{"length":1.1,"width":66.04,"height":63.04,"denseWeight":43.565065689115436},"timestamp":"2026-01-28 04:21:12"} 
[2026-01-28 04:21:12] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"quantity":1,"denseWeight":43.565065689115436}],"cheapestShippingCost":525.6624125,"rawShippingRates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":72.8,"rate":574.825,"tariffAndDS":647.625,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":1040.9647874999998,"totalShipmentCostFormula":"((tariffAndDS (647.625) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 1040.96","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":72.8,"rate":327,"tariffAndDS":399.8,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":667.9633799999998,"totalShipmentCostFormula":"((tariffAndDS (399.8) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 667.96","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"fedex","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":45.5,"rate":426.195,"tariffAndDS":471.695,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":724.9952149999999,"totalShipmentCostFormula":"(( tariffAndDS (471.695) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 724.995215","warnings":["FedEx Not Available (Width exceeds 150 cm)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":0,"rate":"331.47","tariffAndDS":331.47,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":525.6624125,"totalShipmentCostFormula":"(((tariffAndDS (331.47) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 525.6624125","warnings":["UPS Not Available (Height exceeds 148 cm)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"dhl_usa","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":72.8,"rate":"424.35","tariffAndDS":497.15000000000003,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":541.1500000000001,"totalShipmentCostFormula":"(((tariffAndDS (497.15) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 541.15","warnings":["DHL USA Not Available (Width exceeds 97 cm)","DHL USA Not Available (Height exceeds 97 cm)"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":0,"rate":905,"tariffAndDS":905,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":905,"totalShipmentCostFormula":"((tariffAndDS (905) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 905"}]}},"timestamp":"2026-01-28 04:21:12"} 
[2026-01-28 04:21:12] local.INFO: Product cost factor determined {"data":{"sign_type":"Flat Cut Aluminum Letters","productCostFactor":1.25},"timestamp":"2026-01-28 04:21:12"} 
[2026-01-28 04:21:12] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"63.32","sign_depth":"0.6","sign_type":"Flat Cut Aluminum Letters","processed_sign_type":"Flat Cut Aluminum Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-flat-cut-aluminum-letters.png","mounting_type":"Flush/Stud mounted","combined_production_cost_usd":510.0,"total_production_cost":630.0,"totalDenseWeight":43.565065689115436,"totalVolumetricWeight":45.5,"bin_packing_result":{"response":{"id":"1769574071_6e7e559b7c375f84a71e4918b2ebf4ff","bins_packed":[{"bin_data":{"w":66.04,"h":63.04,"d":1.1,"id":"unique","used_space":71.2132,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":63.04,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/ea0f315bd5d004a605402ff96462568c/1769574071-6358-1490929.svg","items":[{"id":"item-4","w":66.04,"h":63.04,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/ea0f315bd5d004a605402ff96462568c/1769574071-6355-7631738.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":29.28,"h":36.71,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/ea0f315bd5d004a605402ff96462568c/1769574071-6356-2755716.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":22.04,"h":18.33,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/ea0f315bd5d004a605402ff96462568c/1769574071-6357-4501348.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":15.68,"h":18.33,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/ea0f315bd5d004a605402ff96462568c/1769574071-6358-1281563.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":72.8,"rate":574.825,"tariffAndDS":647.625,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":1040.9647874999998,"totalShipmentCostFormula":"((tariffAndDS (647.625) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 1040.96","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":72.8,"rate":327,"tariffAndDS":399.8,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":667.9633799999998,"totalShipmentCostFormula":"((tariffAndDS (399.8) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 667.96","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"fedex","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":45.5,"rate":426.195,"tariffAndDS":471.695,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":724.9952149999999,"totalShipmentCostFormula":"(( tariffAndDS (471.695) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 724.995215","warnings":["FedEx Not Available (Width exceeds 150 cm)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":0,"rate":"331.47","tariffAndDS":331.47,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":525.6624125,"totalShipmentCostFormula":"(((tariffAndDS (331.47) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 525.6624125","warnings":["UPS Not Available (Height exceeds 148 cm)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"dhl_usa","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":72.8,"rate":"424.35","tariffAndDS":497.15000000000003,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":541.1500000000001,"totalShipmentCostFormula":"(((tariffAndDS (497.15) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 541.15","warnings":["DHL USA Not Available (Width exceeds 97 cm)","DHL USA Not Available (Height exceeds 97 cm)"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":0,"rate":905,"tariffAndDS":905,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":905,"totalShipmentCostFormula":"((tariffAndDS (905) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 905"}]},"cheapest_shipping_cost_usd":530.0,"totalCost":1160.0,"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":12.3228,"result":"404.5752","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":0.0032408001648,"result":3.2408001648,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":6},{"material_id":257,"dense_weight_expression":0.00025739493,"result":0.25739493,"sign_material":"Master Thinner 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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":30.8712,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":24},{"material_id":496,"dense_weight_expression":0.35407678598063,"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":"1","sign_material":"Flush/Stud Mount","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":28},{"variable_id":70,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"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":43.565065689115436,"result":502.28627213793607,"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":"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":"63.32","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":"4","perimeter_of_sign":"73.98","nested_area":"40.62","occupied_area":"9.78","avg_char_height":"Greater than 24 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[2026-01-28 04:21:12] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-01-28 04:21:12"} 
[2026-01-28 04:21:13] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-01-28 04:21:13"} 
[2026-01-28 04:21:13] local.INFO: Incoming Request {"data":{"sign_type_name":"Flat Cut Aluminum Letters","sign_depth":"0.6","mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]},"timestamp":"2026-01-28 04:21:13"} 
[2026-01-28 04:21:13] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-01-28 04:21:13"} 
[2026-01-28 04:21:13] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Flat Cut Aluminum Letters","sign_depth":"0.6","mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]}},"timestamp":"2026-01-28 04:21:13"} 
[2026-01-28 04:21:13] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Flat Cut Aluminum Letters"},"timestamp":"2026-01-28 04:21:13"} 
[2026-01-28 04:21:13] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":11},"timestamp":"2026-01-28 04:21:13"} 
[2026-01-28 04:21:13] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":11},"timestamp":"2026-01-28 04:21:13"} 
[2026-01-28 04:21:13] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-01-28 04:21:13"} 
[2026-01-28 04:21:13] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":11},"timestamp":"2026-01-28 04:21:13"} 
[2026-01-28 04:21:14] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Flat Cut Aluminum Letters","sign_depth":"0.6","mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","shipping_weight":45.5,"shape":"rectangular","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]}},"timestamp":"2026-01-28 04:21:14"} 
[2026-01-28 04:21:14] local.INFO: Validation Passed {"data":[],"timestamp":"2026-01-28 04:21:14"} 
[2026-01-28 04:21:14] local.INFO: Input Parameters {"data":{"dimensions_count":4,"shape":"rectangular"},"timestamp":"2026-01-28 04:21:14"} 
[2026-01-28 04:21:14] 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 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)","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":"2026-01-28 04:21:14"} 
[2026-01-28 04:21:14] local.INFO: Sign Type Lookup {"data":{"sign_type":"Flat Cut Aluminum Letters","found":true,"sign_type_id":11},"timestamp":"2026-01-28 04:21:14"} 
[2026-01-28 04:21:14] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":11,"has_module":false},"timestamp":"2026-01-28 04:21:14"} 
[2026-01-28 04:21:14] local.ERROR: USA Workshop Module Missing {"data":{"sign_type_id":11},"timestamp":"2026-01-28 04:21:14"} 
[2026-01-28 04:21:20] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"0.2","sign_type":"Flat Cut Aluminum Letters","mounting_type":"Flush/Stud mounted","quotationId":"519","neon_color":null,"uv_printing_needed":null,"objects":"[{\"id\":\"4b096bac-8543-4fce-a7ef-cd31fc705f6a\",\"width\":21.74,\"perimeter\":96.16,\"height\":18.03,\"area\":106.38,\"image\":\"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\",\"boxArea\":\"391.97\"},{\"id\":\"d63c64c0-1516-4ddd-8ee9-ff29247b707f\",\"width\":15.38,\"perimeter\":78.78,\"height\":18.03,\"area\":149.69,\"image\":\"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\",\"boxArea\":\"277.30\"},{\"id\":\"2e949f96-ce04-45e2-8e8a-7c250c8e3d95\",\"width\":28.98,\"perimeter\":191.16,\"height\":36.41,\"area\":266.31,\"image\":\"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\",\"boxArea\":\"4124.53\"}]","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":"63.32","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":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","no_of_letters":"4","perimeter_of_sign":"73.98","nested_area":"40.62","occupied_area":"9.78","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"63.32"}},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] 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":"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":"63.32","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":"4","perimeter_of_sign":"73.98","nested_area":"40.62","occupied_area":"9.78","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"63.32","material":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Looking up SignType {"data":{"sign_type":"Flat Cut Aluminum Letters"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":11,"formulas_count":22},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Retrieved Variables List {"data":{"sign_type_id":11,"variables_count":10},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] 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":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] 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":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Final Variables Merged {"data":{"variables_count":160},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Merged material items {"data":{"formulas_count":22,"items_count_after_merge":22},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Merged variable items {"data":{"variables_count":10,"items_count_after_merge":32},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] 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":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Initializing MathExecutor {"data":{"variables_count":160},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: MathExecutor variables set {"data":{"variables_count":160},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: NEAREST_INCH called {"data":{"input_value":"0.25","sign_type":"Flat Cut Aluminum Letters"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: NEAREST_INCH result {"data":{"input_value":"0.25","closest_inch":0.197},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Formula executed successfully {"data":{"name":"Sign Depth/Thickness","expression":"NEAREST_INCH(sign_depth_or_thickness, sign_type)","result":0.197},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] 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":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] 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":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] 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":"12.3228"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 5mm Pakistan","expression":"if(var_formula64 == 0.197, material501649 * nested_area * variable68 , 0 )","result":"404.5752"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] 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":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] 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":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: No formula, default result applied {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0032408001648},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * material500611","result":3.2408001648},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00025739493},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * material500214","result":0.25739493},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.00245515164},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * material501055","result":2.45515164},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.426 * weight_material502098 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.21 * material502350 , 0 )","result":"0"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.00504593232"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.41 * material502098 )","result":"5.04593232"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00244895112"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.21 * material502131 )","result":"2.44895112"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0032790384"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.3 * material502350 )","result":"3.2790384"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00026163456"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.08 * material501680)","result":"0.26163456"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] 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":3.3977806269600004},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable66 * nested_area","result":30.464999999999996},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material500379, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 8 * sqrt(nested_area)  )  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"30.8712"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":"30.8712","result":0},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), ( 4 * sqrt(nested_area) * 2 * weight_material502074 ) / 144, 0 )","itemDenseWeight":"0.35407678598063"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":"0.35407678598063","result":0},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, weight_material501803 / 144 * (  ( width_of_line_1 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_2 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_3 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_4 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] 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":"0"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, ( weight_material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] 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":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * weight_material501803 / 144 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] 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":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Total Cost formula detected {"data":{"item_id":73},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Formula calculations completed {"data":{"total_items":32,"successful_calculations":31,"errors_count":0},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":456.62388376176,"totalDenseWeight_before_formula":43.565065689115436},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable67","computed_totalCost":502.28627213793607},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Total Dense Weight formula executed {"data":{"formula":"totalDenseWeight * 1","computed_totalDenseWeight":43.565065689115436},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Total Cost result added to calculationsResults {"data":{"variable_id":73,"result":502.28627213793607,"dense_weight_expression":43.565065689115436},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Flat Cut Aluminum Letters","objects_count":4,"totalDenseWeight":43.565065689115436},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":4,"sign_depth":"0.25"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":21.74,"height":18.03,"depth":"0.25"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":15.38,"height":18.03,"depth":"0.25"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":28.98,"height":36.41,"depth":"0.25"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":65.74,"height":62.74,"depth":"0.25"},"timestamp":"2026-01-28 04:21:20"} 
[2026-01-28 04:21:21] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1769574080_1ab20c9dca6aabf1043202aca2ea8edd","bins_packed":[{"bin_data":{"w":66.04,"h":63.04,"d":1.1,"id":"unique","used_space":71.2132,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":63.04,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/4a6890f821496d34603303a4d45d0c09/1769574080-617-2324288.svg","items":[{"id":"item-4","w":66.04,"h":63.04,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/4a6890f821496d34603303a4d45d0c09/1769574080-6166-6000599.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":29.28,"h":36.71,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/4a6890f821496d34603303a4d45d0c09/1769574080-6168-5019988.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":22.04,"h":18.33,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/4a6890f821496d34603303a4d45d0c09/1769574080-6169-6670246.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":15.68,"h":18.33,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/4a6890f821496d34603303a4d45d0c09/1769574080-617-2530578.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-01-28 04:21:21"} 
[2026-01-28 04:21:21] local.INFO: Box added from packed bin {"data":{"length":1.1,"width":66.04,"height":63.04,"denseWeight":43.565065689115436},"timestamp":"2026-01-28 04:21:21"} 
[2026-01-28 04:21:21] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"quantity":1,"denseWeight":43.565065689115436}],"cheapestShippingCost":525.6624125,"rawShippingRates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":72.8,"rate":574.825,"tariffAndDS":647.625,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":1040.9647874999998,"totalShipmentCostFormula":"((tariffAndDS (647.625) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 1040.96","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":72.8,"rate":327,"tariffAndDS":399.8,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":667.9633799999998,"totalShipmentCostFormula":"((tariffAndDS (399.8) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 667.96","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"fedex","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":45.5,"rate":426.195,"tariffAndDS":471.695,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":724.9952149999999,"totalShipmentCostFormula":"(( tariffAndDS (471.695) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 724.995215","warnings":["FedEx Not Available (Width exceeds 150 cm)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":0,"rate":"331.47","tariffAndDS":331.47,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":525.6624125,"totalShipmentCostFormula":"(((tariffAndDS (331.47) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 525.6624125","warnings":["UPS Not Available (Height exceeds 148 cm)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"dhl_usa","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":72.8,"rate":"424.35","tariffAndDS":497.15000000000003,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":541.1500000000001,"totalShipmentCostFormula":"(((tariffAndDS (497.15) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 541.15","warnings":["DHL USA Not Available (Width exceeds 97 cm)","DHL USA Not Available (Height exceeds 97 cm)"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":0,"rate":905,"tariffAndDS":905,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":905,"totalShipmentCostFormula":"((tariffAndDS (905) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 905"}]}},"timestamp":"2026-01-28 04:21:21"} 
[2026-01-28 04:21:21] local.INFO: Product cost factor determined {"data":{"sign_type":"Flat Cut Aluminum Letters","productCostFactor":1.25},"timestamp":"2026-01-28 04:21:21"} 
[2026-01-28 04:21:21] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"63.32","sign_depth":"0.2","sign_type":"Flat Cut Aluminum Letters","processed_sign_type":"Flat Cut Aluminum Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-flat-cut-aluminum-letters.png","mounting_type":"Flush/Stud mounted","combined_production_cost_usd":510.0,"total_production_cost":630.0,"totalDenseWeight":43.565065689115436,"totalVolumetricWeight":45.5,"bin_packing_result":{"response":{"id":"1769574080_1ab20c9dca6aabf1043202aca2ea8edd","bins_packed":[{"bin_data":{"w":66.04,"h":63.04,"d":1.1,"id":"unique","used_space":71.2132,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":63.04,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/4a6890f821496d34603303a4d45d0c09/1769574080-617-2324288.svg","items":[{"id":"item-4","w":66.04,"h":63.04,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/4a6890f821496d34603303a4d45d0c09/1769574080-6166-6000599.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":29.28,"h":36.71,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/4a6890f821496d34603303a4d45d0c09/1769574080-6168-5019988.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":22.04,"h":18.33,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/4a6890f821496d34603303a4d45d0c09/1769574080-6169-6670246.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":15.68,"h":18.33,"d":0.55,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/4a6890f821496d34603303a4d45d0c09/1769574080-617-2530578.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":72.8,"rate":574.825,"tariffAndDS":647.625,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":1040.9647874999998,"totalShipmentCostFormula":"((tariffAndDS (647.625) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 1040.96","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":72.8,"rate":327,"tariffAndDS":399.8,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":667.9633799999998,"totalShipmentCostFormula":"((tariffAndDS (399.8) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 667.96","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)"]},{"career":"fedex","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":45.5,"rate":426.195,"tariffAndDS":471.695,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":724.9952149999999,"totalShipmentCostFormula":"(( tariffAndDS (471.695) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 724.995215","warnings":["FedEx Not Available (Width exceeds 150 cm)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":0,"rate":"331.47","tariffAndDS":331.47,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":525.6624125,"totalShipmentCostFormula":"(((tariffAndDS (331.47) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 525.6624125","warnings":["UPS Not Available (Height exceeds 148 cm)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"dhl_usa","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":72.8,"rate":"424.35","tariffAndDS":497.15000000000003,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":541.1500000000001,"totalShipmentCostFormula":"(((tariffAndDS (497.15) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 541.15","warnings":["DHL USA Not Available (Width exceeds 97 cm)","DHL USA Not Available (Height exceeds 97 cm)"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":3.1,"width":68.04,"height":65.28999999999999},"denseWeight":43.565065689115436,"volumetricWeight":45.5,"higherWeight":45.5,"quantity":1}],"totalHigherWeight":45.5,"DS":0,"rate":905,"tariffAndDS":905,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":905,"totalShipmentCostFormula":"((tariffAndDS (905) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 905"}]},"cheapest_shipping_cost_usd":530.0,"totalCost":1160.0,"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":12.3228,"result":"404.5752","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":0.0032408001648,"result":3.2408001648,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":6},{"material_id":257,"dense_weight_expression":0.00025739493,"result":0.25739493,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":7},{"material_id":258,"dense_weight_expression":0.00245515164,"result":2.45515164,"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":0.00504593232,"result":"5.04593232","sign_material":"Paint (P425-950) Jet Black 1L Nexa 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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":30.8712,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":24},{"material_id":496,"dense_weight_expression":0.35407678598063,"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":"1","sign_material":"Flush/Stud Mount","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":28},{"variable_id":70,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"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":43.565065689115436,"result":502.28627213793607,"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":"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":"63.32","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":"4","perimeter_of_sign":"73.98","nested_area":"40.62","occupied_area":"9.78","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"63.32","material":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":14,"testDenseWeight":0},"timestamp":"2026-01-28 04:21:21"} 
[2026-01-28 04:21:21] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-01-28 04:21:21"} 
[2026-01-28 04:21:22] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-01-28 04:21:22"} 
[2026-01-28 04:21:22] local.INFO: Incoming Request {"data":{"sign_type_name":"Flat Cut Aluminum Letters","sign_depth":"0.2","mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]},"timestamp":"2026-01-28 04:21:22"} 
[2026-01-28 04:21:22] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-01-28 04:21:22"} 
[2026-01-28 04:21:22] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Flat Cut Aluminum Letters","sign_depth":"0.2","mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]}},"timestamp":"2026-01-28 04:21:22"} 
[2026-01-28 04:21:22] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Flat Cut Aluminum Letters"},"timestamp":"2026-01-28 04:21:22"} 
[2026-01-28 04:21:22] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":11},"timestamp":"2026-01-28 04:21:22"} 
[2026-01-28 04:21:22] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":11},"timestamp":"2026-01-28 04:21:22"} 
[2026-01-28 04:21:22] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-01-28 04:21:22"} 
[2026-01-28 04:21:22] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":11},"timestamp":"2026-01-28 04:21:22"} 
[2026-01-28 04:21:23] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Flat Cut Aluminum Letters","sign_depth":"0.2","mounting_type":"Flush/Stud mounted","sign_height":63.32,"sign_width":"120","shipping_weight":45.5,"shape":"rectangular","dimensions":[{"id":"4b096bac-8543-4fce-a7ef-cd31fc705f6a","height":18.03,"width":21.74},{"id":"d63c64c0-1516-4ddd-8ee9-ff29247b707f","height":18.03,"width":15.38},{"id":"2e949f96-ce04-45e2-8e8a-7c250c8e3d95","height":36.41,"width":28.98},{"id":"806e7b6a-cb2b-4a1f-82bb-61299ca41055","height":62.74,"width":65.74}]}},"timestamp":"2026-01-28 04:21:23"} 
[2026-01-28 04:21:23] local.INFO: Validation Passed {"data":[],"timestamp":"2026-01-28 04:21:23"} 
[2026-01-28 04:21:23] local.INFO: Input Parameters {"data":{"dimensions_count":4,"shape":"rectangular"},"timestamp":"2026-01-28 04:21:23"} 
[2026-01-28 04:21:23] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face-Lit 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)","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":"2026-01-28 04:21:23"} 
[2026-01-28 04:21:23] local.INFO: Sign Type Lookup {"data":{"sign_type":"Flat Cut Aluminum Letters","found":true,"sign_type_id":11},"timestamp":"2026-01-28 04:21:23"} 
[2026-01-28 04:21:23] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":11,"has_module":false},"timestamp":"2026-01-28 04:21:23"} 
[2026-01-28 04:21:23] local.ERROR: USA Workshop Module Missing {"data":{"sign_type_id":11},"timestamp":"2026-01-28 04:21:23"} 
[2026-01-28 04:25:07] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":120,"sign_depth":3,"sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted"}},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: Final Variables Merged {"data":{"variables_count":190},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: Initializing MathExecutor {"data":{"variables_count":190},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: MathExecutor variables set {"data":{"variables_count":190},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"0"},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"0"},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"0"},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"0"},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":0.0},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"0"},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"0"},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"0"},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"0"},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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"},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"0"},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":0.0},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":0.0},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":0.0},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":0.0},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":0.0},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":0.0},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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"},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"0"},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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"},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"0"},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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"},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"0"},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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"},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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"},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":0.0},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":0.0},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"0"},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"0"},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  (  ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) * raceway_height * 2 ) + ( raceway_height * raceway_depth * 2 ) + (  ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) * raceway_depth * 2 )  ) / 144 ) * weight_material501803 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] 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":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1.0,"totalDenseWeight_before_formula":0.0},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1.1},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: Total Dense Weight formula executed {"data":{"formula":"totalDenseWeight * 1.1","computed_totalDenseWeight":0.0},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: Total Cost result added to calculationsResults {"data":{"variable_id":8,"result":1.1,"dense_weight_expression":0.0},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:07] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":0,"totalDenseWeight":0.0},"timestamp":"2026-01-28 04:25:07"} 
[2026-01-28 04:25:34] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":120,"sign_depth":3,"sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted"}},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] local.INFO: Final Variables Merged {"data":{"variables_count":190},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] local.INFO: Initializing MathExecutor {"data":{"variables_count":190},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] local.INFO: MathExecutor variables set {"data":{"variables_count":190},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":0.0},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] 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":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1.0,"totalDenseWeight_before_formula":0.0},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1.1},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] local.INFO: Total Dense Weight formula executed {"data":{"formula":"totalDenseWeight * 1.1","computed_totalDenseWeight":0.0},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] local.INFO: Total Cost result added to calculationsResults {"data":{"variable_id":8,"result":1.1,"dense_weight_expression":0.0},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:25:34] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":0,"totalDenseWeight":0.0},"timestamp":"2026-01-28 04:25:34"} 
[2026-01-28 04:29:12] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":120,"sign_depth":3,"sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted"}},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] 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":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Final Variables Merged {"data":{"variables_count":190},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"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":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Initializing MathExecutor {"data":{"variables_count":190},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: MathExecutor variables set {"data":{"variables_count":190},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":0.0},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] 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":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":0.0},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.0},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":0.0},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":0.0},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":0.0},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] 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":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] 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":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] 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":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] 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":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] 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":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1.0,"totalDenseWeight_before_formula":0.0},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1.1},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Total Dense Weight formula executed {"data":{"formula":"totalDenseWeight * 1.1","computed_totalDenseWeight":0.0},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Total Cost result added to calculationsResults {"data":{"variable_id":8,"result":1.1,"dense_weight_expression":0.0},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:29:12] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":0,"totalDenseWeight":0.0},"timestamp":"2026-01-28 04:29:12"} 
[2026-01-28 04:44:00] 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\\php2C88.tmp"}},"file_present":true},"timestamp":"2026-01-28 04:44:00"} 
[2026-01-28 04:44:01] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-01-28 04:44:01"} 
[2026-01-28 04:44:01] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-01-28 04:44:01"} 
[2026-01-28 04:44:01] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-09-18 125148.png","query_param":"banner_width_ft","query_value":9.999996,"file_size":4401},"timestamp":"2026-01-28 04:44:01"} 
[2026-01-28 04:44:01] local.INFO: Trying Image-to-Text server {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=9.999996","file":"Screenshot 2025-09-18 125148.png"},"timestamp":"2026-01-28 04:44:01"} 
[2026-01-28 04:44:03] 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":"2026-01-28 04:44:03"} 
[2026-01-28 04:44:03] local.INFO: Trying Image-to-Text server {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=9.999996","file":"Screenshot 2025-09-18 125148.png"},"timestamp":"2026-01-28 04:44:03"} 
[2026-01-28 04:44:04] local.INFO: Server succeeded {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=9.999996"},"timestamp":"2026-01-28 04:44:04"} 
[2026-01-28 04:44:04] local.INFO: Image-to-Text API Response {"data":{"status":200,"body":"{\"objects\":[{\"index\":0,\"position\":{\"x\":36,\"y\":96,\"width\":54,\"height\":13},\"actual_filled_area\":890.67,\"bounding_box_area\":1247,\"image_base64\":\"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\",\"scaled_width\":72.0,\"scaled_height\":17.33,\"exact_perimeter\":211.88,\"approximate_perimeter\":184.45,\"convex_hull_perimeter\":162.13,\"perimeter_pixels\":158.91,\"approximation_points\":10,\"original_contour_points\":64,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.2379,\"compactness\":0.2493,\"aspect_ratio\":4.15}},{\"index\":1,\"position\":{\"x\":0,\"y\":96,\"width\":35,\"height\":13},\"actual_filled_area\":624.0,\"bounding_box_area\":808,\"image_base64\":\"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\",\"scaled_width\":46.67,\"scaled_height\":17.33,\"exact_perimeter\":139.05,\"approximate_perimeter\":128.43,\"convex_hull_perimeter\":116.4,\"perimeter_pixels\":104.28,\"approximation_points\":7,\"original_contour_points\":37,\"shape_analysis\":{\"perimeter_to_area_ratio\":0.2228,\"compactness\":0.4056,\"aspect_ratio\":2.69}},{\"index\":2,\"position\":{\"x\":0,\"y\":0,\"width\":90,\"height\":88},\"actual_filled_area\":6009.77,\"bounding_box_area\":14079,\"image_base64\":\"iVBORw0KGgoAAAA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\"}}"},"timestamp":"2026-01-28 04:44:04"} 
[2026-01-28 04:44:04] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":3,"objects":[{"index":0,"position":{"x":36,"y":96,"width":54,"height":13},"actual_filled_area":890.67,"bounding_box_area":1247,"image_base64":"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","scaled_width":72.0,"scaled_height":17.33,"exact_perimeter":211.88,"approximate_perimeter":184.45,"convex_hull_perimeter":162.13,"perimeter_pixels":158.91,"approximation_points":10,"original_contour_points":64,"shape_analysis":{"perimeter_to_area_ratio":0.2379,"compactness":0.2493,"aspect_ratio":4.15}},{"index":1,"position":{"x":0,"y":96,"width":35,"height":13},"actual_filled_area":624.0,"bounding_box_area":808,"image_base64":"iVBORw0KGgoAAAANSUhEUgAAACMAAAANCAYAAAAjf9cfAAAEWklEQVQ4Ea3BTUyTZwDA8f8jdH5Qt9GCQC1OdImF4AEYfV0UjehOugOSyCIm05lA2WChYoAAjQaJGwcvaNZqnFOiRIqeXJiYITtt08yqq1PfZQILxBJaCsxZkY8+e5u0mUMOy7LfT0gp8fv9LFu2lIQEPfNIND09PQQCAXJzcsjMyuIlIhAIsGTxa+iXv05MOBzG7/djNBqlhmAwiNFoFPHx8Wjkz/fuoaoqWwsLSUpKIkoIqTGlpVJZ9SkNDQ1ECUC2t7dTXlbG1IsX6OLjmZmdJS83h6tXvybNZCLCbDaza1cRbW0niBI+n0+uycjA4/HwLBSiYNMm/IEAer2e+vp6WltbiTl8+DBHjhxBI4TUCCFoamrk6NEWYo4dO0ZjYyNVVZXYq+2kpqVy+7aHigob9+//wtDQECvNZhbrdOwp3cO5c+eJEsPDwzI9PZ17d+/y57NnbNy4ESklvb3fsn37e3zT3Y2yYQMtLS1MTk5w5syXaISQGqPBQLXdjsPhIEJVVSwWC06nE5vNxnxvr13LXHiOgYFBzGYz7+/cidPlIkr4fD5pMpnwer2EQiEURUFKyalTp7DZbEgpWYAQUmM0GKi223E4HEQUFRXxXd8NxicmWcidO3fIzc1lcHCQ4l1F5OdbcbpcRAmfzydNJhNer5dQKISiKExNTbFo0SIyLRYe9/fjcrkoLy/nJUJIjdFgoNpux+FwELEi2cjWwm10drpZSDgcJi4ujkuXLuF0fkGmJROny0WU8Pl80mQy4fV6CYVCKIqC3+8nKSmJ589D7Nu3D7e7i7TUFHp7b5CZlUWEkBqjwUC13Y7D4SDCYrGgT1jGT7c9LOSPyQneeDORvr4+6uvqsCpW2tpOECXGx8elwWDA4/EwNzdHfn4+o6OjJCcnEzM8PExBwSZGfCMExgIkJOgRUmM0GKg5dIiGhgYivjp7lo8OHCAYDJKYmMh89fX1tLa2MjMzw6p0MwWbN9PZ6SYmEAiQnJzM0NAQT548QVEUnj59yqNHj0hNTcVsNhMRDoeJi4vj8uXLFBcXI6RmuT6Bzz5vpbKykpiMjNWMjozQP/g7KSkpxHS53ewuKaG5uZmmJgf793/I+fPtTE9Po9PpiNi7dy8XL15ESkl3dzc7duwgHJa8u0Ghv/83Rv1jRHS53ewuKcHr9ZKdnY2Qmtd0OmZmZ9myZTOTE5N0dHSw6q1V5OW9g6qqbCssJCVlBTdv3uJxfz8HDx7k+PHjRMzOzpKdnY2qqnxQUsLAwAA3b93iwoULlJaWcvLkSaqqqpienkZVVdavX09ebg6rM9Zw5coVbOXlOF0uIoTUdLnd/PDj9wSD40TU1daRmZVFxOnTp+nouMjY2Bjr1lmora3FarUyX01NDdev97BypZnm5masVisRDx884FrPNSoqKli8ZCm/qg/55ONKJibGKSu3UVZWRoyQUqKR/DcCkPw/hJBS8i9IXiV4leSfBAuT/E0Q9ReirezwifZbEAAAAABJRU5ErkJggg==","scaled_width":46.67,"scaled_height":17.33,"exact_perimeter":139.05,"approximate_perimeter":128.43,"convex_hull_perimeter":116.4,"perimeter_pixels":104.28,"approximation_points":7,"original_contour_points":37,"shape_analysis":{"perimeter_to_area_ratio":0.2228,"compactness":0.4056,"aspect_ratio":2.69}},{"index":2,"position":{"x":0,"y":0,"width":90,"height":88},"actual_filled_area":6009.77,"bounding_box_area":14079,"image_base64":"iVBORw0KGgoAAAANSUhEUgAAAFoAAABYCAYAAAB1YOAJAAAR7klEQVR4Ae3BDVCVBbrA8f+DuFiRchD8AE1SGt2kVVRwM9xIbWItTXNDiylI+7CUtqwFx7kWuuuuWO1u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","scaled_width":120.0,"scaled_height":117.33,"exact_perimeter":921.53,"approximate_perimeter":811.31,"convex_hull_perimeter":450.84,"perimeter_pixels":691.14,"approximation_points":14,"original_contour_points":315,"shape_analysis":{"perimeter_to_area_ratio":0.1533,"compactness":0.0889,"aspect_ratio":1.02}}]},"timestamp":"2026-01-28 04:44:04"} 
[2026-01-28 04:44:04] local.INFO: Nested area calculated {"data":{"nestedArea":16136.1511},"timestamp":"2026-01-28 04:44:04"} 
[2026-01-28 04:44:05] local.INFO: Mapped objects from Image-to-Text API {"data":{"objects_count":3,"objects":[{"id":"b03e673c-19d0-4b10-9263-74ce54cfc232","height":17.33,"width":72.0,"perimeter":211.88,"area":890.67,"image":"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"},{"id":"9edc4c52-6027-4f2f-8588-32b5e4fd0a74","height":17.33,"width":46.67,"perimeter":139.05,"area":624.0,"image":"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"},{"id":"8986b1e7-ed54-4c0e-801f-5382459f1c12","height":117.33,"width":120.0,"perimeter":921.53,"area":6009.77,"image":"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"}]},"timestamp":"2026-01-28 04:44:05"} 
[2026-01-28 04:44:05] local.INFO: Number of letters detected {"data":{"noOfLetters":3},"timestamp":"2026-01-28 04:44:05"} 
[2026-01-28 04:44:05] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1272.46,"perimeter_in_feet":106.04},"timestamp":"2026-01-28 04:44:05"} 
[2026-01-28 04:44:05] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[890.67,624.0,6009.77],"actualFilledAreaSum":7524.4400000000005},"timestamp":"2026-01-28 04:44:05"} 
[2026-01-28 04:44:05] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":52.25},"timestamp":"2026-01-28 04:44:05"} 
[2026-01-28 04:44:05] local.INFO: Average character height calculated {"data":{"avgCharHeight":50.663333333333334},"timestamp":"2026-01-28 04:44:05"} 
[2026-01-28 04:44:05] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":106,"originalHeight":124,"ratio":0.8548387096774194},"timestamp":"2026-01-28 04:44:05"} 
[2026-01-28 04:44:05] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":140.38},"timestamp":"2026-01-28 04:44:05"} 
[2026-01-28 04:44:06] local.INFO: Image to Text processing completed 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"}],"no_of_letters":3,"perimeter_of_sign":106.04,"nested_area":112.06,"occupied_area":52.25,"avg_char_height":50.663333333333334,"widthOfSign":"120","otherDimensionOfSign":140.38,"width_of_smaller_line":20},"timestamp":"2026-01-28 04:44:06"} 
[2026-01-28 04:44:12] 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 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j17GDVqFAbBCVFV3KGyslJHjQjnbI0dK8qPHeP2gQMxCDeghoYGffyxx9icm8uVREXdQ0FBISbBCVFVOqK1tVUz3n+fV199ldq6OqyIirqHgoJCTMKNRXNyPiYx8UWqqqq4moKCAqKiojAIVyCqihUNDQ1aUVHBl2Vfsutf/2Ljho2cPHWK9igrKyMsLAyDcINoamrSvLw8Vq5cSV5eHtcSFjaUsrIDmIQrEFWlrePl5WR98IG2tLTQ2NjIpUsXqa2tw263c/bMGU6ePEltXR0d1dXbm5RFi+jevTuXL1/mevGSLjQ3f0eN3c7Br75iz57dnDl7Dldt2bKFiRMnYhKuQFSVtmJiYjQvL4+fXFtIyACOH6/AJFyFqCo/qq6u1qCgIH7imqysLOLi4jAJVyGqyo+WLVumycnJ/OTagoODqaysxCRcg6gq37t4sQFf31uVn7hk+fLlzJ07F5NwDaKqfK++vp701av1Fl9fvLy8+IlzzS3NeHfx5umnn8bLywuD4AJRVdpQfmKF4KL/BUwjSrbppTyCAAAAAElFTkSuQmCC\",\"boxArea\":\"14079.60\"}]","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":"140.38","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":"3","perimeter_of_sign":"106.04","nested_area":"112.06","occupied_area":"52.25","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"140.38"}},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] 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":"140.38","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":"3","perimeter_of_sign":"106.04","nested_area":"112.06","occupied_area":"52.25","avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"20","other_dimension_of_sign":"140.38","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Final Variables Merged {"data":{"variables_count":190},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"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":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Initializing MathExecutor {"data":{"variables_count":190},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: MathExecutor variables set {"data":{"variables_count":190},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"32.86525"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"495.1393512"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"3.34026"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"23.5186116"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":45.71875},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":436.0792488},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"8.9648"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"428.18126"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0.405"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"2.0895"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0202422985072},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":20.2422985072},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.001607709436666667},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":1.6077094366666669},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.015335074626666669},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":15.335074626666668},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.031517299146667"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"31.517299146667"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.01529634568"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"15.29634568"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0204811376"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"20.4811376"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.0016341905066667"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"1.6341905066667"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":21.22281110077341},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":84.045},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"85.1656"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":"85.1656","result":0},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"10.585839598256"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":"10.585839598256","result":0},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] 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":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] 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":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1648.0298382046412,"totalDenseWeight_before_formula":188.62961365375986},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1812.8328220251055},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Total Dense Weight formula executed {"data":{"formula":"totalDenseWeight * 1.1","computed_totalDenseWeight":207.49257501913587},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Total Cost result added to calculationsResults {"data":{"variable_id":8,"result":1812.8328220251055,"dense_weight_expression":207.49257501913587},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":3,"totalDenseWeight":207.49257501913587},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":3,"sign_depth":"1"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":72,"height":17.33,"depth":"1"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":46.67,"height":17.33,"depth":"1"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:12] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":120,"height":117.33,"depth":"1"},"timestamp":"2026-01-28 04:44:12"} 
[2026-01-28 04:44:13] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1769575452_3f89373a04ae1b1d445aa2b8f09872e5","bins_packed":[{"bin_data":{"w":120.3,"h":117.63,"d":2.6,"id":"unique","used_space":57.4297,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":117.63,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/7f298394cc8f39c5f6da8fe39cd022d9/1769575452-745-1342215.svg","items":[{"id":"item-1","w":72.3,"h":17.63,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/7f298394cc8f39c5f6da8fe39cd022d9/1769575452-7447-2678912.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":46.97,"h":17.63,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/7f298394cc8f39c5f6da8fe39cd022d9/1769575452-7449-8392322.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":120.3,"h":117.63,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/7f298394cc8f39c5f6da8fe39cd022d9/1769575452-7449-2716253.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-01-28 04:44:13"} 
[2026-01-28 04:44:13] local.INFO: Box added from packed bin {"data":{"length":2.6,"width":120.3,"height":117.63,"denseWeight":207.49257501913587},"timestamp":"2026-01-28 04:44:13"} 
[2026-01-28 04:44:13] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":4.6,"width":122.3,"height":119.88},"quantity":1,"denseWeight":207.49257501913587}],"cheapestShippingCost":2332.75,"rawShippingRates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":4.6,"width":122.3,"height":119.88},"denseWeight":207.49257501913587,"volumetricWeight":221.5,"higherWeight":221.5,"quantity":1}],"totalHigherWeight":221.5,"DS":354.40000000000003,"rate":2850.5049999999997,"tariffAndDS":3204.9049999999997,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":5014.850215499999,"totalShipmentCostFormula":"((tariffAndDS (3204.905) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 5014.85","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":4.6,"width":122.3,"height":119.88},"denseWeight":207.49257501913587,"volumetricWeight":221.5,"higherWeight":221.5,"quantity":1}],"totalHigherWeight":221.5,"DS":354.40000000000003,"rate":1594.2,"tariffAndDS":1948.6000000000001,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":3123.98556,"totalShipmentCostFormula":"((tariffAndDS (1948.6) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 3123.99","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","boxWeights":[{"size":{"length":4.6,"width":122.3,"height":119.88},"denseWeight":207.49257501913587,"volumetricWeight":221.5,"higherWeight":221.5,"quantity":1}],"totalHigherWeight":221.5,"DS":221.5,"rate":2149.2349999999997,"tariffAndDS":2370.7349999999997,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3643.8196949999992,"totalShipmentCostFormula":"(( tariffAndDS (2370.735) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 3643.819695","warnings":["FedEx Not Available (Width exceeds 150 cm)","FedEx Not Available (Height exceeds 175 cm)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","error":"No rate available for weight greater than 71"},{"career":"dhl_usa","boxWeights":[{"size":{"length":4.6,"width":122.3,"height":119.88},"denseWeight":207.49257501913587,"volumetricWeight":221.5,"higherWeight":221.5,"quantity":1}],"totalHigherWeight":221.5,"DS":354.40000000000003,"rate":"2047.95","tariffAndDS":2402.35,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":2529.35,"totalShipmentCostFormula":"(((tariffAndDS (2402.35) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 2529.35","warnings":["DHL USA Not Available (Width exceeds 97 cm)","DHL USA Not Available (Height exceeds 97 cm)","Extra Charges: Weight too high for Single Box"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":4.6,"width":122.3,"height":119.88},"denseWeight":207.49257501913587,"volumetricWeight":221.5,"higherWeight":221.5,"quantity":1}],"totalHigherWeight":221.5,"DS":0,"rate":2332.75,"tariffAndDS":2332.75,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2332.75,"totalShipmentCostFormula":"((tariffAndDS (2332.75) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 2332.75"}]}},"timestamp":"2026-01-28 04:44:13"} 
[2026-01-28 04:44:13] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":1.66},"timestamp":"2026-01-28 04:44:13"} 
[2026-01-28 04:44:13] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"140.38","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":1820.0,"total_production_cost":3010.0,"totalDenseWeight":207.49257501913587,"totalVolumetricWeight":221.5,"bin_packing_result":{"response":{"id":"1769575452_3f89373a04ae1b1d445aa2b8f09872e5","bins_packed":[{"bin_data":{"w":120.3,"h":117.63,"d":2.6,"id":"unique","used_space":57.4297,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":117.63,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/7f298394cc8f39c5f6da8fe39cd022d9/1769575452-745-1342215.svg","items":[{"id":"item-1","w":72.3,"h":17.63,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/7f298394cc8f39c5f6da8fe39cd022d9/1769575452-7447-2678912.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":46.97,"h":17.63,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/7f298394cc8f39c5f6da8fe39cd022d9/1769575452-7449-8392322.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":120.3,"h":117.63,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/7f298394cc8f39c5f6da8fe39cd022d9/1769575452-7449-2716253.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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","boxWeights":[{"size":{"length":4.6,"width":122.3,"height":119.88},"denseWeight":207.49257501913587,"volumetricWeight":221.5,"higherWeight":221.5,"quantity":1}],"totalHigherWeight":221.5,"DS":354.40000000000003,"rate":2850.5049999999997,"tariffAndDS":3204.9049999999997,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":5014.850215499999,"totalShipmentCostFormula":"((tariffAndDS (3204.905) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 5014.85","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":4.6,"width":122.3,"height":119.88},"denseWeight":207.49257501913587,"volumetricWeight":221.5,"higherWeight":221.5,"quantity":1}],"totalHigherWeight":221.5,"DS":354.40000000000003,"rate":1594.2,"tariffAndDS":1948.6000000000001,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":3123.98556,"totalShipmentCostFormula":"((tariffAndDS (1948.6) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 3123.99","warnings":["DHL Not Available (Width exceeds 148 cm)","DHL Not Available (Height exceeds 148 cm)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","boxWeights":[{"size":{"length":4.6,"width":122.3,"height":119.88},"denseWeight":207.49257501913587,"volumetricWeight":221.5,"higherWeight":221.5,"quantity":1}],"totalHigherWeight":221.5,"DS":221.5,"rate":2149.2349999999997,"tariffAndDS":2370.7349999999997,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3643.8196949999992,"totalShipmentCostFormula":"(( tariffAndDS (2370.735) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 3643.819695","warnings":["FedEx Not Available (Width exceeds 150 cm)","FedEx Not Available (Height exceeds 175 cm)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","error":"No rate available for weight greater than 71"},{"career":"dhl_usa","boxWeights":[{"size":{"length":4.6,"width":122.3,"height":119.88},"denseWeight":207.49257501913587,"volumetricWeight":221.5,"higherWeight":221.5,"quantity":1}],"totalHigherWeight":221.5,"DS":354.40000000000003,"rate":"2047.95","tariffAndDS":2402.35,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":2529.35,"totalShipmentCostFormula":"(((tariffAndDS (2402.35) + overlengthSurcharge (22) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 2529.35","warnings":["DHL USA Not Available (Width exceeds 97 cm)","DHL USA Not Available (Height exceeds 97 cm)","Extra Charges: Weight too high for Single Box"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":4.6,"width":122.3,"height":119.88},"denseWeight":207.49257501913587,"volumetricWeight":221.5,"higherWeight":221.5,"quantity":1}],"totalHigherWeight":221.5,"DS":0,"rate":2332.75,"tariffAndDS":2332.75,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2332.75,"totalShipmentCostFormula":"((tariffAndDS (2332.75) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 2332.75"}]},"cheapest_shipping_cost_usd":2340.0,"totalCost":5350.0,"productionResults":[{"material_id":1,"dense_weight_expression":32.86525,"result":"495.1393512","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft 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Pakistan","description":"Frosted Acrylic 8mm / 0.315 inch - Ideal Light Diffusion for Halo Sign Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":8.9648,"result":"428.18126","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":0.405,"result":"2.0895","sign_material":"Wire 18g UL UL Certified Red & 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Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.0202422985072,"result":20.2422985072,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.001607709436666667,"result":1.6077094366666669,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.015335074626666669,"result":15.335074626666668,"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 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Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":21.22281110077341,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":84.045,"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":85.1656,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":10.585839598256,"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 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[2026-01-28 04:44:13] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-01-28 04:44:13"} 
[2026-01-28 04:44:14] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-01-28 04:44:14"} 
[2026-01-28 04:44:14] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":140.38,"sign_width":"120","dimensions":[{"id":"b03e673c-19d0-4b10-9263-74ce54cfc232","height":17.33,"width":72},{"id":"9edc4c52-6027-4f2f-8588-32b5e4fd0a74","height":17.33,"width":46.67},{"id":"8986b1e7-ed54-4c0e-801f-5382459f1c12","height":117.33,"width":120}]},"timestamp":"2026-01-28 04:44:14"} 
[2026-01-28 04:44:14] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-01-28 04:44:14"} 
[2026-01-28 04:44:14] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":140.38,"sign_width":"120","dimensions":[{"id":"b03e673c-19d0-4b10-9263-74ce54cfc232","height":17.33,"width":72},{"id":"9edc4c52-6027-4f2f-8588-32b5e4fd0a74","height":17.33,"width":46.67},{"id":"8986b1e7-ed54-4c0e-801f-5382459f1c12","height":117.33,"width":120}]}},"timestamp":"2026-01-28 04:44:14"} 
[2026-01-28 04:44:14] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-01-28 04:44:14"} 
[2026-01-28 04:44:14] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-01-28 04:44:14"} 
[2026-01-28 04:44:14] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-01-28 04:44:14"} 
[2026-01-28 04:44:15] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"b03e673c-19d0-4b10-9263-74ce54cfc232","height":17.33,"width":72},{"id":"9edc4c52-6027-4f2f-8588-32b5e4fd0a74","height":17.33,"width":46.67},{"id":"8986b1e7-ed54-4c0e-801f-5382459f1c12","height":117.33,"width":120}],"sign_height_raw":140.38,"sign_width_raw":"120"},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":141.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Dimension Calculation {"data":{"dim_id":"b03e673c-19d0-4b10-9263-74ce54cfc232","height":17.33,"width":72,"ceilHeight":18.0,"ceilWidth":72.0,"biggerDimension":72.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Dimension Calculation {"data":{"dim_id":"9edc4c52-6027-4f2f-8588-32b5e4fd0a74","height":17.33,"width":46.67,"ceilHeight":18.0,"ceilWidth":47.0,"biggerDimension":47.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Dimension Calculation {"data":{"dim_id":"8986b1e7-ed54-4c0e-801f-5382459f1c12","height":117.33,"width":120,"ceilHeight":118.0,"ceilWidth":120.0,"biggerDimension":120.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":3,"baseProductionCost":1506,"result":[{"id":"b03e673c-19d0-4b10-9263-74ce54cfc232","height":17.33,"width":72,"depth":2,"price":502},{"id":"9edc4c52-6027-4f2f-8588-32b5e4fd0a74","height":17.33,"width":46.67,"depth":2,"price":502},{"id":"8986b1e7-ed54-4c0e-801f-5382459f1c12","height":117.33,"width":120,"depth":2,"price":502}]},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":141.0},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1654.47,"taxFactor":0.0887,"tax":146.751489},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Box Calculation Details {"data":{"breadth":147.0,"boxDepth":8,"oneBoxCapacity":-151.0,"noOfBoxes":-0.0,"noOfFullBoxes":-1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-151.0,"widthOfHalfBox":-31.0},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":1015.2517985611512,"shippingWeightInKG":460.43165467625903},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":460.43165467625903,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":15,"min":"456","max":"550","rate":"425","created_at":null,"updated_at":null}}},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1506,"PSUCost":148.47,"tax":146.751489,"shippingRate":1800,"miscellaenous":0,"signPrice":3601.221489},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":140.38,"sign_depth":2,"totalCost":3601.221489,"TATDays":7,"baseProductionCost":1506,"productionCost":1654.47,"PSUCost":148.47,"tax":146.751489,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":3},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"b03e673c-19d0-4b10-9263-74ce54cfc232","height":17.33,"width":72},{"id":"9edc4c52-6027-4f2f-8588-32b5e4fd0a74","height":17.33,"width":46.67},{"id":"8986b1e7-ed54-4c0e-801f-5382459f1c12","height":117.33,"width":120}],"sign_height_raw":140.38,"sign_width_raw":"120"},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":141.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Dimension Calculation {"data":{"dim_id":"b03e673c-19d0-4b10-9263-74ce54cfc232","height":17.33,"width":72,"ceilHeight":18.0,"ceilWidth":72.0,"biggerDimension":72.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Dimension Calculation {"data":{"dim_id":"9edc4c52-6027-4f2f-8588-32b5e4fd0a74","height":17.33,"width":46.67,"ceilHeight":18.0,"ceilWidth":47.0,"biggerDimension":47.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Dimension Calculation {"data":{"dim_id":"8986b1e7-ed54-4c0e-801f-5382459f1c12","height":117.33,"width":120,"ceilHeight":118.0,"ceilWidth":120.0,"biggerDimension":120.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":3,"baseProductionCost":1506,"result":[{"id":"b03e673c-19d0-4b10-9263-74ce54cfc232","height":17.33,"width":72,"depth":3,"price":502},{"id":"9edc4c52-6027-4f2f-8588-32b5e4fd0a74","height":17.33,"width":46.67,"depth":3,"price":502},{"id":"8986b1e7-ed54-4c0e-801f-5382459f1c12","height":117.33,"width":120,"depth":3,"price":502}]},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":141.0},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1654.47,"taxFactor":0.0887,"tax":146.751489},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Box Calculation Details {"data":{"breadth":147.0,"boxDepth":8,"oneBoxCapacity":-151.0,"noOfBoxes":-0.0,"noOfFullBoxes":-1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-151.0,"widthOfHalfBox":-31.0},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":1015.2517985611512,"shippingWeightInKG":460.43165467625903},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":460.43165467625903,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":15,"min":"456","max":"550","rate":"425","created_at":null,"updated_at":null}}},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1506,"PSUCost":148.47,"tax":146.751489,"shippingRate":1800,"miscellaenous":0,"signPrice":3601.221489},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":140.38,"sign_depth":3,"totalCost":3601.221489,"TATDays":7,"baseProductionCost":1506,"productionCost":1654.47,"PSUCost":148.47,"tax":146.751489,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":3},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":140.38,"sign_width":"120","shipping_weight":221.5,"shape":"rectangular","dimensions":[{"id":"b03e673c-19d0-4b10-9263-74ce54cfc232","height":17.33,"width":72},{"id":"9edc4c52-6027-4f2f-8588-32b5e4fd0a74","height":17.33,"width":46.67},{"id":"8986b1e7-ed54-4c0e-801f-5382459f1c12","height":117.33,"width":120}]}},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Validation Passed {"data":[],"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Input Parameters {"data":{"dimensions_count":3,"shape":"rectangular"},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face-Lit 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)","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":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:44:15] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1063.9299999999998,"dimensions_count":3},"timestamp":"2026-01-28 04:44:15"} 
[2026-01-28 04:45:23] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"144","user_input_dimension":"width","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","sign_depth_or_thickness":"3","user_uuid":"djfkdjfkkdfjkdlfjk","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php887F.tmp"}},"file_present":true},"timestamp":"2026-01-28 04:45:23"} 
[2026-01-28 04:45:23] local.INFO: Validation Passed {"data":{"sign_width_or_height":"144","user_input_dimension":"width"},"timestamp":"2026-01-28 04:45:23"} 
[2026-01-28 04:45:23] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":11.9999952},"timestamp":"2026-01-28 04:45:23"} 
[2026-01-28 04:45:23] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2026-01-05 100345.png","query_param":"banner_width_ft","query_value":11.9999952,"file_size":26333},"timestamp":"2026-01-28 04:45:23"} 
[2026-01-28 04:45:23] local.INFO: Trying Image-to-Text server {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=11.9999952","file":"Screenshot 2026-01-05 100345.png"},"timestamp":"2026-01-28 04:45:23"} 
[2026-01-28 04:45:24] local.ERROR: Server FAILED {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=11.9999952","error":"Server responded but data invalid"},"timestamp":"2026-01-28 04:45:24"} 
[2026-01-28 04:45:24] local.INFO: Trying Image-to-Text server {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=11.9999952","file":"Screenshot 2026-01-05 100345.png"},"timestamp":"2026-01-28 04:45:24"} 
[2026-01-28 04:45:25] local.INFO: Server succeeded {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=11.9999952"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Image-to-Text API Response 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\"}}"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Detected Objects from Image-to-Text API 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04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Nested area calculated {"data":{"nestedArea":6653.312100000001},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"1be5267e-bf39-4d87-b64a-8f0e9e4934bb","height":24.64,"width":22.33,"perimeter":117.1,"area":347.41,"image":"iVBORw0KGgoAAAANSUhEUgAAADoAAABACAYAAABLAmSPAAAN80lEQVRoBc3Bf4ykd0HH8ffnO8/s7N3M3cxde727mXau7di6UqJxIaxIVEIMgQhEI4nGGP8wMRHQCK5l/1KMqOnGJRU0hgTFPwwa/lFCMJJAIlmQCCiaEB1gyrTT3s31bm7uR5+5m5t9nuf7cde1QZFin2nVvl66uljwd7OrvhUjQaKsaHOmusIPHDuhigIGxPKMEbAXI/906xku7C3MPlFOtKmHCuv1JqdWVqSv3Ur5xeFXfClbkChQhoC9GHnNsZP8wf0PUVWQAbE8YwQ8UxT89vmv+9PXr/DvJMrIo7l7ZZX3dB9ko9FEg/mMh0d9T7IFiQJlZY68qtHike4aiYIMiOUZIyAtCt43Hvqz6ZRDoozcpl2t8XCnx3q9iQbzmTdHfSbZgkSBsjJHNhottrtrJAoyIJZnjIC0KNgZD72bTjkkysht2tUaW50e6/UmGsxn3hz1mWQLEgXKyhzZaLTY7q6RKMiAWJ4xAtKiYGc89G465ZAoI7dpV2tsdXqs15toMJ95c9Rnki1IFCgrc2Sj0WK7u0aiIANiecYISIuCnfHQu+mUQ6KM3KZdrbHV6bFeb6LBfObNUZ9JtiBRoKzMkY1Gi+3uGomCDIjlGSMgLQp2xkPvplMOiTJym3a1xlanx3q9iQbzmTdHfSbZgkSBsjJHNhottrtrJAoyIJZnjIC0KNgZD72bTjkkysht2tUaW50e6/UmGsxn3hz1mWQLEgXKyhzZaLTY7q6RKMiAWJ4xAtKiYGc89G465ZAoI7dpV2tsdXqs15toMJ95c9Rnki1IFCgrc2Sj0WK7u0aiIANiecYISIuCnfHQu+mUQ6KM3KZdrbHV6bFeb6LBfObNUZ9JtiBRoKzMkY1Gi+3uGomCDIjlGSMgLQp2xkPvplMOiTJym3a1xlanx3q9iQbzmTdHfSbZgkSBsjJHNhottrtrJAoyIJZnjIC0KNgZD72bTjkkysht2tUaW50e6/UmGsxn3hz1mWQLEgXKyhzZaLTY7q6RKMiAWJ4xAtKiYGc89G465ZAoI7dpV2tsdXqs15toMJ95c9Rnki1IFCgrc2Sj0WK7u0aiIANiecYISIuCnfHQu+mUQ6KM3KZdrbHV6bFeb6LBfObNUZ9JtiBRoKzMkY1Gi+3uGomCDIjlGSMgLQp2xkPvplMOiTJym3a1xlanx3q9iQbzmTdHfSbZgkSBsjJHNhottrtrJAoyIJZnjIC0KNgZD72bTjkkysht2tUaW50e6/UmGsxn3hz1mWQLEgXKyhzZaLTY7q6RKMiAWJ4xAtKiYGc89G465ZAoI7dpV2tsdXqs15toMJ95c9Rnki1IFCgrc2Sj0WK7u0aiIANiecYISIuCnfHQu+mUQ6KM3KZdrbHV6bFeb6LBfObNUZ9JtiBRoKzMkY1Gi+3uGomCDIjlGSMgLQp2xkPvplMOiTJym3a1xlanx3q9iQbzmTdHfSbZgkSBsjJHNhottrtrJAoyIJZnjIC0KNgZD72bTjkkysht2tUaW50e6/UmGsxn3hz1mWQLEgXKyhzZaLTY7q6RKMiAWJ4xAtKiYGc89G465ZAoI7dpV2tsdXqs15toMJ95c9Rnki1IFCgrc2Sj0WK7u0aiIANiecYISIuCnfHQu+mUQ6KM3KZdrbHV6bFeb6LBfObNUZ9JtiBRoKzMkY1Gi+3uGomCDIjlGSMgLQp2xkPvplMOiTJym3a1xlanx3q9iQbzmTdHfSbZgkSBsjJHNhottrtrJAoyIJZnjIC0KNgZD72bTjkkysht2tUaW50e6/UmGsxn3hz1mWQLEgXKyhzZaLTY7q6RKMiAWJ4xAtKiYGc89G465ZAoI7dpV2tsdXqs15toMJ95c9Rnki1IFCgrc2Sj0WK7u0aiIANiecYISIuCnfHQu+mUQ6KM3KZdrbHV6bFeb6LBfObNUZ9JtiBRoKzMkY1Gi+3uGomCDIjlGSMgLQp2xkPvplMOiTJym3a1xlanx3q9iQbzmTdHfSbZgkSBsjJHNhottrtrJAoyIJZnjIC0KNgZD72bTjkkysht2tUaW50e6/UmGsxn3hz1mWQLEgXKyhzZaLTY7q6RKMiAWJ4xAtKiYGc89G465ZAoI7dpV2tsdXqs15toMJ95c9Rnki1IFCgrc2Sj0WK7u0aiIANiecYISIuCnfHQu+mUQ6KM3KZdrbHV6bFeb6LBfObNUZ9JtiBRoKzMkY1Gi0e6a1QVZEAszxgBaVGwMx56N51ySJSR27SrNbY6PdbrTTSYz7w56jPJFiQKlJU5stFo8Uh3jaqCDIjlGSMgLQp+bzz0bjpFHBBl5Dbtao2tTo/1ehMN5jNvjvpMsgWJAmVljryy3mS7+z3UQpABsTzbCLhW5Dxy4TF/YXYdiX2ijNyRu6urbHV6fN/R4+jx+U0//GSf84vbVEOgrMKRlx1psHPuZTQqiYwRYlm2EXClyPjdC4/5y7MbSKKszJH7Vo7w7naPh44eQ0/dvuV3P9nn8dtzVkLAlFPYPLB6lPedexknkqoiRohl2UbAhb0Fj4y/4a/cegZJlJU5cn/tKA+3ezx0pIEuLuZsPflVf3U+YzVUMCXZ3JFUefTeh+jWjlDYChLLijYCvja/6Z3xN3hscQtJlJXHyHcfafBr7ft5cLWOLu3d5rfOf91fnN3gSKhgypFhNQTee8+DvKLRItoKEsuKNgL+fnbdj14ccjnfQ4iy8mhe2TjOO8/exz0rR6RptuB948f9qRsTjoQKppwA2PDOs/fxlpOnibaCxDLMPpsDn7h+yR98+kluxgJJlJU78tpjd/BLZ85xqlqTbmR7fPjyU/6L6UVWQ8CUI5sC+ImTp/nl0/cSJCEhyjPmwLyI/OnkKf/l1acpbCRRVnTkza0z/MLpezheSaRbec7Hrz7tDzz9BJUQKM0mAg8dOcZ77n6A0ys1RZsgUZZtDjy5N+f9F5/wP9y8QUWiLNskEj9359389J1nqYYg7RUFn0+v+XcuDLgZCyoKlGZzvJLwrrP389rmHURbQaIMs88mYj6bXvUfXhxxOd+jIlFWtDlWqfCO0/fyhtYpENJeUfD1+U2/98KA0WJONQTKsiEIXt+8k7efuZdjoSL2SeL5so2Ba/keH7583n99/TIHJFFWYXP3yiq/evY+XlFvsk9aFAWXs4Ufvfg4n0+vUQ2Bssw+m9PVGr9y9l5e3TiBQUHi+TBgGwNfml33znjIpWyPJIhlFDavqB/nXWfv456VI+yTFkXB7VjwZ5ML/vMrF6hIIFGWbQ685tgJ3n7mHGeSGkES/0ES38rsszFgYJLt+dGLQz4/u0aCQKIs2wh484nTvO30OVZDEPuUFQUGPvfMVe9cHHI9z6iEwDJsc+BNrbv42VMd7kiqaF9AiP/OQOSAuZpn/uDTIz554wq1EFiWDccqFd52+hxvbJ3CoCChrCgw8MTilh8dP84/33qGJASWZZsAvK51J289cYZ7V4+yoiCew16MnN+b+48vP8Xn0mtUQ2BpNgYeWK2z1enRqx3FoCChrCg4cCsWfOTKBX90epHCRhLLijaFzYOrR/nR5im+9+gxWkmV1VBREBQ28xh9NdvjX+cz/ub6hMdu32S1UuEFsRHwYyfu4h1n7qWmICQEKI8R2xz40s0b/sDFx3lq7zZB4oXKYqQqcXalxtnqKscrCSshsIiR60XGxb0Fl7M9MkdWQsC8QIZWJeHh9v384PGT2NY+DiiPEdscuFHk/tClEZ+8foWIQeKFsk1uYwEGCQyIfYZEQhIvlAy5zWubJ3l3u0e9UgGjfRxQHiNmn82BL8yu+f0Xn+DpbAESLxYB5psEmBeR4WgI/PrdD/DqYycosALiWcpj5IBtDtyO0X8yeZK/unqJaEC85Am4VRT81J1nefvpc1QVkJAQz1IeI88yRojzi7nfe37A127fRBIvZQKyGDldrfFH97+c09Uaha0g8Z8pj5FnGWODwF+8eYPffGrA7ZiDxEtVtKkp8Bt3fxc/dOwkBaAD/FfKY+RbRZuA/LFrT/P7Fx8nAJZ4ybFJJH7+1D289c6zBERFEt+G8hj5VmafIQh/6PKTfPTKRTJHJPFSYZvVUOHHT5zmZ051qFcqVJB4Dspj5NsxYMwiRn9kcoGPX7vEM0WOJP6/2aZVSXhj6y5+8o4znKyuIIRAPAflMfJcIkaIWZ77k9cv87Frlzi/d5uAkMD83xFgINp0VlZ5y4m7eH3rFCeSKgaEJJ6b8hj5TgzYZh4L/+PNG3zi2mW+fPMGezaJhPnfJyCPkWoIfP/R47zpxGle2WhyNFSQkBD/E+Ux8p2YfTYHckef37vNZ56Z8ukbU0aLOQGohoAB8+IRh/IYKYDOSo03tO7idc076FRXqQQho308H8pj5PkwBoPBt2LBU4s5n7pxhb+9MeVSviAA1VAhAAZMeeJQtMliBMFd1Ro/cvwOXt+8k3O1IxwJFRAIJMTzpTxGni/bHDD7bC8cmWR7fG52jc/cmDJc3GIWCw5UEFWJICFAgPgmAwYMRJvMkRwIwLGQ8MCRo/zwsTt4VaPF6eoKqwogIRASohzlMVKWbQ5EoAJGYhELzi9u8y/zGf15yvm920yyPdIiJ7PJMLaJQJAIQIJYkThWSbizWuNc7QgvP9pgbbXBmZUaq6ECNgUgkABJLEN5jLwQtjEgiQBmn4Dc5lZRcCXf42ZRcCsW5Jg9mxWJKoEjlcDxSsLJSpUjlQoViWdFjEFCiBdOeYy8GAxEmwMCgkQADOZ5sFGBeVaQEC+efwNmlk9dE2TDLAAAAABJRU5ErkJggg=="},{"id":"fce265aa-bbb9-4fc9-9acf-1708b2095754","height":24.64,"width":24.64,"perimeter":81.01,"area":470.46,"image":"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"},{"id":"9125cef6-23b5-4fe3-a2fa-8d5533176514","height":24.26,"width":21.56,"perimeter":122.91,"area":368.76,"image":"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"}]},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Number of letters detected {"data":{"noOfLetters":14},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1417.78,"perimeter_in_feet":118.15},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[456.23,407.01,332.74,164.92,405.38,267.29,341.93,268.18,469.94,335.48,344.0,347.41,470.46,368.76],"actualFilledAreaSum":4979.7300000000005},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":34.58},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Average character height calculated {"data":{"avgCharHeight":24.423571428571424},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":377,"originalHeight":263,"ratio":1.4334600760456273},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"144","otherDimensionOfSign":100.46},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Image to Text processing completed 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"},{"id":"98fe7931-468b-4d43-804b-819c5878492e","height":24.26,"width":17.71,"perimeter":116.2,"area":335.48,"image":"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04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":144,"sign_depth":null,"sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":1.5,"quotationId":524,"no_of_lines":1,"raceway_depth":2,"raceway_height":6,"width_of_line_1":"144","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":100.46,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":2,"backboard_cabinet_depth":2,"no_of_letters":14,"perimeter_of_sign":118.15,"nested_area":46.2,"occupied_area":34.58,"avg_char_height":"Greater than 24 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lFTkSuQmCC\"},{\"id\":\"9125cef6-23b5-4fe3-a2fa-8d5533176514\",\"height\":24.26,\"width\":21.56,\"perimeter\":122.91,\"area\":368.76,\"image\":\"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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":144,"sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1.5,"no_of_lines":1,"raceway_depth":2,"raceway_height":6,"width_of_line_1":"144","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":100.46,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":2,"backboard_cabinet_depth":2,"no_of_letters":14,"perimeter_of_sign":118.15,"nested_area":46.2,"occupied_area":34.58,"avg_char_height":"Greater than 24 inches","width_of_sign":"144","width_of_smaller_line":20,"other_dimension_of_sign":100.46,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Final Variables Merged {"data":{"variables_count":190},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"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":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Initializing MathExecutor {"data":{"variables_count":190},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: MathExecutor variables set {"data":{"variables_count":190},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"21.75082"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"204.135624"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"3.721725"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"26.2044885"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":30.2575},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":179.78637600000002},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"3.696"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"176.5302"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.89"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"9.751"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.014721395499800002},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":14.721395499800002},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0011692212945833334},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":1.1692212945833336},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.011152572348333334},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":11.152572348333333},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.022921242153333"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"22.921242153333"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.01112440637"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"11.12440637"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0148950934"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"14.8950934"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.0011884798933333"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"1.1884798933333"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":15.434482191876596},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":34.650000000000006},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"35.112"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":"35.112","result":0},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"6.7970581871866"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":"6.7970581871866","result":0},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] 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":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] 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":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":775.3045816512595,"totalDenseWeight_before_formula":104.78027559814598},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":852.8350398163855},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Total Dense Weight formula executed {"data":{"formula":"totalDenseWeight * 1.1","computed_totalDenseWeight":115.25830315796058},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Total Cost result added to calculationsResults {"data":{"variable_id":8,"result":852.8350398163855,"dense_weight_expression":115.25830315796058},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":14,"totalDenseWeight":115.25830315796058},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":14,"sign_depth":"1"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":21.56,"height":24.26,"depth":"1"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":21.56,"height":24.26,"depth":"1"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":17.33,"height":24.26,"depth":"1"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":7.32,"height":24.26,"depth":"1"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":20.79,"height":24.26,"depth":"1"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":16.94,"height":24.26,"depth":"1"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":19.25,"height":25.03,"depth":"1"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":16.94,"height":24.26,"depth":"1"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":24.64,"height":24.64,"depth":"1"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":17.71,"height":24.26,"depth":"1"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":19.64,"height":24.64,"depth":"1"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":22.33,"height":24.64,"depth":"1"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":24.64,"height":24.64,"depth":"1"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":21.56,"height":24.26,"depth":"1"},"timestamp":"2026-01-28 04:45:25"} 
[2026-01-28 04:45:26] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1769575526_6d6900c71b8d775fc61a83ce44d8fad2","bins_packed":[{"bin_data":{"w":24.94,"h":25.33,"d":16.9,"id":"unique","used_space":83.2733,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":25.33,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/547f1b2c0049c78495164bcb80da15f5/1769575526-1576-9383135.svg","items":[{"id":"item-9","w":24.94,"h":24.94,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/547f1b2c0049c78495164bcb80da15f5/1769575526-1565-3754885.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-13","w":24.94,"h":24.94,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/547f1b2c0049c78495164bcb80da15f5/1769575526-1566-7713923.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-12","w":22.63,"h":24.94,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/547f1b2c0049c78495164bcb80da15f5/1769575526-1567-4628469.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-11","w":19.94,"h":24.94,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/547f1b2c0049c78495164bcb80da15f5/1769575526-1567-7694872.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":21.86,"h":24.56,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/547f1b2c0049c78495164bcb80da15f5/1769575526-1568-9972988.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":21.86,"h":24.56,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/547f1b2c0049c78495164bcb80da15f5/1769575526-1569-3765686.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-14","w":21.86,"h":24.56,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/547f1b2c0049c78495164bcb80da15f5/1769575526-1569-2321347.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":21.09,"h":24.56,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/547f1b2c0049c78495164bcb80da15f5/1769575526-157-3520889.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-10","w":18.01,"h":24.56,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/547f1b2c0049c78495164bcb80da15f5/1769575526-1571-8601542.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":17.63,"h":24.56,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/547f1b2c0049c78495164bcb80da15f5/1769575526-1571-3964757.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":17.24,"h":24.56,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/547f1b2c0049c78495164bcb80da15f5/1769575526-1572-3693148.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":17.24,"h":24.56,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/547f1b2c0049c78495164bcb80da15f5/1769575526-1573-6125652.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":19.55,"h":25.33,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/547f1b2c0049c78495164bcb80da15f5/1769575526-1573-5394285.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":7.62,"h":24.56,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/547f1b2c0049c78495164bcb80da15f5/1769575526-1576-8167050.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-01-28 04:45:26"} 
[2026-01-28 04:45:26] local.INFO: Box added from packed bin {"data":{"length":16.9,"width":24.94,"height":25.33,"denseWeight":115.25830315796058},"timestamp":"2026-01-28 04:45:26"} 
[2026-01-28 04:45:27] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":18.9,"width":26.94,"height":27.58},"quantity":1,"denseWeight":115.25830315796058}],"cheapestShippingCost":1359.5132850527368,"rawShippingRates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":18.9,"width":26.94,"height":27.58},"denseWeight":115.25830315796058,"volumetricWeight":46.5,"higherWeight":115.25830315796058,"quantity":1}],"totalHigherWeight":115.25830315796058,"DS":184.41328505273694,"rate":1476.7998598324305,"tariffAndDS":1661.2131448851674,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2658.3274043666647,"totalShipmentCostFormula":"((tariffAndDS (1661.2131448852) + overlengthSurcharge (0) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 2658.33","warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":18.9,"width":26.94,"height":27.58},"denseWeight":115.25830315796058,"volumetricWeight":46.5,"higherWeight":115.25830315796058,"quantity":1}],"totalHigherWeight":115.25830315796058,"DS":184.41328505273694,"rate":829.2597827373162,"tariffAndDS":1013.6730677900531,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1683.7148343308088,"totalShipmentCostFormula":"((tariffAndDS (1013.6730677901) + overlengthSurcharge (0) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 1683.71","warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","boxWeights":[{"size":{"length":18.9,"width":26.94,"height":27.58},"denseWeight":115.25830315796058,"volumetricWeight":46.5,"higherWeight":115.25830315796058,"quantity":1}],"totalHigherWeight":115.25830315796058,"DS":115.25830315796058,"rate":1109.128787916434,"tariffAndDS":1224.3870910743947,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1881.8829589813445,"totalShipmentCostFormula":"(( tariffAndDS (1224.3870910744) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 1881.8829589813","warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","error":"No rate available for weight greater than 71"},{"career":"dhl_usa","boxWeights":[{"size":{"length":18.9,"width":26.94,"height":27.58},"denseWeight":115.25830315796058,"volumetricWeight":46.5,"higherWeight":115.25830315796058,"quantity":1}],"totalHigherWeight":115.25830315796058,"DS":184.41328505273694,"rate":"1070.10","tariffAndDS":1254.5132850527368,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1359.5132850527368,"totalShipmentCostFormula":"(((tariffAndDS (1254.5132850527) + overlengthSurcharge (0) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 1359.5132850527","warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":18.9,"width":26.94,"height":27.58},"denseWeight":115.25830315796058,"volumetricWeight":46.5,"higherWeight":115.25830315796058,"quantity":1}],"totalHigherWeight":115.25830315796058,"DS":0,"rate":1429.695576842665,"tariffAndDS":1429.695576842665,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1429.695576842665,"totalShipmentCostFormula":"((tariffAndDS (1429.6955768427) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 1429.6955768427"}]}},"timestamp":"2026-01-28 04:45:27"} 
[2026-01-28 04:45:27] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":1.66},"timestamp":"2026-01-28 04:45:27"} 
[2026-01-28 04:45:27] local.INFO: Final API Response {"data":{"sign_width":"144","sign_height":100.46,"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":"Flush/Stud 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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":0.022921242153333,"result":"22.921242153333","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.01112440637,"result":"11.12440637","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":0.0148950934,"result":"14.8950934","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.0011884798933333,"result":"1.1884798933333","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":15.434482191876596,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":34.650000000000006,"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":35.112,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":6.7970581871866,"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":115.25830315796058,"result":852.8350398163855,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":144,"sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1.5,"no_of_lines":1,"raceway_depth":2,"raceway_height":6,"width_of_line_1":"144","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":100.46,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":2,"backboard_cabinet_depth":2,"no_of_letters":14,"perimeter_of_sign":118.15,"nested_area":46.2,"occupied_area":34.58,"avg_char_height":"Greater than 24 inches","width_of_sign":"144","width_of_smaller_line":20,"other_dimension_of_sign":100.46,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":"RGB","uv_printing_needed":"Yes"},"TATDays":21,"testDenseWeight":0},"timestamp":"2026-01-28 04:45:27"} 
[2026-01-28 04:45:27] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-01-28 04:45:27"} 
[2026-01-28 04:46:28] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"144","user_input_dimension":"width","mounting_type":"Flush/Stud mounted","user_uuid":"djfkdjfkkdfjkdlfjk","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php862A.tmp"}},"file_present":true},"timestamp":"2026-01-28 04:46:28"} 
[2026-01-28 04:46:28] local.INFO: Validation Passed {"data":{"sign_width_or_height":"144","user_input_dimension":"width"},"timestamp":"2026-01-28 04:46:28"} 
[2026-01-28 04:46:28] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":11.9999952},"timestamp":"2026-01-28 04:46:28"} 
[2026-01-28 04:46:28] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2026-01-05 100345.png","query_param":"banner_width_ft","query_value":11.9999952,"file_size":26333},"timestamp":"2026-01-28 04:46:28"} 
[2026-01-28 04:46:28] local.INFO: Trying Image-to-Text server {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=11.9999952","file":"Screenshot 2026-01-05 100345.png"},"timestamp":"2026-01-28 04:46:28"} 
[2026-01-28 04:46:29] local.ERROR: Server FAILED {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=11.9999952","error":"Server responded but data invalid"},"timestamp":"2026-01-28 04:46:29"} 
[2026-01-28 04:46:29] local.INFO: Trying Image-to-Text server {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=11.9999952","file":"Screenshot 2026-01-05 100345.png"},"timestamp":"2026-01-28 04:46:29"} 
[2026-01-28 04:46:30] local.INFO: Server succeeded {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=11.9999952"},"timestamp":"2026-01-28 04:46:30"} 
[2026-01-28 04:46:30] local.INFO: Image-to-Text API Response 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\"}}"},"timestamp":"2026-01-28 04:46:30"} 
[2026-01-28 04:46:30] local.INFO: Detected Objects from Image-to-Text API 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04:46:30"} 
[2026-01-28 04:46:30] local.INFO: Nested area calculated {"data":{"nestedArea":6653.312100000001},"timestamp":"2026-01-28 04:46:30"} 
[2026-01-28 04:46:30] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"d97ce0ee-d2cd-4702-a8b4-76e4129ae8fd","height":24.64,"width":22.33,"perimeter":117.1,"area":347.41,"image":"iVBORw0KGgoAAAANSUhEUgAAADoAAABACAYAAABLAmSPAAAN80lEQVRoBc3Bf4ykd0HH8ffnO8/s7N3M3cxde727mXau7di6UqJxIaxIVEIMgQhEI4nGGP8wMRHQCK5l/1KMqOnGJRU0hgTFPwwa/lFCMJJAIlmQCCiaEB1gyrTT3s31bm7uR5+5m5t9nuf7cde1QZFin2nVvl66uljwd7OrvhUjQaKsaHOmusIPHDuhigIGxPKMEbAXI/906xku7C3MPlFOtKmHCuv1JqdWVqSv3Ur5xeFXfClbkChQhoC9GHnNsZP8wf0PUVWQAbE8YwQ8UxT89vmv+9PXr/DvJMrIo7l7ZZX3dB9ko9FEg/mMh0d9T7IFiQJlZY68qtHike4aiYIMiOUZIyAtCt43Hvqz6ZRDoozcpl2t8XCnx3q9iQbzmTdHfSbZgkSBsjJHNhottrtrJAoyIJZnjIC0KNgZD72bTjkkysht2tUaW50e6/UmGsxn3hz1mWQLEgXKyhzZaLTY7q6RKMiAWJ4xAtKiYGc89G465ZAoI7dpV2tsdXqs15toMJ95c9Rnki1IFCgrc2Sj0WK7u0aiIANiecYISIuCnfHQu+mUQ6KM3KZdrbHV6bFeb6LBfObNUZ9JtiBRoKzMkY1Gi+3uGomCDIjlGSMgLQp2xkPvplMOiTJym3a1xlanx3q9iQbzmTdHfSbZgkSBsjJHNhottrtrJAoyIJZnjIC0KNgZD72bTjkkysht2tUaW50e6/UmGsxn3hz1mWQLEgXKyhzZaLTY7q6RKMiAWJ4xAtKiYGc89G465ZAoI7dpV2tsdXqs15toMJ95c9Rnki1IFCgrc2Sj0WK7u0aiIANiecYISIuCnfHQu+mUQ6KM3KZdrbHV6bFeb6LBfObNUZ9JtiBRoKzMkY1Gi+3uGomCDIjlGSMgLQp2xkPvplMOiTJym3a1xlanx3q9iQbzmTdHfSbZgkSBsjJHNhottrtrJAoyIJZnjIC0KNgZD72bTjkkysht2tUaW50e6/UmGsxn3hz1mWQLEgXKyhzZaLTY7q6RKMiAWJ4xAtKiYGc89G465ZAoI7dpV2tsdXqs15toMJ95c9Rnki1IFCgrc2Sj0WK7u0aiIANiecYISIuCnfHQu+mUQ6KM3KZdrbHV6bFeb6LBfObNUZ9JtiBRoKzMkY1Gi+3uGomCDIjlGSMgLQp2xkPvplMOiTJym3a1xlanx3q9iQbzmTdHfSbZgkSBsjJHNhottrtrJAoyIJZnjIC0KNgZD72bTjkkysht2tUaW50e6/UmGsxn3hz1mWQLEgXKyhzZaLTY7q6RKMiAWJ4xAtKiYGc89G465ZAoI7dpV2tsdXqs15toMJ95c9Rnki1IFCgrc2Sj0WK7u0aiIANiecYISIuCnfHQu+mUQ6KM3KZdrbHV6bFeb6LBfObNUZ9JtiBRoKzMkY1Gi+3uGomCDIjlGSMgLQp2xkPvplMOiTJym3a1xlanx3q9iQbzmTdHfSbZgkSBsjJHNhottrtrJAoyIJZnjIC0KNgZD72bTjkkysht2tUaW50e6/UmGsxn3hz1mWQLEgXKyhzZaLTY7q6RKMiAWJ4xAtKiYGc89G465ZAoI7dpV2tsdXqs15toMJ95c9Rnki1IFCgrc2Sj0WK7u0aiIANiecYISIuCnfHQu+mUQ6KM3KZdrbHV6bFeb6LBfObNUZ9JtiBRoKzMkY1Gi+3uGomCDIjlGSMgLQp2xkPvplMOiTJym3a1xlanx3q9iQbzmTdHfSbZgkSBsjJHNhottrtrJAoyIJZnjIC0KNgZD72bTjkkysht2tUaW50e6/UmGsxn3hz1mWQLEgXKyhzZaLTY7q6RKMiAWJ4xAtKiYGc89G465ZAoI7dpV2tsdXqs15toMJ95c9Rnki1IFCgrc2Sj0WK7u0aiIANiecYISIuCnfHQu+mUQ6KM3KZdrbHV6bFeb6LBfObNUZ9JtiBRoKzMkY1Gi+3uGomCDIjlGSMgLQp2xkPvplMOiTJym3a1xlanx3q9iQbzmTdHfSbZgkSBsjJHNhottrtrJAoyIJZnjIC0KNgZD72bTjkkysht2tUaW50e6/UmGsxn3hz1mWQLEgXKyhzZaLTY7q6RKMiAWJ4xAtKiYGc89G465ZAoI7dpV2tsdXqs15toMJ95c9Rnki1IFCgrc2Sj0WK7u0aiIANiecYISIuCnfHQu+mUQ6KM3KZdrbHV6bFeb6LBfObNUZ9JtiBRoKzMkY1Gi0e6a1QVZEAszxgBaVGwMx56N51ySJSR27SrNbY6PdbrTTSYz7w56jPJFiQKlJU5stFo8Uh3jaqCDIjlGSMgLQp+bzz0bjpFHBBl5Dbtao2tTo/1ehMN5jNvjvpMsgWJAmVljryy3mS7+z3UQpABsTzbCLhW5Dxy4TF/YXYdiX2ijNyRu6urbHV6fN/R4+jx+U0//GSf84vbVEOgrMKRlx1psHPuZTQqiYwRYlm2EXClyPjdC4/5y7MbSKKszJH7Vo7w7naPh44eQ0/dvuV3P9nn8dtzVkLAlFPYPLB6lPedexknkqoiRohl2UbAhb0Fj4y/4a/cegZJlJU5cn/tKA+3ezx0pIEuLuZsPflVf3U+YzVUMCXZ3JFUefTeh+jWjlDYChLLijYCvja/6Z3xN3hscQtJlJXHyHcfafBr7ft5cLWOLu3d5rfOf91fnN3gSKhgypFhNQTee8+DvKLRItoKEsuKNgL+fnbdj14ccjnfQ4iy8mhe2TjOO8/exz0rR6RptuB948f9qRsTjoQKppwA2PDOs/fxlpOnibaCxDLMPpsDn7h+yR98+kluxgJJlJU78tpjd/BLZ85xqlqTbmR7fPjyU/6L6UVWQ8CUI5sC+ImTp/nl0/cSJCEhyjPmwLyI/OnkKf/l1acpbCRRVnTkza0z/MLpezheSaRbec7Hrz7tDzz9BJUQKM0mAg8dOcZ77n6A0ys1RZsgUZZtDjy5N+f9F5/wP9y8QUWiLNskEj9359389J1nqYYg7RUFn0+v+XcuDLgZCyoKlGZzvJLwrrP389rmHURbQaIMs88mYj6bXvUfXhxxOd+jIlFWtDlWqfCO0/fyhtYpENJeUfD1+U2/98KA0WJONQTKsiEIXt+8k7efuZdjoSL2SeL5so2Ba/keH7583n99/TIHJFFWYXP3yiq/evY+XlFvsk9aFAWXs4Ufvfg4n0+vUQ2Bssw+m9PVGr9y9l5e3TiBQUHi+TBgGwNfml33znjIpWyPJIhlFDavqB/nXWfv456VI+yTFkXB7VjwZ5ML/vMrF6hIIFGWbQ685tgJ3n7mHGeSGkES/0ES38rsszFgYJLt+dGLQz4/u0aCQKIs2wh484nTvO30OVZDEPuUFQUGPvfMVe9cHHI9z6iEwDJsc+BNrbv42VMd7kiqaF9AiP/OQOSAuZpn/uDTIz554wq1EFiWDccqFd52+hxvbJ3CoCChrCgw8MTilh8dP84/33qGJASWZZsAvK51J289cYZ7V4+yoiCew16MnN+b+48vP8Xn0mtUQ2BpNgYeWK2z1enRqx3FoCChrCg4cCsWfOTKBX90epHCRhLLijaFzYOrR/nR5im+9+gxWkmV1VBREBQ28xh9NdvjX+cz/ub6hMdu32S1UuEFsRHwYyfu4h1n7qWmICQEKI8R2xz40s0b/sDFx3lq7zZB4oXKYqQqcXalxtnqKscrCSshsIiR60XGxb0Fl7M9MkdWQsC8QIZWJeHh9v384PGT2NY+DiiPEdscuFHk/tClEZ+8foWIQeKFsk1uYwEGCQyIfYZEQhIvlAy5zWubJ3l3u0e9UgGjfRxQHiNmn82BL8yu+f0Xn+DpbAESLxYB5psEmBeR4WgI/PrdD/DqYycosALiWcpj5IBtDtyO0X8yeZK/unqJaEC85Am4VRT81J1nefvpc1QVkJAQz1IeI88yRojzi7nfe37A127fRBIvZQKyGDldrfFH97+c09Uaha0g8Z8pj5FnGWODwF+8eYPffGrA7ZiDxEtVtKkp8Bt3fxc/dOwkBaAD/FfKY+RbRZuA/LFrT/P7Fx8nAJZ4ybFJJH7+1D289c6zBERFEt+G8hj5VmafIQh/6PKTfPTKRTJHJPFSYZvVUOHHT5zmZ051qFcqVJB4Dspj5NsxYMwiRn9kcoGPX7vEM0WOJP6/2aZVSXhj6y5+8o4znKyuIIRAPAflMfJcIkaIWZ77k9cv87Frlzi/d5uAkMD83xFgINp0VlZ5y4m7eH3rFCeSKgaEJJ6b8hj5TgzYZh4L/+PNG3zi2mW+fPMGezaJhPnfJyCPkWoIfP/R47zpxGle2WhyNFSQkBD/E+Ux8p2YfTYHckef37vNZ56Z8ukbU0aLOQGohoAB8+IRh/IYKYDOSo03tO7idc076FRXqQQho308H8pj5PkwBoPBt2LBU4s5n7pxhb+9MeVSviAA1VAhAAZMeeJQtMliBMFd1Ro/cvwOXt+8k3O1IxwJFRAIJMTzpTxGni/bHDD7bC8cmWR7fG52jc/cmDJc3GIWCw5UEFWJICFAgPgmAwYMRJvMkRwIwLGQ8MCRo/zwsTt4VaPF6eoKqwogIRASohzlMVKWbQ5EoAJGYhELzi9u8y/zGf15yvm920yyPdIiJ7PJMLaJQJAIQIJYkThWSbizWuNc7QgvP9pgbbXBmZUaq6ECNgUgkABJLEN5jLwQtjEgiQBmn4Dc5lZRcCXf42ZRcCsW5Jg9mxWJKoEjlcDxSsLJSpUjlQoViWdFjEFCiBdOeYy8GAxEmwMCgkQADOZ5sFGBeVaQEC+efwNmlk9dE2TDLAAAAABJRU5ErkJggg=="},{"id":"e9ad552f-6127-4370-b218-fe3687252021","height":24.64,"width":24.64,"perimeter":81.01,"area":470.46,"image":"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"},{"id":"3e90bfa1-e050-4c1e-a6c4-36c3bf3b83f3","height":24.26,"width":21.56,"perimeter":122.91,"area":368.76,"image":"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"}]},"timestamp":"2026-01-28 04:46:30"} 
[2026-01-28 04:46:30] local.INFO: Number of letters detected {"data":{"noOfLetters":14},"timestamp":"2026-01-28 04:46:30"} 
[2026-01-28 04:46:30] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1417.78,"perimeter_in_feet":118.15},"timestamp":"2026-01-28 04:46:30"} 
[2026-01-28 04:46:30] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[456.23,407.01,332.74,164.92,405.38,267.29,341.93,268.18,469.94,335.48,344.0,347.41,470.46,368.76],"actualFilledAreaSum":4979.7300000000005},"timestamp":"2026-01-28 04:46:30"} 
[2026-01-28 04:46:30] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":34.58},"timestamp":"2026-01-28 04:46:30"} 
[2026-01-28 04:46:30] local.INFO: Average character height calculated {"data":{"avgCharHeight":24.423571428571424},"timestamp":"2026-01-28 04:46:30"} 
[2026-01-28 04:46:30] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":377,"originalHeight":263,"ratio":1.4334600760456273},"timestamp":"2026-01-28 04:46:30"} 
[2026-01-28 04:46:30] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"144","otherDimensionOfSign":100.46},"timestamp":"2026-01-28 04:46:30"} 
[2026-01-28 04:46:30] local.INFO: Image to Text processing completed 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04:46:30"} 
[2026-01-28 04:46:30] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":144,"sign_depth":null,"sign_type":null,"main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":1.5,"quotationId":525,"no_of_lines":1,"raceway_depth":2,"raceway_height":6,"width_of_line_1":"144","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":100.46,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":2,"backboard_cabinet_depth":2,"no_of_letters":14,"perimeter_of_sign":118.15,"nested_area":46.2,"occupied_area":34.58,"avg_char_height":"Greater than 24 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\"},{\"id\":\"3e90bfa1-e050-4c1e-a6c4-36c3bf3b83f3\",\"height\":24.26,\"width\":21.56,\"perimeter\":122.91,\"area\":368.76,\"image\":\"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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-01-28 04:46:30"} 
[2026-01-28 04:46:30] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":144,"sign_depth_or_thickness":1,"sign_type":null,"mounting_type":"Flush/Stud mounted","profit_factor":1.5,"no_of_lines":1,"raceway_depth":2,"raceway_height":6,"width_of_line_1":"144","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":100.46,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":2,"backboard_cabinet_depth":2,"no_of_letters":14,"perimeter_of_sign":118.15,"nested_area":46.2,"occupied_area":34.58,"avg_char_height":"Greater than 24 inches","width_of_sign":"144","width_of_smaller_line":20,"other_dimension_of_sign":100.46,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-01-28 04:46:30"} 
[2026-01-28 04:46:30] local.INFO: Looking up SignType {"data":{"sign_type":null},"timestamp":"2026-01-28 04:46:30"} 
[2026-01-28 04:46:30] local.ERROR: SignType Not Found {"data":{"sign_type":null,"user_id":null,"request_data":{"sign_width_or_height":144,"sign_depth_or_thickness":1,"sign_type":null,"mounting_type":"Flush/Stud mounted","profit_factor":1.5,"no_of_lines":1,"raceway_depth":2,"raceway_height":6,"width_of_line_1":"144","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":100.46,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":2,"backboard_cabinet_depth":2,"no_of_letters":14,"perimeter_of_sign":118.15,"nested_area":46.2,"occupied_area":34.58,"avg_char_height":"Greater than 24 inches","width_of_sign":"144","width_of_smaller_line":20,"other_dimension_of_sign":100.46,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-01-28 04:46:30"} 
[2026-01-28 04:47:05] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"144","user_input_dimension":"width","mounting_type":"Flush/Stud mounted","user_uuid":"djfkdjfkkdfjkdlfjk","main_category":"Outdoor Signs","secondary_category":"Building/Wall Signs","tertiary_category":"Wall Plaques","finished_category":"Acrylic with Standoff with backlit","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php15E9.tmp"}},"file_present":true},"timestamp":"2026-01-28 04:47:05"} 
[2026-01-28 04:47:05] local.INFO: Validation Passed {"data":{"sign_width_or_height":"144","user_input_dimension":"width"},"timestamp":"2026-01-28 04:47:05"} 
[2026-01-28 04:47:05] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":11.9999952},"timestamp":"2026-01-28 04:47:05"} 
[2026-01-28 04:47:05] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2026-01-05 100345.png","query_param":"banner_width_ft","query_value":11.9999952,"file_size":26333},"timestamp":"2026-01-28 04:47:05"} 
[2026-01-28 04:47:05] local.INFO: Trying Image-to-Text server {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=11.9999952","file":"Screenshot 2026-01-05 100345.png"},"timestamp":"2026-01-28 04:47:05"} 
[2026-01-28 04:47:05] local.ERROR: Server FAILED {"data":{"url":"https://edgebased.codeblue.agency/docs/process-image?banner_width_ft=11.9999952","error":"Server responded but data invalid"},"timestamp":"2026-01-28 04:47:05"} 
[2026-01-28 04:47:05] local.INFO: Trying Image-to-Text server {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=11.9999952","file":"Screenshot 2026-01-05 100345.png"},"timestamp":"2026-01-28 04:47:05"} 
[2026-01-28 04:47:06] local.INFO: Server succeeded {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=11.9999952"},"timestamp":"2026-01-28 04:47:06"} 
[2026-01-28 04:47:06] local.INFO: Image-to-Text API Response 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\"}}"},"timestamp":"2026-01-28 04:47:06"} 
[2026-01-28 04:47:06] local.INFO: Detected Objects from Image-to-Text API 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04:47:06"} 
[2026-01-28 04:47:06] local.INFO: Nested area calculated {"data":{"nestedArea":6653.312100000001},"timestamp":"2026-01-28 04:47:06"} 
[2026-01-28 04:47:06] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"97adb7f2-d04a-438f-a56e-54ef36a5b04a","height":24.64,"width":22.33,"perimeter":117.1,"area":347.41,"image":"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"},{"id":"9dcc7c1c-3cd4-4963-8cfe-00e5554623f9","height":24.64,"width":24.64,"perimeter":81.01,"area":470.46,"image":"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"},{"id":"a721b19e-e216-4274-8ab3-f1b76159842e","height":24.26,"width":21.56,"perimeter":122.91,"area":368.76,"image":"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"}]},"timestamp":"2026-01-28 04:47:06"} 
[2026-01-28 04:47:06] local.INFO: Number of letters detected {"data":{"noOfLetters":14},"timestamp":"2026-01-28 04:47:06"} 
[2026-01-28 04:47:06] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1417.78,"perimeter_in_feet":118.15},"timestamp":"2026-01-28 04:47:06"} 
[2026-01-28 04:47:06] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[456.23,407.01,332.74,164.92,405.38,267.29,341.93,268.18,469.94,335.48,344.0,347.41,470.46,368.76],"actualFilledAreaSum":4979.7300000000005},"timestamp":"2026-01-28 04:47:06"} 
[2026-01-28 04:47:06] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":34.58},"timestamp":"2026-01-28 04:47:06"} 
[2026-01-28 04:47:06] local.INFO: Average character height calculated {"data":{"avgCharHeight":24.423571428571424},"timestamp":"2026-01-28 04:47:06"} 
[2026-01-28 04:47:06] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":377,"originalHeight":263,"ratio":1.4334600760456273},"timestamp":"2026-01-28 04:47:06"} 
[2026-01-28 04:47:06] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"144","otherDimensionOfSign":100.46},"timestamp":"2026-01-28 04:47:06"} 
[2026-01-28 04:47:06] local.INFO: Image to Text processing completed 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uGAUFkNgVhpojkTMzkAJpCOwW2wSJPxwd5+K+PeS2gsTDKYuRhmgTJH60Ufa7j9/LYq2KgtgNlZjTosBooZWDrW3sSYv0pAVaJLaiWc6qzNQqPFDdZK5aIcO0hITdkDuyv9jK+8eewXBaJIKCxGnKYsTU2dRs/mrqJ/6P0gIJAomdyGIkSJzb2cNFPUM8va2TrrRAKpEgBBjIbGrOWckyvrtR5rbVk3xvY40ECBI7IUwlRl43tJ8/2HOI3FaQOE21GLGNgK+UFn3tzATrecYpEtshm6rNwWIbb95zkHO7+igoACby6IKBIDbyjC+uLvCx+SnmsyoJdRLbZUf60iJ/cfBpPL2tk2grSDSomucIWMtzrps96i+vLiHqJLbDNrZ5flcv7xw9wnChSM6DgsRjMRBtBCTA0coG107fz/c3yiQSSGyHgNzm1f2jvGXkIEF1BkmomucI+GZ52TfMTDCfVZHEdtim4YLufq4cHWcgKZADiUQzDESbAEzXtnjv1FHu3igREEhs18FiK3+8/yzObu0k2goSquU5FUc+evK4/3lplsxGEtuRO/Ks9m6uGBnjSGsHDUFiu6JNw483y1w/M8E9m+ukIbAtNsUQuGzoAK8ZGKVOdaiW50xWNrhhZsJ3b5QJEtuR2wylRd46cogLuvpIFAiAJHYit8ltvlRa4JbZY5TyjCDRNJuGF3b1cfXoYfrSgqhTLc/5UmnRN89OspjVSCSaZRsBF/cNc9nwAXqTAgIksVO2MbCU1fjwyWN8dmWBICGaZ5v9xRauGj3CL3d0UyetZTVuXZj2JxemyGyCRLNym9FCkbeNjHN+Vy9CICF2zjYGIuaO8jI3zUxwslYjDaJZtmlX4A17DvKq/hEE0vTWJh+Ym/QXVpdIghDNMWCbl3T3c/nIGENpkQZJ7BbbNMxUK9wyN8nXSsukQTTLNkHilX3DvHH4IO1JIn1vrcR100d9z9Y6aQg0yzYtCrxueD+XDuxF4hQhdottGjKbWxen+MT8FJmNJJphIEbzgs4erhgdZ1+xVfpmacnvmzrKbFYhVaBZ0WaoUOTKkTFe2NWPgSCxm0ydjYGvlBa5aXaSxaxGItGsPJrDrW1cPXqYX2rvQrctzfmGmQnWY06QaFa0+YXWDq7Ze5izWzswECR2m20afrBR5rqZCY5WNkgkmpXbDKdFrhod5/yuPvSP81P+67lj5DaSaIqNgXM7e3nnviP0JQUMSGK32aZhurrFDTMT3LW+SpBoVrTpDAlvHxnn13oH0cfnHvBH5k9gQDTJpuHCnkGuHh2nI0kxIHafbRqWsho3zk7w1fISIERzok1rCLx5+CCv7B9BH56Z9McXppCEaJINEhf3DvO2kUMUQ4IBsfuMaVjLc26eneT2lXkaJNEM2xQUeMPwfi4ZGEUfmJn0JxemCBJNs5HEJX0jvGXPQUIINIjdZ0DARsy5ZXaS25ZPcopEM2yTSrx+6AC/NTiK/nb2mD86fwIkRJNsJHFx7zCXj4xRCIEGsfuMaShlGbfMTvL51QUaJNEM26QSvz90gFcPjqK/n3vAfzN/AgOiSTYNL+0Z5KrRw3QkCQbE7rNNw2JW48bZCb5WXgKEaE60aVHgTcMHeNXACPqX+SnfOHeMzCZINMXGwHldfbxz7xF6khQDQWK32abhRHWL62fu5zvrJYJEs6Ij7SHh8j1jvLxvGH1h5aSvm55gJc9IJJplm7Na27lm7xHObu3AQJDYbbZp+J/1EtfP3M+x6haJRLPyGOkrFLh69DAv7upHd5WX/d6po0zVtkgVaJZtBtIiV4yOcUFXPwaCxG4ydTYGPr86zy2zxyjlGUGiWVk0h1pauXp0nOd09KAfrZd9/fT9fH+zTBoCzbKhJYjXDu3ntwf2kkg0iN1jm4aKI7cuTHHrwjSZjSSaldk8u72Lq0bHGW9pR3OVLT40d8yfXVkgBCGaF21e3N3P5XvGGC4UaZDEbrFNw/HqFjfPTnJneZk0BJpmY+CinkHeOnKInqQgbeQZn16Y8cfmT1B1JEg0K7cZLbRwxcgY53b1IeokxM4ZgyHHfLW0xE0zkyxlVZIQaJZtigq8dmgflw7uJVGQannOHeVl3zgzwVxWJZFolm2EeEXfML83tJ/etIAASeyUbSKwnFX54Nwxbl9ZIJFAolnRZigtcsXoGC/q6qdOquU5U9Utv39mgrvWVwkS25FHM5gWePvoOBd09yNAEmJnok2O+XJpkffPTFLOMxKJZhmwzfM6urlm7xFGCi3USbU8J8d8/OQJf2phmgyDRNNsMsyz2rp5176z2NfSChghtivaBOB4dYs/PXEf92yuUwhiO2yTSlw6sJfXDx9AIOpUzXME/Pd6ydfO3M90dQtRJ9E0m5ojF3T18469R+hLC0gCmwZJPB5jMFiATTlG/vz4PdxZXqUYBBJNszEwXCjyR/vO4jkdPURbQUK1GMGmYvvm2Qk+uzJPtEFiu7bynPO7ennH3iMMF4qACNSJhwjxf0ydTYMFNthmtlbhfdP38+21FdqTBLNNNlHwit5hrhwdJ0GgOkBZjESbIPHN8rKvnT7KYlZD1Els11ae84y2Tn53eB/PaO+mN0lJJBqEeCTbGIg2y3nG3eur3LowzY8312hNEswO2HQnBf7swNk8p6ObaCtINCiLEVNnU3H0zbOTfGb5JAl1EtsloBIjPUnKeV19nNfZy4GWNvrTIp1JQiohhDGZTTnPWM5qHKts8I3yCt9aW6GcZxRDwOxM5shv9o3wtpExUglUx4OUxUhDtAkS926u+d3H72G2WiUJYqdyG9v0JAn7im3sa2llKC3SmaQEiWizluecrFWYqm4xVduilGVIIpHYqcyRvYUW3nfo6RxqaSfaChKnKYuRBgO2EfjTS7PcNDNBIQR2S+5INARBUCAFhDAmN+SORCBIJBK7wTYR8/aRcV4zMEqGCUg8jLIYOc02BtZj7vecuI+vlZZoSxLM7jJ1NqdJ4qehEiO/3jPIFaPjdCcpEhLi4ZTFyMNFG0m+b3ONPzl+Hw9UNymGwFNNNeY8ra2Ld+09wnhrOwFQHY+gLEYezoCps31HeZn3Th2lFDMSiaeKWoyMFFu4Zu9hntfRQ1AggDgDZTHySAZskzn6cysLfGDuGBvOESDEk5VtomEwLXL5yCFe0t1PkEB1nJmyGDkT2xjYjLk/s3ySTy1OsZJlNEjiycY2BobTIpcN7+dlvUMUEHWq49Eoi5FHYwyGzZj7tpV5/mFhmrmsSpB4MrFNw4FiK78ztI+Xdg9SkEBIiMeiLEYei20aNmPur5SW+PTiDEcrGwiQxM9btAnAL7Z1cengKOd19ZEg6lTH41EWI4/HGAyZ7bs3SvzT4gx3ra1QxaQK/LzUYqQ1BC7sHuCS/lHOaevgFNXxxCiLkSfCNqdIPl7Z4Euri/zr8hwztQoFBYLEz0oeIwbOam3n5b3DXNgzwEChCKZBdTxRymLkiTIPcl0lRu7eKHHbyknuXFuhnGUUkkCCMLtPQOZIZjOctvDi7n4u6hnk7LYOigogEBJNUhYjzTB1NkjktlezGj/YLPPvyyf5z/VV1mJOQYFUYlcYqs6JhqFikRd19nNRzyBHWtvpCAlBok51bIeyGNkOU2cTwdRtxIx7Nzf4YmmBO8rLzNUqRJs0BAoSwULicUWbCNQcyWxaFDjS2s5Lugd4UXc/+4uttCAsEUDUSWK7lMXITtmmIYAlsZxV+eHmGt9ZL/P9jRLztSqlPKNqY4yBaE4RIIGARKJNgd60wP5iK89s7+LZHd2c09ZJiwIRA6JOYncoi5HdEm0MJBICY7MRcxazjIWsylytwnJWpWqznmfkQEGiIyS0KDBcLDKctjBUKNKXFkkkZGMgB0kQELtJWYz8NEQMhiAhME0wYFC0ERAkflr+FyOKfkNGcNPnAAAAAElFTkSuQmCC"},{"id":"ea7f150d-dba0-4a91-9a36-762750143c96","height":24.26,"width":17.71,"perimeter":116.2,"area":335.48,"image":"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04:47:06"} 
[2026-01-28 04:47:07] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":144,"sign_depth":null,"sign_type":null,"main_category":"Outdoor Signs","secondary_category":"Building/Wall Signs","tertiary_category":"Wall Plaques","finished_category":"Acrylic with Standoff with backlit","mounting_type":"Flush/Stud mounted","profit_factor":1.5,"quotationId":526,"no_of_lines":1,"raceway_depth":2,"raceway_height":6,"width_of_line_1":"144","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":100.46,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":2,"backboard_cabinet_depth":2,"no_of_letters":14,"perimeter_of_sign":118.15,"nested_area":46.2,"occupied_area":34.58,"avg_char_height":"Greater than 24 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lFTkSuQmCC\"},{\"id\":\"a721b19e-e216-4274-8ab3-f1b76159842e\",\"height\":24.26,\"width\":21.56,\"perimeter\":122.91,\"area\":368.76,\"image\":\"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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":144,"sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1.5,"no_of_lines":1,"raceway_depth":2,"raceway_height":6,"width_of_line_1":"144","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":100.46,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":2,"backboard_cabinet_depth":2,"no_of_letters":14,"perimeter_of_sign":118.15,"nested_area":46.2,"occupied_area":34.58,"avg_char_height":"Greater than 24 inches","width_of_sign":"144","width_of_smaller_line":20,"other_dimension_of_sign":100.46,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: Final Variables Merged {"data":{"variables_count":190},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: Initializing MathExecutor {"data":{"variables_count":190},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: MathExecutor variables set {"data":{"variables_count":190},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"21.75082"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"204.135624"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"0"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"0"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"3.721725"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"26.2044885"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":30.2575},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":179.78637600000002},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"3.696"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"176.5302"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"0"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"0"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"1.478"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"50.64"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"1.89"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"9.751"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":0.014721395499800002},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":14.721395499800002},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":0.0011692212945833334},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":1.1692212945833336},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":0.011152572348333334},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":11.152572348333333},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"0.022921242153333"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"22.921242153333"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"0.01112440637"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"11.12440637"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"0.0148950934"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"14.8950934"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"0.0011884798933333"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"1.1884798933333"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":15.434482191876596},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":34.650000000000006},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":"0","result":0},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"35.112"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":"35.112","result":0},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"6.7970581871866"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":"6.7970581871866","result":0},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  (  ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) * raceway_height * 2 ) + ( raceway_height * raceway_depth * 2 ) + (  ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) * raceway_depth * 2 )  ) / 144 ) * weight_material501803 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":775.3045816512595,"totalDenseWeight_before_formula":104.78027559814598},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":852.8350398163855},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: Total Dense Weight formula executed {"data":{"formula":"totalDenseWeight * 1.1","computed_totalDenseWeight":115.25830315796058},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: Total Cost result added to calculationsResults {"data":{"variable_id":8,"result":852.8350398163855,"dense_weight_expression":115.25830315796058},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":14,"totalDenseWeight":115.25830315796058},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":14,"sign_depth":"1"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":21.56,"height":24.26,"depth":"1"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":21.56,"height":24.26,"depth":"1"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":17.33,"height":24.26,"depth":"1"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":7.32,"height":24.26,"depth":"1"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":20.79,"height":24.26,"depth":"1"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":16.94,"height":24.26,"depth":"1"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":19.25,"height":25.03,"depth":"1"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":16.94,"height":24.26,"depth":"1"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":24.64,"height":24.64,"depth":"1"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":17.71,"height":24.26,"depth":"1"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":19.64,"height":24.64,"depth":"1"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":22.33,"height":24.64,"depth":"1"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":24.64,"height":24.64,"depth":"1"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":21.56,"height":24.26,"depth":"1"},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1769575627_1d21b89704080a936ce186a55ffc5d32","bins_packed":[{"bin_data":{"w":24.94,"h":25.33,"d":16.9,"id":"unique","used_space":83.2733,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":25.33,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/60caf9127943c376eb9efe95528bf220/1769575627-2706-3892434.svg","items":[{"id":"item-9","w":24.94,"h":24.94,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/60caf9127943c376eb9efe95528bf220/1769575627-2694-2862219.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-13","w":24.94,"h":24.94,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/60caf9127943c376eb9efe95528bf220/1769575627-2696-8754780.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-12","w":22.63,"h":24.94,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/60caf9127943c376eb9efe95528bf220/1769575627-2696-7795626.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-11","w":19.94,"h":24.94,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/60caf9127943c376eb9efe95528bf220/1769575627-2697-6579042.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":21.86,"h":24.56,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/60caf9127943c376eb9efe95528bf220/1769575627-2698-3551479.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":21.86,"h":24.56,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/60caf9127943c376eb9efe95528bf220/1769575627-2698-3978256.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-14","w":21.86,"h":24.56,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/60caf9127943c376eb9efe95528bf220/1769575627-2699-9089967.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":21.09,"h":24.56,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/60caf9127943c376eb9efe95528bf220/1769575627-27-4759546.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-10","w":18.01,"h":24.56,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/60caf9127943c376eb9efe95528bf220/1769575627-27-7635301.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":17.63,"h":24.56,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/60caf9127943c376eb9efe95528bf220/1769575627-2701-4063489.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":17.24,"h":24.56,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/60caf9127943c376eb9efe95528bf220/1769575627-2702-4871039.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":17.24,"h":24.56,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/60caf9127943c376eb9efe95528bf220/1769575627-2702-7977105.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":19.55,"h":25.33,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/60caf9127943c376eb9efe95528bf220/1769575627-2703-5282993.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":7.62,"h":24.56,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/60caf9127943c376eb9efe95528bf220/1769575627-2705-7285067.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:07] local.INFO: Box added from packed bin {"data":{"length":16.9,"width":24.94,"height":25.33,"denseWeight":115.25830315796058},"timestamp":"2026-01-28 04:47:07"} 
[2026-01-28 04:47:08] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":18.9,"width":26.94,"height":27.58},"quantity":1,"denseWeight":115.25830315796058}],"cheapestShippingCost":1359.5132850527368,"rawShippingRates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":18.9,"width":26.94,"height":27.58},"denseWeight":115.25830315796058,"volumetricWeight":46.5,"higherWeight":115.25830315796058,"quantity":1}],"totalHigherWeight":115.25830315796058,"DS":184.41328505273694,"rate":1476.7998598324305,"tariffAndDS":1661.2131448851674,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2658.3274043666647,"totalShipmentCostFormula":"((tariffAndDS (1661.2131448852) + overlengthSurcharge (0) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 2658.33","warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":18.9,"width":26.94,"height":27.58},"denseWeight":115.25830315796058,"volumetricWeight":46.5,"higherWeight":115.25830315796058,"quantity":1}],"totalHigherWeight":115.25830315796058,"DS":184.41328505273694,"rate":829.2597827373162,"tariffAndDS":1013.6730677900531,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1683.7148343308088,"totalShipmentCostFormula":"((tariffAndDS (1013.6730677901) + overlengthSurcharge (0) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 1683.71","warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","boxWeights":[{"size":{"length":18.9,"width":26.94,"height":27.58},"denseWeight":115.25830315796058,"volumetricWeight":46.5,"higherWeight":115.25830315796058,"quantity":1}],"totalHigherWeight":115.25830315796058,"DS":115.25830315796058,"rate":1109.128787916434,"tariffAndDS":1224.3870910743947,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1881.8829589813445,"totalShipmentCostFormula":"(( tariffAndDS (1224.3870910744) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 1881.8829589813","warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","error":"No rate available for weight greater than 71"},{"career":"dhl_usa","boxWeights":[{"size":{"length":18.9,"width":26.94,"height":27.58},"denseWeight":115.25830315796058,"volumetricWeight":46.5,"higherWeight":115.25830315796058,"quantity":1}],"totalHigherWeight":115.25830315796058,"DS":184.41328505273694,"rate":"1070.10","tariffAndDS":1254.5132850527368,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1359.5132850527368,"totalShipmentCostFormula":"(((tariffAndDS (1254.5132850527) + overlengthSurcharge (0) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 1359.5132850527","warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":18.9,"width":26.94,"height":27.58},"denseWeight":115.25830315796058,"volumetricWeight":46.5,"higherWeight":115.25830315796058,"quantity":1}],"totalHigherWeight":115.25830315796058,"DS":0,"rate":1429.695576842665,"tariffAndDS":1429.695576842665,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1429.695576842665,"totalShipmentCostFormula":"((tariffAndDS (1429.6955768427) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 1429.6955768427"}]}},"timestamp":"2026-01-28 04:47:08"} 
[2026-01-28 04:47:08] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":1.66},"timestamp":"2026-01-28 04:47:08"} 
[2026-01-28 04:47:08] local.INFO: Final API Response {"data":{"sign_width":"144","sign_height":100.46,"sign_depth":null,"sign_type":"Outdoor Signs, Building/Wall Signs, Wall Plaques, Acrylic with Standoff with backlit","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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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","boxWeights":[{"size":{"length":18.9,"width":26.94,"height":27.58},"denseWeight":115.25830315796058,"volumetricWeight":46.5,"higherWeight":115.25830315796058,"quantity":1}],"totalHigherWeight":115.25830315796058,"DS":184.41328505273694,"rate":1476.7998598324305,"tariffAndDS":1661.2131448851674,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2658.3274043666647,"totalShipmentCostFormula":"((tariffAndDS (1661.2131448852) + overlengthSurcharge (0) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 2658.33","warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":18.9,"width":26.94,"height":27.58},"denseWeight":115.25830315796058,"volumetricWeight":46.5,"higherWeight":115.25830315796058,"quantity":1}],"totalHigherWeight":115.25830315796058,"DS":184.41328505273694,"rate":829.2597827373162,"tariffAndDS":1013.6730677900531,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1683.7148343308088,"totalShipmentCostFormula":"((tariffAndDS (1013.6730677901) + overlengthSurcharge (0) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 1683.71","warnings":["Extra Charges: Weight too high for Single 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available for weight greater than 71"},{"career":"dhl_usa","boxWeights":[{"size":{"length":18.9,"width":26.94,"height":27.58},"denseWeight":115.25830315796058,"volumetricWeight":46.5,"higherWeight":115.25830315796058,"quantity":1}],"totalHigherWeight":115.25830315796058,"DS":184.41328505273694,"rate":"1070.10","tariffAndDS":1254.5132850527368,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":105,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1359.5132850527368,"totalShipmentCostFormula":"(((tariffAndDS (1254.5132850527) + overlengthSurcharge (0) + overweightSurcharge (105)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 1359.5132850527","warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"ups_zones_selected_countries","error":["Weight is higher then 25 kg"],"warnings":[]},{"career":"ups_zones","error":["Weight is higher then 25 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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 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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":0.022921242153333,"result":"22.921242153333","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.01112440637,"result":"11.12440637","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":0.0148950934,"result":"14.8950934","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.0011884798933333,"result":"1.1884798933333","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":15.434482191876596,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":34.650000000000006,"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":35.112,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":6.7970581871866,"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":115.25830315796058,"result":852.8350398163855,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":144,"sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","profit_factor":1.5,"no_of_lines":1,"raceway_depth":2,"raceway_height":6,"width_of_line_1":"144","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":100.46,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":2,"backboard_cabinet_depth":2,"no_of_letters":14,"perimeter_of_sign":118.15,"nested_area":46.2,"occupied_area":34.58,"avg_char_height":"Greater than 24 inches","width_of_sign":"144","width_of_smaller_line":20,"other_dimension_of_sign":100.46,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":"RGB","uv_printing_needed":"Yes"},"TATDays":21,"testDenseWeight":0},"timestamp":"2026-01-28 04:47:08"} 
[2026-01-28 04:47:08] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-01-28 04:47:08"} 
[2026-01-28 05:55:10] 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\\php6D34.tmp"}},"file_present":true},"timestamp":"2026-01-28 05:55:10"} 
[2026-01-28 05:55:10] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-01-28 05:55:10"} 
[2026-01-28 05:55:10] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-01-28 05:55:10"} 
[2026-01-28 05:55:10] 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":"2026-01-28 05:55:10"} 
[2026-01-28 05:55:10] 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":"2026-01-28 05:55:10"} 
[2026-01-28 05:55:11] 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":"2026-01-28 05:55:11"} 
[2026-01-28 05:55:11] 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":"2026-01-28 05:55:11"} 
[2026-01-28 05:55:12] local.INFO: Server succeeded {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=9.999996"},"timestamp":"2026-01-28 05:55:12"} 
[2026-01-28 05:55:12] 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\":\"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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\"}}"},"timestamp":"2026-01-28 05:55:12"} 
[2026-01-28 05:55:12] local.INFO: Detected Objects from Image-to-Text API 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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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05:55:12"} 
[2026-01-28 05:55:12] local.INFO: Nested area calculated {"data":{"nestedArea":2418.3108999999995},"timestamp":"2026-01-28 05:55:12"} 
[2026-01-28 05:55:12] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"f2f66627-3fd5-4e8a-a924-fe15767aecba","height":19.02,"width":35.89,"perimeter":134.83,"area":314.58,"image":"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"},{"id":"57ad122b-c747-4538-9092-0d7b0ca6dfd7","height":19.02,"width":17.41,"perimeter":116.35,"area":210.61,"image":"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"},{"id":"48b9204e-c192-467b-9609-9b1ce1b4ef89","height":20.09,"width":19.29,"perimeter":102.66,"area":183.57,"image":"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"},{"id":"03211e8c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05:55:12"} 
[2026-01-28 05:55:12] local.INFO: Number of letters detected {"data":{"noOfLetters":8},"timestamp":"2026-01-28 05:55:12"} 
[2026-01-28 05:55:12] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":665.1099999999999,"perimeter_in_feet":55.43},"timestamp":"2026-01-28 05:55:12"} 
[2026-01-28 05:55:12] 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":"2026-01-28 05:55:12"} 
[2026-01-28 05:55:12] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":8.73},"timestamp":"2026-01-28 05:55:12"} 
[2026-01-28 05:55:12] local.INFO: Average character height calculated {"data":{"avgCharHeight":15.47},"timestamp":"2026-01-28 05:55:12"} 
[2026-01-28 05:55:12] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":452,"originalHeight":122,"ratio":3.7049180327868854},"timestamp":"2026-01-28 05:55:12"} 
[2026-01-28 05:55:12] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":32.39},"timestamp":"2026-01-28 05:55:12"} 
[2026-01-28 05:55:12] local.INFO: Image to Text processing completed 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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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tq06Tknvh3rWPr51pNPfKIkgIDcPKLTjSQSoCJlpHZws1ASJJhKbmeA3D0zJJCUUiCBe+//6EMOfyTmrqsoCXNz6zv/3E9+8aNvlrJHDrVKAvmAQx55l3sdjl33vjc99+KLvkVjZJpbRpY6HPcnb9m8ZQt2TmvjSS/8/XFsRvboJI3csHHj8152Ktax9LOtr37JE7y4pIigEYIkMwMgCYAySy1t7F48MwUQIIk1UipJMzIlADRTBsD77P+YQ498FOauqygJc3PrO//cT577sbdE615L3y5LKQcc8ei73utw7Lp3/cWz/+Xbl0oyt+hB2ppnvfitm7dswc5prb3mhKOvvHIbSTMDoNSmzZue97JTsY6ln289+cQn9h5miJSB5oY1BIXMtOJtbGYGgNvBzCKSpDJBCiBgZr0HCTOXksS9H/ToQ498NOauqygJc3Pr+9I/feLzZ74ZkBKSsIZ88BGPvtueR2DXveeNz/3mN78NUkoAEVncn3XC2zZv2YKd09r42pccs7o69t4icjIMkbFx44bnv/xdWMfSz7ee/NInZiRIAqWUcRxJuntkQgmQRoKZSTMpJbk5QUGZWbwI6r17cYWkpG23536POuSIR2LuuoqSMDe3vvP+6RP/7fQ3ufvYRjcHObbxoIcd85t7HYFd966/fPY3v3UpQWXSTMpSh+P+5C2bt2zBzmmtnfSix66urLo7yegdtE2bNjzvZe/EOpZ+tvXklz6RJICIkATA3AlIIimlJJpD4g4AWmteihkzBCgz3Utm0IwgoN77fR/82EOPfDTmrqsoCXNz6/vyP33iMx95S88oXiVFdNAeetRj7rbnYdh17/3r53/jom95cQmZ4V5AHvcnb960eTN2Tm/t9S9/0tLSEkECNBO0adOmZ5/wNqzjyn/72V+84mmz1VUzK1569OJlbCMJo0vp7pFaU9wzE4I5CYsMMwNEs966IDNTiiQgmu35wEcedNjvYe66ipIwN7e+iOi94xeV4u4Fu66NY0r4RZPJBLtiHGcS/ncEhskE65vNZrgGlFLcHXPXVZSEubm5ubldR0mYm5ubm9t1lIS5ubm5uV1HSZibm5ub23WUhLm5ubm5XUdJmJubm5vbdZSEubm5ubldR0mYm5ubm9t1lIRftnGc/ejy7ywvfffHP/zetp9t/bef/+vS8pV9trK6OkaMBEudTAYfJps3b94w3XCDm93ippuHm2659W1ueKNbeamYm5ub+3VASfhlGMfZD77zz5dc9KXLL7v4O5ddNo5jZpZS3D0iJJkZja014xpLCZKZjeM4DENKlCbT6a1ufdu73O0eN7n1b93sVnu4O+bm5uZ+kSQAJPH/N0rC1RDRv3vpV/75vM984+tf+belJUhKJdLNuR1SUKaZKVOAu/feSWakuZGUFBG1lFQazdwjeqZucpMb3+O39r793Q642a1uh1+ec8+5+JtfeQuNSpGEVLyEohRT5mQYMlMglITci6LTzIspZaQkN5p5HUqmMrqbl1ojGgDzkhE0GOk0G0ofRwPMPVNSDtMJiLY6GxYWxtlIaZhOkbHGayENQvbG4sV9edu2YbpAMqJPb3q/e9z7gbhK26784fv/7iRJBCPTjIRJIgEQEHa409322etBD8O12Lcv/MBnPv5ZuitFMqIDcC9ujJS7ZyaA3zn8P930lrfBfyA/2/rTD7/3lRFRvLRoBmINGRFeHCmSmRkRIIs7dnjQIU++9W53wq/Qdy675Asf/9uxjYPXUhzKFjGpw8psZaFOxj7WOkCQIjPNrNbSe6cZIaN1SZHDUCErZYAB4DibESamcgJWKcfZzMxK1cKCCIV+MoXDamIB6tHbwsJkpU02bZxMNm/aML3lppvcaGHzbTZtuZmZ4VeFkvB/ZXn5ygvOP/v8z532kx9tjYhUVi89Ukozi4jJZJoKJUis6a0Pw5BIpFIqXkKZGUMdWmtmFhE0QjCz1lopBSCJO9zxjnfb+/C7/ObeZoar7YzTLvjKfzuhj30yGcaxmRNCHYoyrbibQdtBMvNSSLc2jgvTobc+GSrNAPbeFhamvffqxc3HNk6GEhkLC4ugIjoBgrWWsbWhuLm33t3cqWEYWmsES61jG2spJDPTzHrvk8kkInpr04XpyvKKmQ+TIVOLtz7g/vsfhqu0dMVlJ5/wLClJIxkZRstMo9EJQRKA+z7ooAOPOBbXYheed8r733127520VACYDJNYk0Gy1gqhtfa441612+574D+Qz5z1d5/+6AcjAoSbm9k4jmZGmru11iD06NPptPcOqUW42R3veq/HHvtS/ApdfOHXPvi2E0stUpoRQkpGQpCilJoZw6SmRGA2W920ceNstmq0WoqAYg4IZO/NzCbTSewwqUNm1lpnq7NS3YyttVrrxo0bInN1ZWUYSkbSCIDCZDrZtrxtcTrtvXstFFvvGzde71Z73GnTb9z1pre4R60TXMMoCbtodXXbeZ/7yOfP/uDqbDUzIgMgIIISzNh7L7VCMrPMJKk1meYeEaWU3rrXEj0kFTcBknrvIGqpRrbeAbh7ZpoZyFvvtscBhz78Nrvthavnwx/871/97IlKuXlEN5N7iQwzK8XdqBSJyAAwDNXdoaAwmQwZKYAkoOnCtLc+nUygbL27s/dea11cWBj7SFIRAErx4t57F2DkhsWFleWVYRgEEezRewRpUg5DzUgAqVyYLKQyIkgajcbr3f6gvfY9EFdp6YrLTnrRcSTMjLAenSQA7iBBEKX77HfgwUc9DddiF55/yvvfeXZm0igpMyfDpPUG0kgAs9kMwBOf85rddt8D/1GsbFt64yuO3ba82tpIWiklIt2ZKTMjLSPMrbWxlFLrMJvNJE0m07HNjn32q2526z3wq3LxhV/7x7e9ZBhqb20YBiNns9VSamYIknIymQAo7pHhxuwxDIO5ZwSAzJxOJ7NxNKKUUmsleeW2bdffcj0pxzZmaBhKG8dUDsOQqY0bN7RxJAFD9gRAMjPKGncjIyKVEUFyMp1OSimT4dZ33vNmt99vw8ab4RpDSdhpkr7x9U+d/aF3/+u//kSSmYNak6HWWimFRCllnM1o5u7agWSm3CwiBNVaI6KU0lrrPUpxkgBIRnRzJ0iitV5rlZK0NQBSutde++77O8dc//o3xP+tM0674L9/9sSIDpGUFwcgCZI7i9eIPgxVBJS1FDoUcsKLZ2gYqpn13krxaN1rKW4A6lAj2lAn0ccMeXUCEty8Fo+IWmtrjaRxDSSsoZmUIjKyuAEQRPD/4W69RY9+wzscer8HHYKrtHTFZa9+8TP5v/TeCa4RRELCGpJ77XfgQUc+FddiF335je/5uzONTAiCmZEUBGEcWymuFI3HPPOk3XbfA/9RnPPJ93/8Q+8oxcfZ6KVKaebu1qND6BHuBsHMAEjKSK8FmSnd/bcecNTRz8OvysUXfu0f/vbFbizFzbz3bmalevQYJnVsbToMPcKdRpMSqclk0qNBBmCYDKQI9tbMzc0ys/c2DIOXktFJbtiwYWV1GcDiwuJsdRWAkBTNTcri3iOMbtuxuq+srGzcuCmVK8vLwzBEZnGTMAyT297jPre842ELixtxDaAk7Jwrrvjpp0/7yy+f/9Xo3dbQaACYO5RScgcAmWk0c4tMo0kJMJWQiju4XWb2iKHWsY211IjMDKOl0t1rrT0iepgZiYykURKkG974Rgc/4qm3v+N98X/ljA997cIv/GlEAOi911r5PykBkARRinGNMEyqJEqT6SQiSJBwWkRYKYoAVLyY04wkCGTGZDJZXl4Zah2GQREt+3QyrcV77xLcvEd3894b3d0YEVxjhFRrhbAyW03BzYwspUTElts9dJ8HHYartHTFZSe96DgzI42EMgVIAgkJQGaWUu7zwAMPOvJYXItd+KVT3nPqmRDMDCCJ3ruZ1VJ7RCqKFXM+5mmv2G33PfAfQmuzN/zZH2z96c+MRuOaiIBAI4lMZaa5FS+991qHiE5SyjVevJbh6X908pYb3BK/EhdfdMFpbzvBzNxdEiB3p4FrAALFC0zu3sdmZgsL09YbiQxNJkOPni0n02E2m00n0zGawaSQNBmG3nup1Qw0kBatl2JtbIsbFnuP2WzV3Y2sw1C9ZMbyykqppZYynUwzg+Q4joSBNGP2MLeFTZv2uM/v3ny3PfHLRknYCZde8qUPnvoXP/3pVncH0Ht3t0yRNNKLS4pIbQd3WyPJzDIThFKRWdx7716KkblG6e4EpZRgZtqBRoDKJCkpU1ICqLVCSIV53f+gh93/gEeTxC4647QL/vs5L6nuAiK6FzcaMsyKGYU0g9GorLUaCbKU0nsbppNsPZW1rHE3a73XYRjb6lAqlLW60Xv0Wmvv3ciFybRHy0xBbk5ybN3WiF689z5M6mw2I2lmvfdSS0aasZTaeiPo7gLa2K+/x4H33/8wXKWlKy476UXHkcxMkqWW3jrAUhxQStAa3vdBBx105LG4Frvo/De+/90fb625F0mRAcDNSbr72FpvbZgMR/+nV+62+x74D+H8cz/1oXe/hmTx0nuPTDNGBI0Qaq0SSEjqvZtZKSUipcxUqV7M773XQ37n947Fr8TFF11w5jtfbmYkQuFmJDNzOqmry6sbNm5os3EyHQBmZi1lbKOZTRcmrXVlKlWHkhnV6zDUHjGO4+LCQkoR0fpsYTolkBm1lBSGoc5ms2EYMkJASg5OhsGLtdYA9N5JmhnJzBzqsDKOBJEiUIcKAcbb3vX+e+z5MHPHLw8l4f/ky1/4xzP//l29tx5BkMY2NnNz94gAUEtNhRIwEoAwTCerqytIeHFIdO+tlVLHcebFKaaSpJllJmlmzAjQavXWgkRESIrIUkpG1KECyEyjRWapft9993/wYU93d+yKM0772gWfe2kpJolAb92LExRUitMw1KroENzM3Mw4mU5nq7PiDMHIhekkok2nCy1GoyOTRCprKVJGqLoX99lsVkul0UshEBHurh3MLDMBEGy9LSwu9ja23o2WCqPbGqek1dXZdDLtvd/wTofcb79DcJWWrrjs1S9+pnYgaMUyRKKU0nt398yMiL0POOTgI5+Ka7ELzzvlfad+1Mwig7SMTtoaSdPpJFPLy8skn/Dsk3fbfQ/8+svMv37VMy7//vcACcgeZahIRYYXL16l1A4gAEoq5jRGBgQvRcpS6jNfeMqGjTfENe/iCy84/e0nePFaS2ZOp0P0UIQZASNFmhcD4ObDUNvYem9lzVBXlldqqcNQ1ozj6nQyMa9jW62lhGSgMs3YezdjKSUzzay1XkoxaCi1RR9n42Q6jd5JThcWMsLdx3E0o6RhmPQegCKyFK91uPLKpclk2nvc5s73vNPejyu14peEknCVPveJt5/xgfeWUkBmqlRvY3P33KGWEplu3qMXL4k0Wm+NNHNPJaBS6jjOaqmCCJIYx2bmgCJjqBViKT62TiMkpSKzFAeYyuLeWgPAf2e9NzM342/d7wGHPPw5ZoaddsZpF1x47ssjenGHBMCMZkaDkRRKsZQywosPtdIIISNITqaDka13MgGasZibsdbSWvdSqltEKnMYah97qaVHlFLGNk6GISJ674QBMjN3FxJAZppZpjKylDK20c0FuXlmuntIN9jjwPvvfxiu0tIVl558wnMgpZKkUl48IkgIMBiNgu7zgIcefNTTcC32z196w/vecVapZXV1VtxBk5I7RA9zo5HC0ce9arfd98Cvv4vO/6f3vP3PSCMYGSRL8Yxs0Y2WSiMJ0gyApN578SrI3Vpvk2HSe5A68JCH3/e3j8Y17xsXXfDR9/4pgGKekV4IgEBEmBmoyTAB4WY9wmmZKQjCwsI0MoZax3GkEcje2jCZSmlrwFROhuruvUdEH4aBpJFja+6OVK1FkSlFj4XFhXFskX1hcXF5eWU6mUTGmlrruDrrEQvTSSZaG+tQJ8NkbDMJt7nTve6675PMDL8MlIT1nfvJt5x52ocJSUipuEckicwEYGbaAYCZSZBSUmaWUiTVUjLVo5uZu4/jWGuVMjLdC8GIbmYRUWuNHjRmhpkD6D1ImhFrJJqRTImkuykR0dzKgw489AG/80TstDNPv+CbX3pFRu8RJMzo5nQiYzIMGRHKodTIPp1OM7IUh5AZ7ubFzThbnS0uTjOj1AHKzCBYiksgiTWpWktGkgRQa1mdrU6GiSAleu+SSLobnbPZzGi+xkpk9nFc3LDYWg8lQsNkaL1F6oZ3OHjfAw7DVVq64rKTT3g2kBIASTBaj5BwI7UAACAASURBVO5uZh4R3GGv/Q466MhjcS120Vf+6j1vPcOLz2YjIBDFC8A1EZ1kZrrbMc989W6774Fff29/wx9/86KvAzKzzKxDzUhJBL14RLh7a62WKkKZpVRJPboyax16a4k0sy1brve0P37jdLqIa9g3LrrgjHe9ZHG6ACAie/TpZJIR5hzbuHnzltnqavFCoNTSxhGQmwHMzMVNC9H62BsSCwsTZaZEs4WFhXF1hUREuDth7haRdajjOJZSoncjSylmlpEEUiJpbu62vLwynU5SojAMw2x17NndPCIyc6iDF299dPfW+x3v/pA73u938ctASVjHFz/3jjPe/w+KpDHXKM0sM90dwhqlQJhZ7x0ERRoA9h6LiwutNUkkINCYgjJJAjBzQNulhB0oAMW9tVZKBZCZXAOmUpKZZWattbVWawEIIDNhOOwRT7vXXr+DnXPmaRdceO5LhzpkhqBaCyQCZqylCOrRJ8NgNECQJpNJRGRGrQOo1sZhqE4DkjRlkhiGydjaMFQQq8urC9MJ1kg0S6W7Z2w3nU5n4+hWeu8GeCk0tNZICjI6RRrdixSz2VhLKbUuLV2RtJve+bB9DzgMV+nKpcte9cLjSJCUKCV2qKX26CQj08322u+gg448FtdiF3/lr97/rrMjovdOcjKZjOMIEpDRxnE0Y6ae+OzX7Ha7PfBr7vvfOf9vX/+nrY3FiyQ3b20kjWRkuDvAzCA5DHV1NnPzNfh3IjmOzYtnpoGPesLj7nD3h+Ea9o2LLvj0B/68uNMsoo29LS5syOhOp1GZ5qbMhYWFNjYaIgLkZDJpbRxqXV1dMbOyxl1KQQC4BhAEcKhVQmttMhm8eGttZXmllrq4MM0Mkm1sdKtlSGXrbTqdri4vT6fT2WxWa3X3lZXVYRgys/U+1Bq9mzkNpZQ2tqTu+9vPuPFt74KrjZLw/+Xir33i3X/zOgGQSimttVrrOI51qEqZGYDee6bczc0hhLL3Zv9LZpLUDpnp7iR776TVWjITQCml90ZajyAQmW4maTqd9t6jh7kBiIhhGHrvELyWjCBpZI8+DIMXf8Jx/+Umv7E7dsJZp3/96587wd28OEk34xrICPcCqBQnMdShtQ6kOSEBcnea9dYWFiYQjVSmFQeUkRk5XVxYXVmudSjugEhmJsmUlGnGkJw2GSbLq8ul1Na6MqcLC6vLy7VWCWsigqSUoJHMDAle6/V2f8i+BxyOq7R0xWUnvfiZbgYgejcvUkKimaDMNJqkvfc/5KAjj8W12D9/6Q3vfcdZJJXppZDWe5MAqNbaxrEOVYmjj3vlbrvvgV9z7/mbE7918QURIWUbW51MMgIEyTa2hYWFjIzsAAHUWiMiM0AOpUZEz168mJuEiH7Tm/7Gk5/3l6UUXJO+cdEF/+0fXinlZDodx9lkGCKilqLU4uLCtuVtpJnB3Ns4luIkemQpDrDWsrq6MhkmhMyslNJbgwCzWr33PgyT1ZVl9zqbrW7etHl5ZZtZGYY6Wx0XFyatt2Ey9LEPw7A6rk4n0yu3batDjdY3bNiwbXlbpiaTiSJL8VLKyuoqADPvGdG6mU0XpuM4btpyg/sd+cJaJ7h6KAn/Lz/+0bfe+roXrCwv9x4Aaikp2Q6tdRqUAhSRtVZJANxNQkSYmTJTqnW4wQ1vcNs9bn+TG9/CF29xoxtVtuube0bY9Gc/+cm21Z//6PLvX/bdyy75+c/+LaIPdRAEQFJmGihIghfvvZsZIDMn0Vpz91KKJAIEb3272z76KX/uXvB/cubpF3zzSy+HVGsZSum9AyBZS6HR3ZQJUEovTimlYVqQKMUjekbWWjLT3WodJJGYTobV5ZmZ9egAImMyDO4uqfdevGQkCCslegfUe5RSeg+kJtNJzwDQxtHMIqKUIlqPHhFmTjKlm9zh4P0eciSu0tIVl77mJc+JyMwgaWYgFAJBWiomw9Bav89+Dz3kqKfjWuzC8055z9vPzAz3ooSQEVFr7b2XUqXMCLo94Vkn77b7Hvh19uMfXvymk14wzsZaSmaSiEyCXgxg711SHWpr43Sy0Npo5gDGcTYMg6DqtUcf6tB7MzNJAB71pGNvd+eH4pr0zYsu+NxpJ2fGMFQJUkbvwzCM4+hO96JMc+sRbjZMavQo7uYmaTbOAFT34j62NgyDMty8DpMW3cwITSdDH2N1tlq9hgKgu6+urgCaTqcQvHhmuvtsNiteYGxjq6UktGaYTKL3No611tZaREymC7PZWNyixzAM5tZ73G2fQ297t4Nw9VASftFstvrOv/qj7156aURKILHGjAIhAeAOs9lsYWGaqdaam4OgURKSt9/jdne42z63v9t9b3CjW5LEVcrMH//gW9/82ue+/rVzf3T55b03dwdAwcx69FIryd461hgpgYgId+caYailt37wox5/r/seif+Tsz789W988WXFzAhJ7m7GUoqUBEux3hsE8+1am5nbUAeSPfqkVigF1Fp768NQBRT3ldXlWobW+sbFxcggYWZja8W89V68SBjH2WQyaa2VWjLC3I2czWY0n9RhHMdgSDRjpnrEMEy3bdtmZqW4gJvd+dAHPvgIXKWlKy476UXHmVn0bsUz0owSMoJmpZSUovd9HnzoQUc+FddiF553ynvefqYEM0IKychSSkSYm5tLAvDYp79it933wK+z09/xyvPO/5zWRJZSzGzWRwi1VkmllNZbtCBQhhq9gyzFW29IwGC0NT16oU0m0zaOkm5/h90eceyrzQzXmG9edMHnPnQSSSmHYVhe3jYMQ0Q3czNz99lstVRXqpRCo5v3CEhDLZnd6CIgDcPQWjPS3CDUWlvrk+mwbds2gqXW1ZWV6XS6uLDQeo/WvRrB4mV1tiqpljqbzWqtpIFcWVkxM3crXnpvkTmdTMc2upmgWuo4jr1FqSUzJ5PJ4saN+/zuS0oZcDVQEn7Rp858xyc/8j4BmVlKyUylvHhGCnJ3gqEkYDQpe+/m25nb/fa7713vdcRv3PJO2HWZedklXz7vE6df+M2vrq6sllJJkDRjptaUWnprJCUVL4BIRu+1VJILGxaf/PzXbdh4fVyls06/4F/OexlBQMULSTMr1RVZS3Xn2EaS937Afhuuf3uNHRIEDhXZOamaNZjDkl7UO0KsQ67OWAuy23SqbJBByTrV8rIKWQetzFCdCZhhDYneOZkKQTBXG6Jz4goBWsNSMEZmEiSBatPr3e4mN7sVrtLSFZe98k+eXmrNSKyRaAYgMwGQFJSR+zz40IOPehquxS7+8l+9620fkZSZpXhEllIjQttF2aH3OOaZJ+22+x74tfXTf738r175rDabja15Ke4OiaR2mE4ns9mI7TQMQ+89IswMAiD3khlei1Lb9ahDRcrcM+Mxx77gNnvcG9eYb1x0wec/dFIthUYpZ7PZZDKJ3r1UId05mUz62G58i5tvudmdoW7OUorSzUjTGlohzByQNuQCN654WXED6D/+yaYrtm1bXYW7Dx23uvVNr2hMZTXVCa11TgqIWP7Rv/7oez/9/nfUm5TLs1VAwzCJ1oY6rMxm7mbmmbEwXVhZXZlOJuNspNFoIDOi9bb34U+++a33xtVASfjf/PiH337TSc/PCIC9d3eTEjRCpBGMDHdvvQ116NGzxzCZtNbucOe7/fYRT7jZze+Aq+17l37146edeuklFwNYWFjctm3bMNSIKKWMbSxeihmE2WxWh1qKZwZ3eOhhB99z3yfhKp11+gXfPv/lQ5148bHNaAZpcXGxzVpxgnB3SQf//mO33Gh//FpZuuKyk1/8LEEABEDppUQPM4sMiqkopd7ngQ89+Kin4VrsovNPec/bzzIzAKurq25eitOYKaXohNbg8c969W6774FfW5896y8/fsZHzSwzSWZqzbDD0tKSu5daojUrvqaNLTNJLgzTVCAhaDabufswDDQAiggvJXq/+z3ucujRf4ZrzDcvvuCcf3xVKSbIzdekpEwzH8fZ4uKCF6Nw7/32vOWdn4RrUmb85PILv//1T3/3219bXFyYzcZSfGyNtIiQspQKqUWHkP+DOvgA17Oq8sb9W2vtvZ/3PUkIPXRIMBQBiXSl1wAOxUERxEYvYijqfM6MglhpoYnBcRxUpFpGB4EAUpyxjSVGJCEJRE1UmlLPSc77PnvvtdZ3khmva75r/viHgHjOfaulJtWqNIKZiDbd6nXT9joVLwO5O/6Hb1z3yQW//Hmt1d2JiInUjIhMjZiY2NxUVURCCLVWZu50Onv9zdt22e1wEcErRLUueOAbt3/tm6VkMwNhhJvDwcJkUK1hhASHEzsROXyNNSa8831XdwfG44Xdddu8x+ZfAqDT7bRtNlMmEhF3G+h2SpubgcbMDjz6mIlr74sxZWhw6czzZqhZYAEB7mouwkSoVd1dWBy+2z6HHvLm0zCKLZgz66vX351z7na7quruxOTmcLAw4CHE5cuHT3r/FZOnTMXY9Pzzz3z+4jPbtu+AqYUQVBWgEKTWAoCI3F1NJ02aNGGN9bUagNp//onHfk8ONXN3EWmappQiIsRuZsxsZhLCsad+cqNNp+Iv4+GF835y+8xut9v2+0QYP2HccK8vwqpWa3W3IFJL3fdv9t5wqxPxl+fuv5533y9/8PVacgzR4QBiDLVq0yRVy7kww9TV1MxFglbtdDupGTf9XRcyM1YVuTv+5IlH51575adVKxG1OTMRM2utIUYzlyBalYjcLMZYtZr5GqtPPOwd/2fzqdvgL+DR38371vVXPPPU06ra6XRyzswcQ3B11RJjZGFVBZyZ3T0EOeyY90zd9hC8sLtvn//4/EtKrcQ00O1o1RiDu+ecu92Om6ppDOnAY46ZuPa+GFOGBpdc/tFzHCCHuxOTqopIKSWmaNVCDFXrrnsfesiRp2IUWzj3mluuu6vUwiSdTmNmtdYQgqp2Ok3bZgJA/I73Xjh5ylSMTXN/cO0d37pDVc0txaRVzZWYCEwEYqqlunlq0nEnnbXpFntipWf++OsvXvHh3Pbd4W4pJQmitao5EQhgITMnoh133XG/Iz+Ev4yHF8776e0zU9PA1dyZKOecmkSgmIKNUCulfcOBb9x0m1Pxalm64M7537+91MwsHGR4uNftdmqtatZpml6vL1FUreSSmqTVzL3bDOz91n9cfc1JWFXk7viTb37p47+Y+1MWMTMC3F1EVJWIHA5AWNxdVUXEzCZNWu1tp3xsrbWn4C/mqT8+euv1Fz7xxONWjQEQiJjImNndmckdI4hImNxs6tZbHv6uT+KF3TP7ocfmXQxirZWZUgwsUmtlZtM6btxAP+cYwgFHHz1x7f0wpgwNLr3svLMccDcJodbCLESopYYYggSt1Qk77zn90DefjlFswc9m3XTdncyktYIpSDBzZgJAIDVlJpFw3BkXTp4yFWNQrzf8z5ec/uxzz8O9lBJDBEHVUoqllBCCiDCzma2/wQbvOetKIsKf3P7Vi3/x4x90up1er9ekptYyMDCu1+sxs5mFEABnInd/11lXrDNpQ/wFPLJo/pw7ryil7XY6McY251p1YKBTctvtds0MBAZtv8e0jbc+Ga+iH3575mNLFqhZTJGZq2qtVTiAQEQppV5v2MyJKISoWhnyxsNO2nCznbGqyN2x0pOP//pzF51rbu7OLOYKB60AcxDAxGrKzGYmIk3TvOvMj2+w0Rb4C3vmmSdv/qfznvrjk93YVCvuDkIIwWp1AhN1Ok0tNYioVpC8++zL11pnA7yAe2YvePKhS8DkaurWbTo5t00TJUhuswizBHc/6JhjVltrX4wpQ4NLL/3I+4jI3ZnZVzBmMVUWdoeaCstu+73p4MNPwSi2cM41N153h0iwqgDMrWma3GZidndmMjUWefeMSyZPmYoxaO5PvvWtG64F4G5EBCClZGbubmYhBGISlpzzUce9b5sd98f/8OiSB7589fkhRHdzdyKqWlOMMQRzc7XUpJKLqu66+8F7HX4K/gIWP/zQL+6+otZKDCZRt4HuQCmZ4CnGXIqImNpO++608dYn41X020f+42ffubGUEptIhJxLjMlUcylNk7Sau6em0+/1cqndpqNadzv07ZO33B+ritwdK/3H7f9y/z3fBlBrFRE43L1qHRgYyKUwkVZlYSKKMZZajj3p/Vu8dk+8Kp76w6+/cvVHcr8lQtUaYgwitVZmEiaAQhBTNTNmOugtx229/RF4Ad+5Y/4fF13W6XTMrN/rxZQCMwsATyn1ev0YorkdcPQxE9baB2PK0ODSSz/yvhAC4OZOTtVqlEDMOecQxNSIeZe9DznkyFMxii2ce83Xrv+OqnY6nVKKqgJkpiEEd3OHmbnbCedcMXnKVIw1tZYvXHrKM88sM9MRItLv95tOA8DUokhMTc6tsKy+xhonfeAzITb4H9z9m1/8x98s/pUE6fd7KaVaStOkWmsIgUDMUFVzhCDvPueq1Saug1fa4kXzf3nvVZ1OU0rJpXQ73bZtmalpml6vH0SEOcW0zRu23XCrE/EqGh569s6vfKjWKjG6e9u2QUK3O7B8+XDb78eUBroDvX7fHabGwrWW3fY9asudD8eqIncHoFqv+fQpzz33vKmBQMwlt51Ox8xLrSJMxFqrmQURB3bfb78DDpuBV9GDc79719dmsbCpEjHM3E1EiLjW0uk2qlWCDHS7O+111Ot2fRNewL2zFzy5cCYLwgqiVUOQnHOKK5SSmaVp0hvedPiEtfbBmDI0uGTmR2YQcwhBVQGYGgv7CgYQM7v5LvscfMiRp2EUW/DzWbdcdxeBRATwmFLOWVjUlIhKrUJMRO8486LJU6ZirHlgzne/cd1MYY4h5pw73U7VCoMEyTmP73bbNoOcifc75N277Hc4/pdFD37v2zdfTe5aS0qRmVXN3c2t02nM1N1TSqp1pz2O2G3/Y/FKW/zw/Hn3X51iqrU4fPzA+Oeef27ChAkAhoaGOqmJMZL7drtvv94Wx+NV5O7/9vkza629XptSIhAx5ZwdHiS1ue12usO9XghSq6aUYowbbXXAG/Z/M1YVuTuA3yz65ZdmfThKaHNr7p1ux82ZWUR6vV4IEXAJknMW5omrTzj5/VcPjJuIV9e3v3rRol/MiTGaqsOFKKXYtjlEYeYNN91k25333XDyGzudcXhh98x+aHDpZ8yUiJuUcs7MpKYwZxGrVURAvN9bjl5t7X0xpgwNLr3ignPc3dwJICatJsKqKiKqGmOE2Q57HXTokadjFFswZ9ZNX54tImYGQJiragwRQCnZzNVqd2Dgne+9ePKUqRhT3P3mz31w6W9/m9vc6XTatlXVbrdrZqXkECLUWUgYxHLGhz8/MDAR/0ut5Wv/9P5Hf/dojFGEU0rLli2PMbAQAGYGICOYOt3OUSdf3OmuhlfUI4vmP/Cdy2JMOWdhDiJFVVhYWM1SiEWLEO20z87rb3ECXkXufusXzhlevszMSq1NjMRUqw4MDPTb1h2lqtYqQfq9fozJgd0POGrrnY/AqiJ3B3D/bZ+7767bQhB3SBA4CFA1EP5LqSVKcICFDzrilN32OgSvuqef+v2Nn/37fq/XpFCrEoGFxg2M33zbXbfZcZ91198SL8J9dy184qGLVpswYfnyZe5omqbTafr9noiUnJumqbXGlPY84m9XW3tfjClDg0svO/8sIlJVEXZzYvYR5uaWYqyqIrzTntMPOfI0jGIL537upi/d4XCYkzCBqlYAKSU3N7MYA4HffsanJ0+ZijFl8aI5X7v2whiiueW2NXciCiGww81YxEwlCBH22H/f3fY/HS/gZ9+/7XuzvwK4Wh0Y6GqtEoLWGkJgIiZXczcbP378tru/9fW7TccravHDD82790pzN7Vx48ctW7as2x0goNbiQKfp9Pu9pknb7zFtgy1OxKuo31v2b58/py0lhAB3OHq9Xup0yKlq7XQ7w70eEVQthGCKWvP0t5y06Vb7YVWRuwP40pXn/HbpEjULIu6uqkTEzO5m5sxsZsxcSllvvXVP/sA1TaeDv4b7vv3Pc394V0rR3dffaMNtd9pvs6326Q6Mw4t2310Ln118WUxBq5qZCBMJgSSIajWz8QPjctvu+bdvmbDWPhhThgaXXvqR9/FKVatIMFMmxgh3YqrVmGnXvQ85+MhTMYotmDPr6zfe425qJiwhBHPPbZ8lxBBqKSRsau+ecenkKVMxpnztix9d+Mu5QYKIuHsuJcVYa22axsxUDWQpBoCOP2fmmutshBfQ7w9df8X7li1fziBh7gx0e/2+iMQgruruRASAicdPnPjmky9JqYNXzuKH5z/yg8/XWlXV3Qe6A1Gk3+8LC+AgAlEt+fV777jBlifiVfTY7+bec/NVEgVEBOoN9xwuElS1SSnnzCJa1R0jmNmBg/72rE223AGritx92dBzM897tzvMLMbYti0LM1EI0cxUlYhAFIPUqgcf8be77vMu/JX84Yml37r2o1O33WmrHQ5cf6Mt8NLdd+fCZUuvJBEhdjgIwpJLblJj5lqyg1h4ryOPmrDWPhhThgaXXHHBue4AzMyJACcAqUm1Vh8BRJHX737AIUeehlFswc9m3fyVO4mpSc1wr0cEAjFz1RpDBDzn4vCTzr1y8pSpGDueePShG2Z9QlVryTEmdziUAHUTYhZW1Vprt9vdbtoOB77l7/Bn/ex7N/78B3dZLQxyQlVNIRABDg7CIDjM1Mz2eNMJW03bH6+cxQ/PX/KTa3MuQlRy5hjbto0xioi751xiEAem7TFto61Owqto7v1XPThnrqkVLcwSQqylmpmwuFs1kxBKLqXWbrerqgAde+alE1efhFVF7r701z++/ppLaq3mxsQxRlU1UyIKEtqcRQRwU09Nc9I5F6+7/mb46+n3e51OF6vqu3cvfP43V6pqCKFpmlwK3GutwuyAm8cgbr7XUW9dbe19MaYMDS654oJz3R1wZqlVmQkEAtdaRAIzEbDjngcdfMSpGMUW/HzWTV+eLSwpJSKqtQLIORMRgBijMJda33nmxZOnTMXYcesNMxc+8J8OIjiLgDy3rQRpmkZNCVRrcSdmevsZH9tw463xZy0bfPKrsz5kXktbJEin08ltC0YIgYmJiUGq2nSacautfcg7PioS8ApZ/PD8X95zZRB2kLuTI8WoK5jDggR3VNdd9911g61OwKvlqScW3HXL5aXN5p5zrqoDAwMAhgaXxZSYGEzmXkshUNN0zHzCahOPPfMKZsaqInef872vz/7WTWoaQiil8AgiMLs5AVWrmYkwEa+3/oYnf+AzRIQx6747F/Qeu6bt95koxCgSzNTMASeiWquZE/leB/9tXHM3/Inj1SAs4ydMwKoaGlx62flnEaFWJSYRcXMRKbUEETWPMbjqTnsdfPARp2IUWzBn1tdvvIeI2pxTjMRkakwEJtMVQghEdNwZF02eMhVjxDNPLfncxedGEQJJEAA5lxRjLi1AIQRzIwLcN9ls26NP+ShehJ/efc2vFjywbPlywEUkNYlA7gYHMYKEfr8/0O2aY6/Djltvsz3wCln88Pz5918dQ8ilAt7mPNDt5pyZmUDdbqeUwkzT9thhgy1PwKvi+aefuPPmT/eWDxJzv23bkmspne4AE+ecm9SoKghVlUlM1VbAa6ftfPDRH8TLQO5+640X//RH/yEivFIpxc0khCChzS0AIgJARLvvPf3AN5+Bsey7dy96ZvHMlFLJ2QERYSIQAU5EDiq1dJuuqXbHjRtevtzhQqGauqNYhaPf74cQCBRCUHU1a3NOQcwBEIBSqwNkYBYnF5YyImcJ0YncTaupOuCqyhzU1NwlhA023OCtJ1+MVTU0uGTmeWe5GTGBGGbM4nAiuIOZzI2Jdtrz4EOOPA2j2II5s2657i6QqxpWEhFmdnMRMTdTdeA9M2ZO3nwqxoh7b/vcz753j5kCcPcYQyk1pUgrwMyYBe6l1redfM5mr9kTL8IfnvjNHdd9jIjMNITgbikld2Omtt92Oh1V15olxjXXfc1Bx/wdEeGVsPjh+fPu/0wQYWI17/WHJ4yf4O7ElPvt6musMTQ0RKBpe07bcMsT8Ze35JF5P777C0PPP51zTimpuRNGuEPVTJ0II3SEWQwp1xqEa9XDjp2x5ev2xMtA7n7zP//9oocWmJk7mImFS1skCBGZGa3k7sx8+NHvnbbbARjL7r974eBvrmSAmVUNBIAcDoKImGqt2jRNVS1tG1NjalU1hAB41lqzErGZNSm2bXaMIAfM1AwjiElrNfMQYq1V1QyEEW4gVjWAzExNVY2YiNjMzTRI2GDjjd5+xuVYVUPPL7nsgrPhgLsTwY2JHc7C5FS1EhET77L3IdOPOAWj2II5s2788h1RQohRV2LiXLJIqFq6TdfhOecTzrl88pSpGAsGn3/yXy45x92qVgAOBBHAg0itxcyJkFKqtay9zqTj3nelSMCL88PbLpn/i1+kJsK9aZpSS2CRwGbOHPr9HjFSjMyy31tOWWu9HfBKWLxo/kPfmyXE7qZVS63dbtfN1RRE/V6v2+2q+q7777LBFsfjLya3w4/9/he//uV/LHzwQa01NU3J2d1jTP02i4iZEUHV1FSrxpRKLcLiROTUDMRTPvj5pjMOLwO5+2c/dfIfnnxSJJSaY4huBgJAcDg8hKBqMUqb8xl/d9mkDV6Dsey+OxcMLrnS1WKMgMcQe/2+xFBrBeDuTGxmEkKtFYCDSs4sIcZQqtZamKSWmjqdZcuWM5EEMVNVDzFqqQaAyM1UVSSUUoilqhKRGUopTEQsVau7A+6OEGLOmUCbTp5yzOmXYFUNDS69/IKz4e4GYriDmd2MRcyUiNw9ieyw58EHHX4yRrGFc6+5+cuziSWwlFrcjUmYuW3bmCJGEMzsPTNmTp4yFWPB9+/8lx99dzYzm5s7iIkcDoshmFrTNKVkYo5R9jvsuK2mHYoX7XeLH7z/m5dJICZ2o+JRVAAAIABJREFUgAhM1DSp329zLjGmGMTJCLTx5lvvevDZeCU8smj+/PuuqqrdgW5veNhB3U631+s1naaWipXMfL1NNpq06drIRg0RMwHmzjReexVpmJi951zXwLiYH3ycNyAExqDRxuyPOtZzXwaZKPa02eNG65M+6zyBcovegOVeWf78808+/tjwcM/MQwilFBaGw0G1qLmOSDE5YGbqDnczE2GtJhIkyBv2mL7b9Pfg5SEzu/BDb6srxRS1qIiYGzPnnLvdbm6zuYYQiPjcC744MG41jGX33bXw2cUzzaxpGh9hzkxqVquKCDOpObPUUkIMuc0sUqsSCQAiqGpVCxJKraWWFFOpWULsLe8NdLvD/R5LMMcIMxMJuS1mrlrNXZjN3dwIDEKtau6dTkdLdfdc6pTNX3PcmTOxqoYGl848b4a7szCBzI1BIAKciFQ1hMBOO+09/aDDT8EotmDOrG/cdK+7qRqLMFEpRUSYuWolEDPD8Y4zL5o8ZSpGveHlg1+49L01l1xyCMwkZubwKMJM+G9OTBMnTnjraVd0u+Pworn7XTd8+Lmn/6CmwgzmWjIzdzpNKdqk1G/7IhwkmNn+b/3A6uu8Bi/bI4vm//KeK+HOQZhI1ZjFzNzNsYKw9NucUsq5uBsREzExwdzgMFczdzRN0+v1QGRmpdaBbne4N5xSIqKcS85l/Lhxtda2bUNKtSoLYwWqtTapKaXoCk5EtVaA1DRIcLiqsrCZM4uqEpGqEqBmTdMA1OnEd591xYSJa+OFmSqL4M+i3vCyC//+7QCJsANmKixEMHMzI2IimBkzT1x94vs+/C/MgrHsu3cveuaRS6tqSgmAu9VqROzuIDIzAGaWmlRKraWm1JSciUXNAOr3+zEGCSG3xcxijGbatplFbIR7VWMiEJlhhKmFEKrWqs7MRGyutRSRoKYwgNjN4SCiDTfZ+J0zLseqGhpcOvO8s9yNmd0dIGbyFSylZGYhBKt1p70PPuiwUzCKLfz5NTdfd2fVysRMzMIj3AwgNQVIhIn4uDM+PXnKVIx6D/7nTXf+27/GGNy91sJMREIELTp+fNfcYgylVAA77n7orvsdh5foVwv//ad3f0WEzczdiQgOEhIKIqy1mlqMkYUnb7nVdnufiZftkUXzHrj7KoORiNZqZjHGWquprTZx4rJly2opIlFCMK1mTkQAqZmbE3Ov12uaVKs2KYHQ67XMbGapaUpuQ4zLhpY1nU4uBUAIIedMLG2/3+l2cy6dTrff7xEohFRrcfcQQ8mFhEupzBIkVFMhLrWYmYjAUa3CiYAQQs5l3yNOe8Ne0/HCVPWr135s2x122m7Hw/DC6Jmnn7rqEyeZKoEkMEAsXHIR4dwWFmYRuJn5OpM2OPMfPocx7v67Fz27+HLAQMREpRQRMYPEkHNumk6txR1azdyYOOdMzEGiqlZXrcpEpohNzG02NcBC7PRLUVUmLqU6nMAAnKDqIGdi1ermIUatVkoJMdRa3RBE3F3NnGmTzTZ915mXY1UNDS697Pyz4AC5G0iYAYczMxEBYIcIT9vjgIMOOxWj2MI519x03WwRMXMRzjkDCDGISC21aRpVdfd3vPeiyVOmYnRr2/bLV5777NOPiXDgAICYmGlEjFFrqVodiCFOGD/uiBM+vtrESXiJSmnvuekj/eFl5lZKgaNJqWplpoGBccPLh0WERjDMsPdR562x9iS8PIsfnj//36/p9XoxRpHopv22PzAwMPj88k6nyTmLCBHlnNUsiIQQa1UCKUxN3UyrxRS1WAiBGCVXM3M43B1omk5Rbdvs7ubeaTq51H6vF0IgYiICXM1Ygqq6GYgcSDG1bc/UOEiTOiUXNa1VU4xqqmoEMrWY4pbbbXX4cRcwM17YAz+79Vs3XOvuu+x5wPQjTxcJ+P9Cjz32+3+66AwAnU6n1+vFGODkcFUFoKqdTqfNbQxx3fU2OvWDV2GMu++uhUNLPjO8fFl3YKDttwCZGwmbaoiRiEpWM6+1UggMIqZerxdDrLWISFUTln6vH5qUS2YWIm7bzEy1GAcR5lqrGxwAUc6ZmYkIRAwqpTKLmQHETKpqcGJ2c4dvtNHGx59zFVbV0OCSy84/S80DMzGrqRCrqQSJFIicGADtsMdBB/zNyRjFFv581tdvvLeUwsxmyiSpSVWrVmXmEIK751LeM+PSyVOmYnT71fxb7/zXr+W2JVCIUmsBICIEOBBFgnBvuNcd6G6+7e77Hn4aVsnDv7j1wR/eYW4jmBkAC5O5ao0xmfkIcyPQtjvvutWuJ+LleWTRvJ/OnpmaxlQBmHoulZnhnkuNTaqlppR8BRse7nW73X7bJ1BKTdu2cG+aphQtJbsjNLGWqqohRKxAbW6ZGY5SlIhSSmAqpZDDTInYnBzORL1+P6WkqixMIHOHe4yxt7wNUeAwdxauRVMMpVYAa03a4LgzPjF+/Op4YUODT3/xyrOfe3aZjzDfbc9d9j/8AzE1+F/o0d//7trLZqhpCFFVmbltWzOXIEwjWITbNscY1l1/o9M++BmMcffMfujZxZe7A4xSCoGYJecCIKZIQC4KQs7F1ImJmYSl3++HGLUqmFVN1SSImRGxO0ouDlO1ECKIzByE0maAQBCRnAucRoQY29yKCIjgqLWoGRG5OzNvsvGmx597FVbV0OCSS8+bwUTEzMSqFSBmIpAQiTCImLD9Gw848LBTMIotmDvrG9ff4/hvqppSUlX8SZszASecc/nkKVMximmtN3zmnOeee7rk3O02VSsAM2NmAEG4SamWgpWOOuX8tSdtiVWyfNlzd9/44Zqzubm7qnY6HatKBHf8FzMD0O129jv2U+MnTMTL8MiieT+69ZJOp9P2+6lpzNHr90KIpRQAJdeUYtUaQjCzFNOyZctSaohIVzAIxZh6vT5WoBCEmZctWzYwbjzcSy6qBoZWdTeRQGAS0qogFpG2bd0cDFcDUQiBgFyqqQFEBBHhEHPJcBcRdwcBIFNbd4NN3nbSP0ycuC7+rNu++k8//cHtANw9hli17LbnGw888gMhRPy/6Omn/viZT57k5sREoFJqCGJubs7MTUoO5JzNbN31NjzzHz6HMe7+uxc+s/iKXLKpqXmMUVXdobU6KITQb3MQMTc4HGDiUgvMQVzNWMTdVb0WdTcicpA7QpCqysw5Z3eMMFeCEJGw1FIkxpyzw0EEAgwgEJGZgcjNCbTJJpu+55wrsKqGBpfMPO8sIhIRAqpW+i+gIEzkBEiQ7d944AFvOhmj2MK519z0pdlEBDhAzAzA3IW5bdsQhFbgd5558eQpUzGKLZ73/W9dfzkLpSYBYKKcc6fb1ZrJnJhSTO4ugTfbYsq+R56Pl+Gh/7x2wZwfm5kEqaWGGJmo3++LSIzR3fv9flhp2hsOnjztCLwMjyyc971vXuigEIKIDPeGY4gAqtYYo1YFwdSZCMS1FncXEVUzh8MlBFUlYq2q6kQwc8ABB3FVI6JO0+SS4QgxllxKLUTkAANm5oCZBYlEpGYxxty2EkJgGe73mcgAEEYQEQBTA9N2O7xx+ptPHxgYjz/r14sf+PJV/whmBrFIrTXGqGY77b7/m446E/8vWjb0/OUfPUG1mlmM0cwAB5iJ1JSIADCxmq42ccLZ519HRBjL7pn90LO/usrcSs5aTULACu4GdSeiXCoBZs5MJFxVzUwklpxBZOojADJzM3XAzFkEgKq5m5rG0LT9PosQi7uVUkMMTGTmDne4VhURMyMid1c1ESbQxhtvcvy5V2FVDQ0umXneDCJmJiZ2dxDgCMJETkQOTzG+brf993/TyRjFFsyZ9dXr73ZzFgYI8FJKCBJCJFAuLRGLyHFnXDh5ylSMVu4++4Z//M2vl+bcxhiF2c1BgHsIorUSExNLkE7T7HH4aZtuviNehmf/8Pj9X7/AzJiZiHLODo8xmRkRcskD3QEJYWjZ0ITxE6a/48LUDGBVPbJo/ve/eRGIJIiZ1VIBdjcQuZmIEJHCiaiUAgeLACilunuIseZaVWMIqibCpVQzZyY1Z+G2n5tOo1VDEFUrWoWplNo0jannnEHEKwHkhNy2AEmQIMHNQKhVwWBiVTUzEVlzrbX2mn7cdjvui/8/peTrPnvukl8tYWYzCyGUWjqdrqm64y3vOWWb7Q/B/0Cq9cK/P6bfa0WYVmpz22k6uhIAEWFmVU1N8/4Lrms6HYxl99258NF5F6UUS6mqZu5BRE0dIKdq1cwBuMMBYlY1EWn7WSTk0pqZcGQmdzd3EOecRURVmYSYSinCUqs5uUgwN1XFSsSkVYnIHcKiqiFKrepuzFxrnTx5yvHnXIVVNTS45NLzZjDYYEwUY9RaA0lohAAQmADHtN2n73foiRjFFv78mm/cdG/OrYRoZm5GRMxMADGbWc5tjOld77tk8pSpGK2W/urB2TddRIQRBDJTIuo0jak5uaqmlAhgpjXWXPuQd32amfHyPHD/1b95eAER+m0bRHIpMUYRMXMiZxKH59ymppny+rdsv/N+WFUPL5z3g1svEZZSq6kCIOJaa2rS8HA/NbFWjSmpmrsLS7/Nbp5SrFrbtiXiIFG1EnOQoDZCRYK6mVpu26bpmKuq8QrCRP22jTGZmpupGzETE4HVlIhKLiwMwFdKKeWSiQhOG2686R77HjB56wNS08GL8NMf3DL7X28hjKBaCxEJCzOVqoA3qTnlg5estc6m+BNy98vOf9fg888TEQgxxH6/BRygpkmlZDd3eIoNCKd/6Kq11t4QY9k9dzz05KLLiABQVW37LWgEVA2OESHGts3mDmLAzSzFptfrO9xB7ggh5DbHFAGoqjvMFU4Y4VRKYWZizlrcXERijO6uqm7OImYKJzMlHkG5zanTmJpq3WzTKcefeyVW1dDg0ss+ejbc3J2YIgcGQBSTmFkIQu6Av+6NB+536MkYxRb8bNYt198VQqi1ErGZ0n9DkOjkba8F4fizL5s8ZSpGq/v/9eOPPLSICMxca21SUjcmLqWEICFGZoY5AW+Y/vYp2+6Hl+2ZPyy47xtX1FxZ2B3uRkTM7O4ppeHhHhGapun3+muus/aBx3xKQsQqeXjhvPu++gkHRMTNU9O0bTYzdweRg7CCjwAopabfb0vOIMSYcinMTCAJodfrxZhYyM1YpORCzKYKkJs5QMSmFkLo9/sxBHVnETfPNTOxmoYQRISZ3d3M3L2Wusaaa07d+vWbTt5svU23X3OdTYkIL84zTz3+z5ee0+bWzIRFTSVI229jSgR3c3e8dvvt33r8BUSElcjdv3D5mb9f+nvAiUmrxShalUUksFattbp7CJGZjzv9g1Ne8waMZffMfuix+ZeYOxylVDc3uIiYGUBaqzPrSnCOMVStqmbuZiYciFlHmMEcBIDJASLA3ZxF1LSqsoiqMrOaCkut2jSNqpZciNndAI8xuqPWApAEJvCGG2x44geuxqoaen7JFR87xx0OFyJyDyGYmwgTExNiCMK09c777nfoyRjFFsyZdfN1d6YUh4d7IQQQEVZgplqNmZgZwDvPvHjylKkYlR77/W9u/dJH3NS0dgfGmSozN03Ttq3DRMTMhJgII7bfYVoaT+4AHEAM0d1GOJyYrKqEYO7C7A7AAYfB3AG4ewjBTFlEC+bPfTDnwkzunFJs236KsdfvS5CUmuHly2OMzNLtdF+7x1tfs/WeWCUPL5x371c/SQCzlFJJ2NzVzM3cncDMAexu5uZVjYiqVnePMWnVGGOpFYCZ1WohiJkJs5oTiAggJriZAyBiwFUVRNVVWEyNmEopnU6nlOLuIYRSSkoJIFVdd931T/0/nyUivETf+PIFv/z5HKzgwiGX3DRNzpmFhQUOB9z03e/94OQt9sRK5O7fuv5Tc378QxEhIlV1dxGJMapWM2MWEEaY2hHHvP31u70NY9l37njoiYUzzSznXIs6kROEpZTSpE6/3zczDrLdtGmrT9jcKxDgcM+gSBihKNUikQOIyAXiqO5CJO4gApDdmcnNCyBAInrOfRyRwolh6hVE8A6xwZebESgSNUTj1hq3/W5vwqoaGlx6+UfPBpxATEQAB3LzJkViEIjIUkrb7XTAHge/B6PYwrmfu+W62QBVVTfjEUQs7IaqlUVMlYiOP/uyyVOmYlT60V1XPTR3jru6e4qRRXq9XtM0pZSUYgihbdsgITABCDG2bWumMUZVTU1jaitAYwgiAkc/95vUuLuaDXS7ZSU4mm5n+fLlgTjGWGuVGMxMRHIuQWK/32dhAomIr2AgrqU0TTNxzXUOevvHmRkv3cML591+wwUD3a679/sZriHGWisRL182PGHCaqVkAyZMWG21CaurqrkzMYFqrSklVa1aATAzRjgM3qQ03MtBpNQaRIpZFIGZE8Gswp9+6ok25xCCqgIwM3fnFcTNSy0pRnMnJiY540OXrrn2ZngpFj3045u/8OkmNcuXL+90ulqrmoKQYiqlEGDuIqKqW2/zmredPJOIAJC7//udX/7Bvd8utTKTreBmJiJmFlNyMyIyU4e/dttpR5/4MfxVubtZFYlYJXffPn/pLz4lIm5eVEnYDFoVIBGpVUeEIMedfuIak/bHmDI0uPSy82cwszCTAUTExkwpRjiYicWFedouh7xh+jsxii38xTX/euN9qlZLYaam6bSlhYOZhGV5b3kMycyOP/uyyVOmYvR55unHb/3CPziMiQjEwkTU6/WEpek0OeemaUppASfibrdbSjHXEAMBnW5naHCImYXZ3IgYgJmBKMVYSmEWEODOzG7Owm3bNqnJOQMIMZRS4URMbT+nGM1HWEqp329TSqXWWmrTNP1+e9CxZ288eUe8dIsWzrv3qxeCQOBSiqmFGMyMCGpQMwKp6xFvmb7FDifhFTL/gR/92w0zfSVVFYnuJiz9tp9SLKWGEEopzMQsBx95wi57HYYXrW1711014/HHn2JmInKzqmpunaYhkl5v2N0kRALMXVhOOvuCDTbZDgC5+8MP3n/Llz5TSnFAWIgxQqsGYhCpW0qxlBJTDBRmnP+F7sAE/PU88/Rvf3TbVRtv8zdbvW63lDp4ib5zx/xHfvIxBViEicxM1eHk7kRcS4awO46fceqak/bHmDI0uOTKC84REsABSBSCEzwGISJz63YS3Lbb5eA3HvQujGIL5nz2xi/NZmYCEdOIUisTmVmMsWoNEgC888yLJ0+ZitHnh3d9ZcHcu4kohSTCqipBcpvdjZkkxJILwWOMbckD3a7DmbiqmmrTiUykZiC4ekjRVNXMzUEY6Hb6bVtLJWZhJiKtGlJ0dSIqpTJxqQVATLHt56aT+r3MzCCQk5mJCAhtbiWGDTfd5sC3fhAv3aKF8+684ZPuLiJtvxeaVGslYiIKIbRtNjMQjjz6gC13OB2vkOHlQ1d9/MScCxE5IMxtm5sm5ZyZSU1jjFod8CCy9XZbH/WeT+JF+/49X7739m/WWlNKpZSmadq2FREA7k5EADGTu9dS1GyfAw8+8MgZAMjdn/7jo1d/8r1VK4sIi6nGFM2UiXPODo8xurkQMfPRJ7x389fuh7+eX//yth9+5+tEtMYaq792pzdO2vzQ7sA4vGh33TZvyQMXqZm7C0spFYCqEbETlZxZGKDjZ5yy5qT9MaYMDS65+mPvB6BaJXAIgZkYK6QkIAx0OlrrtB0P3Wn6sRjFFsyZdfN1d6nVGKK7w1G1xhjMXEQAqCoRv3vGJZOnTMUoM7z8mW9+4UOlbRlcrYSQcslNSq4GcmbqdDtElHMbU9JSAZibsFTVGGMpmVlijG2/D4CYmyYNDQ5NmDCh3+9zCEK8fPlwSsnhMUQzE+GcS4wx5+zuAI/QWlm42+30+9ndWXh4uKemnU4HQCkV8CZ1Djp2xqQNXoeXaNHCeXfd9Gk1IyDnHGJ0MxCZqrkLS6mVCEe8df+td34vXjnXXn727367hIgAuDsRAQ7AzIgYgIiYGTHHEM467wvdgQl4cb59w6d//KPvhxAAmFsMsW3bIKFqFREQVnA3cxFx99VXX/2s877IIuQrfeYTJww+97yaMgsRfAUwEwAzc3MRcTcCttp627ec/An8lbj7d24+749PPOpqxAwikbjtbvtuvs0B3XFr4UW4+/b5C3/ycQLTSurGxG0uIkIgVatamPmEs05dc9L+GFOGBpdc8dGzo4i7hRjMNMZADnePUQa6jZm6+Q67/s1OBx6LUWzBnFm3fOUuMwcgwu4mIgCpKYFEhAjuOO6MCydPmYpR5qffu23eD79WawkxkiOXzMQhhJQCEQEgJgJiSrnNpZYYoojknFk4hrh82TIO3Ok2cEiQfq9XqzKJSKw1Ezg2MbeZmbVqiMHdASq1xJi0qruzSKkFI8zNVSSGIMSybNkyIgoicDih5BJjnLL16/d787l4iRYtnHfnjZ8iIjVzh6mqGwEhBDc381KKA0cec8A2O78Xr5z7Z3/uP75zJxPXUg3GJIAHEXMwk6oSEeAA1VqPPfHvXzttd7w4qnr31y7/yY+/r6q0kgiXUkeEEJjZzUSCmgKgEcynnPup9TfamtwdwB23XPzT//yBqsIppkiEEe4eJNRSmJmIzJSAGNKJH7hgrXW3xl/D75cu+PevX6pWmYObEVGulZiaJm22zV5b73DAGmuujz/rztvmLfzPjztgZiHEqtUd7gZQrZUIjODwk849ba31DsCYMjS49MqPnpVCMJiEANcUIgvMLApHCSBnom12mr7bQe/EKLZw7jU3fWk2EZkZEZlpjP+XOjiB/7Qs68X/+VzXfT/P9zczICioqKmgpIgLKLiVZgoqLpQiAuJuaiyaHenggriULeaWpoJLaKbgkgSCO+7lDuKgM2oa6im3Mplh5vd9nvu+rs//N/M/vV6dF03iOaL4ftceQTEi6lDdTNAjT3rRvvvtj2uTed72rtf+wbatW9yLJBIkIxKZi5UxM0spkkop2mmeZ0mLxSIyCUjKiMgs1VdW1q2urkKKiMW4aNF760aae2ttqOM0T7XW6OHFl9PkpUb0Wus8zxIyo5TS527utdZ5niOjeE1ljw5JpLOY2dFPfsF1994XP42vbr7s7856biohkSbB3SFEZErF3czm1h76iMMOuNOJ+Nn56uZPnXPmnwEo7nNrkEJZSjXaNC2Le6lDRieZ0h0P/bUjj/+fuNoi+jv/+rlf+eJG0khIih7DWHsPSWYGwL1kRCrM/CHHPuH2d3kwJQG47OKPvONNLyvuNEaEmZE00MwiQikj6zBkdi9+4MG3P+LoZ+MX4ePnvuTb3/hyUoRNy6WAUotyjSBY8dsfesf9Dz7mOnveELvwvndftvHvn1dqgTC3BqD3vlgs2twBptLclXrSKb97vRschl8qW7d864w//gNQoSzmbjAzGoq7A15YvBC4/cEPOPjwh+NabNMXXv2Ot3zQzHrvUkowksY1EOhUisZHnviifffbH9cmmy5+72c/9DbbqfdOIwAp2zyvX79unvu6lUXr3d1LqcvlaikekT1iMY4AWm8QuAagu6To6W6ttVK8zR1EHYfeGs0zYp5npdyLFffiq9u3lTK01t2tTfPK+nWt9ejd3VMQlCmQUpp5RK6BcMdfu9c97n8Cfhpf3bTxXW94LnYgCdAApQSg9z4MgzJ75kOPO/zAQ07Ez86VW7e84gWPX87zYhyllDBNk5ubW0SM4zDPzYv33iHsvvvuTz39DbWOuNr+7V+/+/oXP22aJnANogeNpdTM7L0TTKnW0nsU91//zfv/5oOfREkAVrdf8YoXPGk5LYuXVLbWhnGoXlZXV20N6e5IWTEp3cvDn3jKzfa7M36+vvediz/49r9srZl7RJCWKSkJRCRISHPvDzrmKfve5h7Yhfdd8OVLP/4c8wIoIkAqknSQkCLCasnMJz/9hL1ueBh+qWzdcvmr/ujpgEopbiRUqhtRS4FkTgDF/fYHPeDgwx+Oa7FNX3j12978fgCSAEkYhppSRri7mQnqrT/mqS/ed79fxbVG7/OFb3rOv//r92qtRtu+ut3dhlrm6AYuFguCc5tzTajUMk3TYlxJBUkJZpYZy+W0GMdU1lp775FZSyWZyoiY53mxstJ7b60tFmNvaWbLaVlLARA9MuXFJUWEl7qclxC9lDZ3QYvFovfW5ualZOT21eWGDRvc7ZFPfdkee14fV9tXN1127lnPVybJiLBaAOROkQGBYGQc9+gHHHDIifiZeuMrnvpP37jczAQVcxgzBAg79d4AuhtAM3/Miafc9BZ3w0/jIxe88hMf/jCEUss0TaV4pjLSixNIiWTvfRiGW936tkf/zvMpCTud96YXXnLJZ2ynVDJhbiSdNKckMyMZGWMddt9jr2NP+JOVlfX4eZnn+QNnP/eH3/+X3jvXmEESLHorpfbo7iUil/N8/Il/utcN9sUuvPfdl335Uy9orRWvgiRmJqEU1qRSAMnfPeXEvW54GH6pbL3i8te+6FSSBpAgYc5qHIYBQGQAGofxdne4/0GHHY1rsU2XvPqcN753GAZ3jx69dxgiwmipXIwLSRHxqJP/fN/99se1xuVf/dAn3v1WpcaVcbm6hOCFtdbIhECCRqUIm+Z5sRiVsuLzNPfeSykAIkLQYljM82xu41ineSIsQqDm1jITUh3G3nspnpFe67btq0PxyByHcZ4mGcdhmOYmcblcNXenS5BkZvPczOnmkWrz7LVKuud9Dz/0N34HV9vmTRvPPev5SPQIM6QE4w4ggGmaaq0Cjjru8AMPORE/U5/84FkXved8EiQjIjPNHcpMDcMQERC8eGuNZne+2z0e8PCn46fxzc2ffPOZLzFjZppZ773W2nvnGjMDenSApO13y30fddJLKQk7fX3z35/92j83MwKShlIzE1SpJXobh3Gap3FctNaGoUI64KBDD3/I75PEz8XFHznn4k9fULxG76XW1pq7zz1SSVIpkPM0j4t1T/iDM+swYhe3HUrfAAAgAElEQVTec/7GL33yuZmoXiIjyYgwt946SRAEM/OkU5+y1w0Pwy+VrVu+deafnuJuBrgXmoqbE7UOvbc6VAokb3uH+x902NG4Ftt8yWve/ub3SxqGISIy02g0ttbcneCayHjUyX++737749ohM9/zN8//0fe/bWa11OW0rLWWYpmJnSIjego0KlOluJkBFhEke+9uZu5mptTqcnUYBhgjguA0TaVWgBkBqtahzY2kJJqtTpORNJdSgpllKqMvl63WShopgKQB2LZ9G8lhGHokhFQWL6UOjz/lVRs27IarZ/OmjWef8WxAi8VinmcA4zCuLldLKb2HuwGW2Y951BEH3OkE/Ex986uX/s2Zz+u91zqQaG2mOQFJqSxWzK3NLZWSNuy229NOf/1iZQOutsv/afObXvkMCL33cTHO00QaSTPLTHdXytyUeb29r3viM99ASdipt/bGV/zeD777/VJcKZDR5/Ub1k/zrMxaC2FCKjMjFouxZxx2xENvd/djcc3756996v3nvkYpCdxpnuckImTuSinVex+G8ea33P+Bxz8Xu/ae8zde+rHn9ozixcx69NQaiCK4JjPN7IRTTtxrn8PxS2Xrlstf96JTs/fFYgDppBmKG400EhxKjYjbHXTEQYcdjWuxTZe8+m/f8qFUKlXcadZbr7WYWbRuZiTN7Ogn/dHN99sf1w7f//anPvjONwBy94xMJYRaPSIgCaBxmpt7GUqd5zkjvXpmjsPQe6SCxtZjz+vsuWXrFUr0iA3r17fet2/bVutAQBLAVA512L5cNWOPpHlrrZSiFM2U2XtKGoZBAonee2aaeUSSnNvsxVsLSMM4gJxWl1b8QUcdfds7H4urZ/Omje94/emSANAsend3gD260dw8lZnx8OPvf5tDT8TP1Dwv/+J5j9++ur2UmhmSMtPcoiepiCTN3VJJMDMf/rin3Pbg++Jq+9Y/fflNrzwtdhrHobU+DmNkrKGxtz7UIZVrbnLjfZ506mspCf9h0+fPPv/t7wJpJE2RCcndU6puRmttrrUCEFSLk7jrfR95x7s+ANek737jKx8496W9z9FDUkKtZylF0jAMy9U5MyOCZGTe8/Cj73zvY7Br7zn/si9+7PSeQTNBENZoJ4BmBkDSSf/zpL32ORy/VLZu+dbr/vQUMyvVIBTCSwEFYN3KSu+91hItbnnQve52+KNxLfbVL57xtr9+nySukYoXM5NgpCBINJJ29JP+6Ob77Y9rh4+86wX//E/fysxxHK+88srFuLBiEFpv0ftQRyHdy3JaptK90tDmtmHDhmk5uds0z8WLICRa72ZGIjNJI9l7104ARFsul+NiAUKZ7mXN6vZlpjIT0Br30lo3L4JI9uhu7mbTPAvovQ11wA4kHcI0TXvtvdfjnv7KcVzgati8aePbXntaJsyMhCAABHtv69dtWF0uQbjxYccdfsAhJ+Jn7e/e9LyLv/AFksMwTMsJRC0lMt19nmczK6WQNLd5mm9xy1991Ml/jqvta1/5yFtf9/KMrLUa2Xonzd0ys7XGHTAM4zxPt7jlzR/9lFdSEv7D9m1XvvFlT1kuVyNCUo9eS62lJkIRbk7S3SM7pDrUzPRih/7agw6+x8PdHdeAy7/+hY+df8Y0TT0CgJtFRGtNWGMZ8mJmPs3NSAGPOvn519/n1ti19777y5//6GkAaFQoMsyMNIKZWYfae0g68X+esNcND8cvla1bLv+rPz/VzGhwt2rGndxtjZQUzP3WtzvsTocfi2uxzRe/5h1v+QB3MrDPzdzc3ZyRfTEsUgngqCf80c332x/XAj/87lcuevvLW+sRUWpRKDLGcey9R0QpZTkta63FymLd4tD7PTqSEmhUag1JAGbMFHYikSGSIiBgFkcqQYMmrUEHC2FAApXoQiEoTUAABiRA+Hp9+Ly/+vcf/VhKABIjOiA3J325nBaLRWYXKeCBRz3x9ne+L66Gr2667B1veK52Goax9xYRpZTWmrtHD5DmdtSx9znw0JPws7b54gve8Za/iggzi0xJRgCstbbWIqKUWor33gFl6nee9vJf2Xc/XD0ff/frPvLhCzOz1NLm2cyjx7gYM0JAZkpaLFZamw68/cEPe9zzKAn/yWVfOOfCd7zTQFFujJ7jYpimeTEMQJKWmZLGRc1UKYZId/+V/Q78tSMev+E618fP1KWfvugzH3pjZIBMiaDAjIgMoy2X07BYRERKECTd6EY3fsTJLzMz7NqF52384iefN01TrbXNzdxAU6ZAdxqZmRJOPvXkvfY5HL9Utm65/KwXnyqg1lKMSrkbIK+llqJMCJJuddBhdzn8eFyLbb7kNe86+6LoYW7IdPNxHHvrmd2KuXuLyN6PO+FFN99vf1wLfPa9L9182UaCkeHFlVosFqurq5ISWiwWy9WlGQEccOi97/Kbj8HP0cX/cO4Hz32LIDPrkVCARoC01nopDrL1nsob3+j6j3/6me6On2Tzpo1vPePZxYuUZgTY5mZugnrrtVSQpfhDj73PbQ45ET9rV/z7d1/2ghMopdB7G4ah915KkQTBdmDr3c1TSeMhd77bA489FVfDPK2+8oVP2nLFFe4OQFJEmBlJM4NAY0SQ7L3f6373u/cDT6Yk/CfTtPzrV/7eD777vVKrQcNQSfbei5fMKLUIKu5gKnKsg5n1HoDGcXH3+z1039vcz93x/2zr1n/76AVn//M3PtN7MytaA2UoMs2NQKYEZM+5N1tDTnN/wEMfd8df/y38ty4870uXfOJ5mSkpUyQBZKaEUtyMPdKMJ/7BSXvvczh+qWzdcvlZL3lGcTNjLSVao3uprkySxT0jze2A293nkPsej2uxr15yxrlnX0QCIKSMLEMltCYV7ja3TuC4E1508/32xy/aD7737Q+d88Ll6vZxsejR53mupZBsvUckwKGWaZpqraAd9aQ/3uO6N8bP0fZt//6qPzxhmpaZYeYsjjVCjw6ARoKZSVKphzzmGbc/+G74STZv2viWVz+zDjUiaqmC5mmutUYEjW2ax8VimqZHPPaBBx56Eq4Bb37Vqf/4tU2ZaealGMhpObk7gIwotZpZZpoxU+7+xP/xZze40S3xk3zqo++48J1vAjCOw9xmgmvcPTNLKb01cycZPQQ99BFPuMNdfouS8H/69jc+9bdv/IuMMLdaKoHWupQkS7XMHIYBSKMNxQECiAxJbr7n3vsccOcjb3nrQ7xU/F+ZpuWXL/noZZ96149/vIWk1iTMLTNb6wAElFIyMiWAER1AhnbbfcPj/scrN+y2B/5b7zn/sks+8bzeG8Ee4e6SAGSGJHOPyFL85FOesteND8Mvla1bLj/rJc8oxYdaCtkzzAhAgIFm7D3c/bYHH37I4cfjWuxrXzzjHX/9fpKAzOjFtSazDnWaZjMbhkLzox7//F+52f74RbvkI3/xhU993t3MCEJCKpVJ2Dw3mvXeVhYrvfdb3+H293zwqfi5+/sLX/+RD11AgmYJmbtCPXrxYm4A5nk284y42X63eOxTX4qfZPOmjX/zqmdIKrWQbHOvtYLI6MVLAgRIHvWIww885ERcAy79/PlvP+uMlZVFhHr0YajKJG3N3OZMGXeQ5O6SbnXgAcc84Y9JYte++bWvnPP60yMSwOrqaimVBjdvvdVSldl6d/eIWKys9N6ffMqf7HPjAygJV/H+d73sa1/6XO/d3JxWamltlpLkuBjm5Vzci7uUpJshU+NiaK0BiIg99rzerx509xvte/D1rn9LM8fV868//JfvfO0TX/z0RVu3XDHUYZ77Gi8lM1trIdVSAUjCTr13gKXUzA7xXg+4/13u9Tv4SS48b+PFHzsdtIgeEe5OIlPuBlBSZprZHe9w6I2G63FPahYaMAMQQEGESAOpTJIRYeYcoBlrpLTRl8sYSTqVmqUBAEkzpaSUZGbYSTuZmSQQhAkiKAgSjLbOtE2ZYe773+dBu1//JtiFrVsuf9PLTnU3h7m7uUkpqZSSmQB7a+Z+w1/Zb99b30QSybwyuZ7570pJW2W7mSapCU50oCkLBHAgtilTJKUEQAKgsIOtp7YJOxEU1gggoDWkSUmalNiBgEiAtudt77Lf7Q7GVXzti2ecd85HIqPWCkjK1lqtpdQ61Lp923ZBw1APuutdrnud9eiAyRYW3w+7vtHIRGbCKYk7gGRsDVtvJNBgAyOz1tJ7ECzFe49SHUKPLsHdItKM/8Gid5BmVAoEyYwU1Oby+Y9+LLI7DUYSWpNKZaZqrRHZWnM3gQ965DNvcvPb4ufuR//2nb984VOGYSC5bdu2WmuPPtShlCrl9u2rwzBkZkRAeMzJL9jvVw/Cf2vzpo3nnHkaSTOLDIKR3VjMGD1KdQlmdtRxhx1wpxNwDdi+7cd/+cITpmkC1FrPTC9eS40IMxcSAsg2N0lDLQnc78hj7vabx2EXLv/mF975Vy/dvn27UiAyk2REr3Xora+sW7TWBUHovdda161f9/vPe5N7oSRcxbZtV7z9Nade8eMfZaoUp8HMAPTeazWH9d5rLaBFdKONwyCi9w7IaF58qMNymq6z55573Xj/G9z4Jut3v8m63fdav/66XhZmJJiZEdOVW/71hz/4zr9971s//F+X/uBfvr9cTu41IrRDptijASbJSzGiR0LKlJlBzAzzMk/Tda+7x6N//+UbNuyBn+Q952/87EXPrsPQe48MgjRKgmBmmWHuEDKTpJkpVWqZ59nNe3QCVgoEd89MKZWiMTNtp9Z7LZ4ppcwNQCoJSnL3iKQREs2i92EYWm9GWzPPM0kpzdzMSEYE15hF76V46/GUE07f+9aHYBe2brn8TS891Y07iOM4zn0u7rXWVGQgU703M5MQCsB6V6Z6Ru9RikdKKYgppTIlGpXKSC8uQInMAAQQAp0RWUvJjEyRVopnZCqNFCDJzDODJAAzpkAgI1N598OPv/+Dj8VVfO2Lr7ngnR9rc4ORQGb6ToJqcYJXbrtyKNVLid7dXRIggO5uDkh0gwSyza0UI+Du2QOAF5dgTiR672ZeS/HipfiVV15Zao3otdbMBLAYR4HFfeuVW1dWVuZ5GsfFPM8Q3a31aPO824bdtq+u9j6Pi0VGllLmNgNsrS/GEYSk1vteN7zpw5/0Z/gFef/fvegL//DZ3jtBL2WaluZOoPc+DKO7R++RUUq51W0OetjjnoP/1uZNG88+49nuHhGZGoYSmUq4s/dw9x4xDuNDjrn3gYeeiGvG+8996ac//jHQjIzo5h6RgCCM4zjPs5kplchhGHrrpB3x20cceMhx69ZtwH+ydcuPPvWhCz/zyXOneSqlSDJ3IwFkpCCS7h49BKWyltp7+/V73ufwo54GgJLwX/lf3/7y+85+8XJ1tfUOcmUxkuitl+JIZaYXbz2KGck61OjhZqQR6pnDWFtrmSLhXqJHZpIwH4ZFbS2it+gx9V5LBSRhmuZSCmi9tcwUBFjvvZY6z7MXBxARoLXWax0AZQpQz3zgMScecpf74mq48LwvXfKJF0SEuUnZWycJCCIgmnkpvTVJ3AGElVqm5UTCi2fKzHtvtpMkM2YCkBlJa60BKKX03jJVa3X3zATQey+lZCaEyKilptR7q0PNnsIamZkkQDSH1FobhiEi3L33/tQTTt/rgEOxC1u3XP6WVzyLQkpmLF7MTJlevEcnrfdIZfSAGc37HDTOrUUIoKBcE6BZjyaBMEGZ6WYgCAqgWW8NAEEaU2k0SQQFAXC3lMzYW5CEUGqJDAgEMgUS0Jq73ue4I448Dlfx1Utefe7ZHxqGobXZrAACQNJIQF6stw7h/zeOg7vPbSqlTNNkZiTHxQglyeVyuW7duuwdgpQShnHcvrrd19BIZuYwDhCUIkHS3Hvv1X2a53ExmnO5nGodIqLN8ziOrbeVlXXTcuq911pbb+5lOS0Xi5V5nkD21ou7mUdmZA7D0Hs/8pFPuOktDsMvyL985yuve8mzeu/DOPTeSqm9d0C11t66mYOQ5F4k/c5TX7jPzW6NXdu8aeNbX/MsScWLoFpraw1AZpIEQBLQ0cff78BDT8I141++/fUzX3KKu5F09x7daJJaa7VWAr13mkEA0Xpfv7J+dbl9t933uNUtDtxrn5uvv+4e2//tiu9856tf//qlvUfv3d0BAiCRGe4leq/DsLq6Wku1YtHD3CDM8/TEp/7hzW91CABKwi5c9rkPfPQ9Z2UmSXMrbkx5caUywtwz090lAZBAIpUke++lePESocwusbV5sbKSvcsYma1FKUVSa614aT1WFivTPEeGRAApEchMkgIU2aIXK2aWiYgA1JVuHhl3OOQOv338C0jiarjw/I1f+NjpykwhM4wESCNBAJlJMCFlmpl7kTIitJOvMWsRRkoJcA3WkEZGRCkFRG/d3SPC3SOyVO9zH8cxMlubSUoCUEuFoc0NQKnFaHNrRgNEgjQIgriDtTab+clPPG3v2x6KXdi65fKz//I0oynC3CLS3XoPr6ZAb62U2pU9Fb2bFQmtdwmZCSB6mnmPCCUEEKQJAmBgRoKgWUQHSDPofyultNbMDIAk0kgCAoEUCKOB1tpsRjPrPUqtGXnX+xx7xJHH4Sq+fumZ73rrB8ZxXF1dBeBmXgogI6EEYOYAJJVS6uCZOU1TrTUijAR3MIO7I5Ogu6cEKSIIlFojOkB3Tykj3K31GGrNTJKtdXOL6LYDAdQ69NZpbK0RTKm1thgXtdZpWoI0t5SmaYI4jGPu1HuHVGrdsNvuj3rqq0qt+MX52zeeeskXvjzU4uZefPv21VpKKiEgBUAA3QDc/pDfeMjxv49d27xp41vPeJaZEcxIUGbeewcBwd0BmNvRj7jvAXc6AdeYd7/lOZ/7zKU0lFLnaR6GCiAz3Ms0TRE5DDUje0YtXkqVBCkiUkpl8VJrJTFPLTJKqcoEIcncnNZ6r6VEJgDSABCY23yDfW504jNe414AUBJ27XMfffNnP/FegxnUe1tZLFrv7p5rpGJGmqDeeikuCWTuEIuVddl7SsvWaik065Ftnsdx7L1LIjwzpQQtMiQCcPMW3Y2SWusQQErKUK01MxKQUIaSkZEBYY8993zs7714t92ui6vnwvM2Xvzx55r7PE2ASCMBMCIWK4t5nqPHOAzTPHtxpcyMZO+tlKqdMtOMZm7mrU0ASBNgJIAe3c1Jptak0SCkkqS7Z4ZEQAS9uKQ2NxCSSimSzGwchtZ79BBUy9CjESAJ2gmPeubeBx+KXdi65Vtnv+JZEgCV4r0HzTJiGIdpbnTOc7hZdGVGCiAjU6nIVKRZ6Up3b70pYcbew8wkpUTB3Ny89UYShJtnZkS4uySQynS3TK0xs8w0owRJZpaZpAGKCDOWUg/5jaOPOPI4XMU3Nr7uvLd9KDMIKtPMBLkVKSOi1BI9JNWhDLXQbJ5nAO5OEiQlCkZNra1ftyJhnmd3L15ab9iB7gSN2GGeZi8OgCSAyBiHcVpOPdpisXAv2iFTyMyptVqKuZHWe0hq8+yl1FrneXb31notQ+9dEoDMdPffuP8xB/3aQ/AL9fVNn37r6/+MUu/dvfTejQYSkCCl6jBAiozFsDjhGS/e47o3xS5s3rTxra9+1mJlAWia5+gxjmNG0ri6un1lZV1mSjr20UcccKcTcI35zje+ctarni0pdyqlREStRUJEB7gmM7nGzM0EQZimqZSSmdoBw1C1E82MXCzG7du2D+M4z3NmmttQx2laGinBjCk9+KiT7nSP+2InSsKuSfrEB9/6lc+9L3s3gqSZkayl9NhBmTQzWiojgqQAQbXU1rsEmkUIgiCCvTcai9dUppSJzAQgCUBkKtPWkBFwt8gMSSkQmWlmkiiBJmocxkee9MIb3fgWuNouPG/jZy96lrkBBOTuEiKCRgNBZoZ7cbMeGb17LRk9Qu62pvdwN+0EiWaSSinTPC0Wi956ZpZSAAHETpkpCTtlahhq711roOJFQiqKl8x099Z7MaehtV5KITD3VkrNHiBOevJpex9wKHZh65ZvveUvnlnczazNjWaZIcDMeioTSqWSNAmtd0gRYVYEtugQBBEIJUCl1mAnAjBTJgCjmVtmmLkkM8+MNcU9lRLWkDSzzDQzAcpUisbMNCPANZLucu9j7//gY3EVX7/0tRe888NGtLnVWsdxnKYpIkqptZbt27evrFtERGYCAkCilGLmmQmglNKnmYQZJbibIKMTKLUAmqYZgKTMdC+AzCwizGxuM8FSSotu5sistYay9VBqHMe592hRaoXWoPc2DMP27dvrWDNiqIvMANl6c3OBEsZxeOzvv3zd+j3xC5URZ/3FU779re8A8FLnaaq1kiBtnmeSkmqtqczIu93zAUc87ATswuZNG9/+utOlLKVEpCAARlvjZnNr2unYRx9x6zv+Lq5J73/Xyz/5kQ8Nw9BaG4ZhbjOkUmrv3dxrrW2eAUgJUFKtg5QRaW7KLO6ZSTOSPQKZXgoJpXrvIMdxlHKem6Raq6Tdr7PnCc941TiuYCdKwn9L0sUfffNnP/mB6oxIQQRJrOm9D0ONTJJurszty2UtVQSEJKKHlzIvm6RxHKVsrYPI1Bozo5eIgBSZTssdIGQtNVPL5dJLods8zXWoEQHA3Vrr7r5u3fqHPObpt9j/jvhpXHj+xs9c9CwI7sXdMrJHN3cjAbTei7skM0slJIg0SmnmvfdUFi9KgTCje8n/LdxLa21cLDI6RJpFdO6UCmch2SMACGk0SZlZao2IoZaIUEqAmQGQhDWklGbWeyjz90583t63ORS7sHXL5We/8jRoB+6ATEWmwJDaFMNQW+8ZCTNJKWUPL3W5OrGYIAjKdK+CMhMQQEkkoweNgNyKIBDKBIyEUjSmEsIaLyUjlOmlQIgMkuYWPQikVLyk1uRd73PcEUceh6v4+qVnnHv2Bwy0nUi21modeu+1log0gzmHYWitmWDOjEiw9T4MQ6k1e4dyZbGY59Z7L6WYsfduZiCV2XpbjKMEZcKolLkVL7335XIpaRhGISWmsg7jNC0JplRr3b5t6e4RUXcYpFguJ5oZEZlKCaAZBBrN/JBfv/c97vdEXAt88TMfOO+cVxOITPdCQ7SIDABmBrK1eRwG2hp/2umv2bDb3vivbN608e2vP12R5j4tpzJUSNjJzCREdjd/2CMOP/DQk3BN+vGPfvCGl/7elduWkd1oZq7MUss8z5kqxaVsrS/GRWQoUwBJd88Ic4cEICGlSEZErbW1vrJusVxdevGIdDNJINYQ/O3jn3yHQ47Af6AkXA1fueT8f3jfO5TKDIkkpuUE4zAOrUcxj0xAAElkajn3WoqbZSbAiKBxHMflNEUqejdaSikps5QSkcWrdkgJmSnIS2mtm5skABlpbgDa3DbsvvuxT3zmTW9+O/yULjzvS5/98LMFuDnAzE4zpQC4O4g+dxBKmVtEkPTi2YNGCZLMDKCUwzBEhJllhgCCqcyQke4uyMx6b4QJysxhGKZpKqVCEgEJEoxGz4zMJCnJzABoJ0DuRVIqCT7l8afvfdCh2IWtWy4/+xWnZWbvnU7QlQlp7unuyvRSprlFRKYAGD1TKQkCGRFmPs9zKU4wUmYAGJGg3BxCKNxcO7l7652CIDNLiYTR3CwlABlpxaHMFElJWEMQjAwCdzvs+COOPA5X8Y+Xnnn+2z8UPUqpmSkJyHExSqqlAMgId6+1zvOsDGV4Ka130EiYO3JNrCwWEZJSkFLuLmGeppC8GMBxHKfl0ksFICmim3kpPk2zu2emmS+nmWQpBZK7R6QkkrEmYxwX5mbkldu3QzRj620o49waocgcxvFxT3vxXte/Ka4F2rz6ly988hVX/DhSFMwJMCKHcVAmyda6OyVE9CMe9LC73+9x+K9s3rTxnDNPMzOSANo0w7gmI0AaLTNBHPOo+9/2zifjGvblL7znnW95XUZkJoBSi9HmaQYwLMboPTPNXRmkZaa7ZcrMJPUIAiAJ9N6HYZRSkplFJoHINNKMpEl54G0OeNgT/9TM8B8oCVfPt//pcx98xxnTcrsk0lprG3Zbv1wup7k5fY0ICBkJKJO9N5LuTqOEHiEoeq4xd2WSjB6RWYpDRjCRmSKZGSLNrEcf6gBh7rN7UYrkjW924wcfe8oNbrgvfnoXnPelz3/4NICRnfRaPCUz9h6A3EtrXUqStdbW5kzUUgRIcrceAWkYhmm59FKlNGObu7llZh0qBBAQ1kSEmXuxNjfsZGYQQAhyLxlZivUIpdwsImmQ4O4Ep3lyN8K8eGYCOOmxp+190KHYha1bvnXWi0+ptUaEubcWZsxQREoy9x7RWqcxe0ogLZWZgtHceu9GkyCAgNZARosISO4lJZJSujsASRFhbhlh5iAgSAClFAg3B5BKgJAAkGYGCZkicdf7HHfEkcfhKv7x0jPf/faLIlLSMAyZWasDiAiSAEsxAq21Uosye/Ra6jxPtRaSkemlSOq9Q3D3WktrUYpHBMGpzXvsscdyuZqpeZ4luBcvpfc21BoRRu9rog916D0BTNPS3UmrtZjbcjnVobbWQSqTYOtNKZgVdwJTa25G2m1uf/BvPeo5uNb4zEXnnP+uv05lLTUyizkIkoAEGm2eJ6OVWtZv2O2kZ52xsrIeV7F508azz3g2BDqLldXV1VJL9E5zEsVLZGTmMY+8/23vcjKuYZLe+64//ezHPzXN8zAMPcLNSGamuyvT3HvvtVaQ8zwNwwAgIyJFwMwykyCINco0d5JmNs0zlDQ3UNAe17nOY5/2J9e93q/gP6EkXG1brvjhJ973hu984yvL1dVaa2Qik2QPDbWkRFBCa81LmaeJZpJIttZJgjSz3jppEkiaGYDlPJMA2HuvtbrZ3GYvJTLHYZimyUuJHqWU3ts9D/uNu9/ndxcr6/F/5YLzvvTZi57tZiQl9AgjS60RHWuENal081QOwzDPMwl3j0jt5G4RWUqVsrVGgC+NzEoAAAu5SURBVLaDu/feQRgtMxeLxXJaRuRQa2utlJJKCGtIAkyFm6fSaBFpRjOLCHePDKwRjBYRMBrhXn73ic/a+9aHYBe2bvnWG196qpfSWyOZIS8ePSMjQmsyBTIj3cvcW6ZoVKaXmpmAenS3IgmAJAjuLiiVxBpKMrOM8OKZypS7QSItMgC4+dxmdzNzSe7eWjMzAJnp7plpZplpZnf+zWOOOPI4XMU3N77uvHM+WErpPSI6iXFczPNsZq3Nw7Ao1QBlppGR2XsMtdIISVBmmpm7ZybBubVhTa2ry2XvvdRqZO5kZiRba4S5m9eavdPYm2r15XIi6cVbaxFZSp3nqZaaEIDW2lCHaZpLLRExjuPq6lTcJEgABNBLOfbJz7nZfrfDtcaVW3/0ij988jzP2ImkBECRSaAOQ/Teeh9KEfSwRzz6tnd+GK5i86aNb3vtaQAzBSmU4zDMc3M3CVIuFove+1HHHX7goSfimre6fdsbX/n0H3zvewQTqUzSIsLdI6LWKgnQ3No4LCK6Gc2891hTiwswN6V6j1I9I0lKysxhqNEzle72iCf9wf4H/Dr+T5SEn4akzRs//ukPvHm5nKbllKnFYmV1dZt7AdB7SKpDtWLz1FKKFqWW3rsk0kjLjOK1t0YaTOZlbjuAcDqNZgYhUwJqLXObIay50U32ue9vP/bmt7wr/h9ccN6XPvvhZ1evNLbWco1yMS56615Lb30YamZGDxolmXlmrKxbWa4uIYFrLBVunpEgINEMQh3qtm3bzN3NSAICmJGCbKfMVKaZm/s8TeYOgoC7A2itmbHWGpGSMtPdIbTezIxGCCc99rS9DzoUu7B1y+VvetkzM5M0JSI6aJlp7vPUQGQEaYBJSmKeZ3fnThEJoPcwY0ZYKRRAgCAIICK4BjD3eW61FkCkZQSNZ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"},{"id":"f2f66627-3fd5-4e8a-a924-fe15767aecba","height":19.02,"width":35.89,"perimeter":134.83,"area":314.58,"image":"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"},{"id":"48b9204e-c192-467b-9609-9b1ce1b4ef89","height":20.09,"width":19.29,"perimeter":102.66,"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"},{"id":"03211e8c-c27f-45c2-ba9a-5ab62e6d44db","height":8.84,"width":8.57,"perimeter":52.67,"area":54.03,"image":"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OfSign":"120","otherDimensionOfSign":32.39,"width_of_smaller_line":20},"timestamp":"2026-01-28 05:55:12"} 
[2026-01-28 05:55:15] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_type":"Flat Cut Acrylic Letters","mounting_type":"Flush/Stud 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\",\"boxArea\":\"478.95\"},{\"id\":\"f2f66627-3fd5-4e8a-a924-fe15767aecba\",\"width\":35.89,\"perimeter\":134.83,\"height\":19.02,\"area\":314.58,\"image\":\"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\",\"boxArea\":\"387.54\"},{\"id\":\"03211e8c-c27f-45c2-ba9a-5ab62e6d44db\",\"width\":8.57,\"perimeter\":52.67,\"height\":8.84,\"area\":54.03,\"image\":\"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\",\"boxArea\":\"75.76\"},{\"id\":\"6e96ed48-5006-4073-bba1-b828d2d83d71\",\"width\":8.3,\"perimeter\":44.79,\"height\":8.84,\"area\":41.72,\"image\":\"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\",\"boxArea\":\"73.37\"},{\"id\":\"b40b2f57-66c6-4167-8517-ecf6020ba460\",\"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":"32.39","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":null,"ul_mandatory":null,"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":"32.39"}},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"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":"32.39","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":"32.39","material":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Looking up SignType {"data":{"sign_type":"Flat Cut Acrylic Letters"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":10,"formulas_count":27},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Retrieved Variables List {"data":{"sign_type_id":10,"variables_count":10},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Final Variables Merged {"data":{"variables_count":170},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Merged material items {"data":{"formulas_count":27,"items_count_after_merge":27},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Merged variable items {"data":{"variables_count":10,"items_count_after_merge":37},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Initializing MathExecutor {"data":{"variables_count":170},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: MathExecutor variables set {"data":{"variables_count":170},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: NEAREST_INCH called {"data":{"input_value":"0.5","sign_type":"Flat Cut Acrylic Letters"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: NEAREST_INCH result {"data":{"input_value":"0.5","closest_inch":0.472},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Formula executed successfully {"data":{"name":"Sign Depth/Thickness","expression":"NEAREST_INCH(sign_depth_or_thickness, sign_type)","result":0.472},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * material500611","result":2.8928614968000006},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * material500214","result":0.22976050500000003},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * material501055","result":2.19156174},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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 )  ) * 22 * 0.426 * weight_material502098 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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 )  ) * 22 * 0.426 * material502098 , 0 )","result":"0"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.00450419112"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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 )  ) * 22 * 0.41 * material502098 )","result":"4.50419112"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00218602692"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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 )  ) * 22 * 0.21 * material502131)","result":"2.18602692"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0029269944"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00023354496"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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 )  ) * 22 * 0.08 * material501680)","result":"0.23354496"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable56 * nested_area","result":12.5925},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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 ) + ( 8 * sqrt(nested_area)  )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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 ) + ( 8 * sqrt(nested_area)  )  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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 ) + ( 8 * sqrt(nested_area)  )  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":"0","result":0},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":"0","result":0},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":"12.7604","result":0},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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) * 2 * weight_material502074 ) / 144, 0 )","itemDenseWeight":"0.22764223609498"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":"0.22764223609498","result":0},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, weight_material501803 / 144 * (  ( width_of_line_1 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_2 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_3 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + ( width_of_line_4 * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable58 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] 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":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Total Cost formula detected {"data":{"item_id":63},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Formula calculations completed {"data":{"total_items":37,"successful_calculations":36,"errors_count":0},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":122.20914577015999,"totalDenseWeight_before_formula":24.579187177236783},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable57","computed_totalCost":134.430060347176},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Total Dense Weight formula executed {"data":{"formula":"totalDenseWeight * 1.1","computed_totalDenseWeight":27.03710589496046},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Total Cost result added to calculationsResults {"data":{"variable_id":63,"result":134.430060347176,"dense_weight_expression":27.03710589496046},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Flat Cut Acrylic Letters","objects_count":8,"totalDenseWeight":0},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":8,"sign_depth":"0.5"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":23.84,"height":20.09,"depth":"0.5"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":35.89,"height":19.02,"depth":"0.5"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":16.34,"height":19.02,"depth":"0.5"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":17.41,"height":19.02,"depth":"0.5"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":19.29,"height":20.09,"depth":"0.5"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":8.57,"height":8.84,"depth":"0.5"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":8.3,"height":8.84,"depth":"0.5"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:15] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":8.84,"height":8.84,"depth":"0.5"},"timestamp":"2026-01-28 05:55:15"} 
[2026-01-28 05:55:16] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1769579716_41f79ffb5ff52a507d625947a87968df","bins_packed":[{"bin_data":{"w":36.19,"h":20.39,"d":4,"id":"unique","used_space":67.6963,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.39,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d012273a1e204ae4bfe344f486f5765f/1769579716-5129-9441887.svg","items":[{"id":"item-2","w":36.19,"h":19.32,"d":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d012273a1e204ae4bfe344f486f5765f/1769579716-5123-3337109.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d012273a1e204ae4bfe344f486f5765f/1769579716-5125-4228638.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d012273a1e204ae4bfe344f486f5765f/1769579716-5125-7632927.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d012273a1e204ae4bfe344f486f5765f/1769579716-5126-6814223.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d012273a1e204ae4bfe344f486f5765f/1769579716-5127-9839504.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d012273a1e204ae4bfe344f486f5765f/1769579716-5127-1202113.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d012273a1e204ae4bfe344f486f5765f/1769579716-5128-6554807.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d012273a1e204ae4bfe344f486f5765f/1769579716-5128-6598089.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-01-28 05:55:16"} 
[2026-01-28 05:55:16] local.INFO: Box added from packed bin {"data":{"length":4,"width":36.19,"height":20.39,"denseWeight":0},"timestamp":"2026-01-28 05:55:16"} 
[2026-01-28 05:55:17] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":6,"width":38.19,"height":22.64},"quantity":1,"denseWeight":1}],"cheapestShippingCost":219.87626249999997,"rawShippingRates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":6,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":17.5,"higherWeight":17.5,"quantity":1}],"totalHigherWeight":17.5,"DS":28,"rate":"213.16","tariffAndDS":241.16,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":396.08211599999987,"totalShipmentCostFormula":"((tariffAndDS (241.16) + overlengthSurcharge (22) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 396.08","warnings":[]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":6,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":17.5,"higherWeight":17.5,"quantity":1}],"totalHigherWeight":17.5,"DS":28,"rate":"129.6","tariffAndDS":157.6,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":270.31595999999996,"totalShipmentCostFormula":"((tariffAndDS (157.6) + overlengthSurcharge (22) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 270.32","warnings":[]},{"career":"fedex","boxWeights":[{"size":{"length":6,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":17.5,"higherWeight":17.5,"quantity":1}],"totalHigherWeight":17.5,"DS":17.5,"rate":"166.92","tariffAndDS":184.42,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":283.45354,"totalShipmentCostFormula":"(( tariffAndDS (184.42) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 283.45354","warnings":[]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","boxWeights":[{"size":{"length":6,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":17.5,"higherWeight":17.5,"quantity":1}],"totalHigherWeight":17.5,"DS":0,"rate":"130.79","tariffAndDS":130.79,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":219.87626249999997,"totalShipmentCostFormula":"(((tariffAndDS (130.79) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 219.8762625","warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"dhl_usa","boxWeights":[{"size":{"length":6,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":17.5,"higherWeight":17.5,"quantity":1}],"totalHigherWeight":17.5,"DS":28,"rate":"227.71","tariffAndDS":255.71,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":277.71000000000004,"totalShipmentCostFormula":"(((tariffAndDS (255.71) + overlengthSurcharge (22) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 277.71","warnings":["DHL USA Not Available (Width exceeds 97 cm)"]},{"career":"ups_zones_selected_countries","boxWeights":[{"size":{"length":6,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":17.5,"higherWeight":17.5,"quantity":1}],"totalHigherWeight":17.5,"DS":0,"rate":"166.64","tariffAndDS":166.64,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":274.50269999999995,"totalShipmentCostFormula":"(((tariffAndDS (166.64) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 274.5027","warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"ups_zones","boxWeights":[{"size":{"length":6,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":17.5,"higherWeight":17.5,"quantity":1}],"totalHigherWeight":17.5,"DS":0,"rate":"212.84","tariffAndDS":212.84,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":344.89995,"totalShipmentCostFormula":"(((tariffAndDS (212.84) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + constant (2)) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 344.89995","warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":6,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":17.5,"higherWeight":17.5,"quantity":1}],"totalHigherWeight":17.5,"DS":0,"rate":625,"tariffAndDS":625,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":625,"totalShipmentCostFormula":"((tariffAndDS (625) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 625"}]}},"timestamp":"2026-01-28 05:55:17"} 
[2026-01-28 05:55:17] local.INFO: Product cost factor determined {"data":{"sign_type":"Flat Cut Acrylic Letters","productCostFactor":1.25},"timestamp":"2026-01-28 05:55:17"} 
[2026-01-28 05:55:17] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"32.39","sign_depth":"1","sign_type":"Flat Cut Acrylic Letters","processed_sign_type":"Flat Cut Acrylic Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-flat-cutt-acrylic-letters.png","mounting_type":"Flush/Stud mounted","combined_production_cost_usd":140.0,"total_production_cost":170.0,"totalDenseWeight":0,"totalVolumetricWeight":17.5,"bin_packing_result":{"response":{"id":"1769579716_41f79ffb5ff52a507d625947a87968df","bins_packed":[{"bin_data":{"w":36.19,"h":20.39,"d":4,"id":"unique","used_space":67.6963,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.39,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d012273a1e204ae4bfe344f486f5765f/1769579716-5129-9441887.svg","items":[{"id":"item-2","w":36.19,"h":19.32,"d":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d012273a1e204ae4bfe344f486f5765f/1769579716-5123-3337109.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d012273a1e204ae4bfe344f486f5765f/1769579716-5125-4228638.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d012273a1e204ae4bfe344f486f5765f/1769579716-5125-7632927.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d012273a1e204ae4bfe344f486f5765f/1769579716-5126-6814223.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d012273a1e204ae4bfe344f486f5765f/1769579716-5127-9839504.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d012273a1e204ae4bfe344f486f5765f/1769579716-5127-1202113.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d012273a1e204ae4bfe344f486f5765f/1769579716-5128-6554807.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":0.8,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/d012273a1e204ae4bfe344f486f5765f/1769579716-5128-6598089.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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","boxWeights":[{"size":{"length":6,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":17.5,"higherWeight":17.5,"quantity":1}],"totalHigherWeight":17.5,"DS":28,"rate":"213.16","tariffAndDS":241.16,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":396.08211599999987,"totalShipmentCostFormula":"((tariffAndDS (241.16) + overlengthSurcharge (22) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 396.08","warnings":[]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":6,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":17.5,"higherWeight":17.5,"quantity":1}],"totalHigherWeight":17.5,"DS":28,"rate":"129.6","tariffAndDS":157.6,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":270.31595999999996,"totalShipmentCostFormula":"((tariffAndDS (157.6) + overlengthSurcharge (22) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 270.32","warnings":[]},{"career":"fedex","boxWeights":[{"size":{"length":6,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":17.5,"higherWeight":17.5,"quantity":1}],"totalHigherWeight":17.5,"DS":17.5,"rate":"166.92","tariffAndDS":184.42,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":283.45354,"totalShipmentCostFormula":"(( tariffAndDS (184.42) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 283.45354","warnings":[]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_5kg_selected_countries","error":["Weight is higher then 5 kg"],"warnings":[]},{"career":"ups_usa","boxWeights":[{"size":{"length":6,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":17.5,"higherWeight":17.5,"quantity":1}],"totalHigherWeight":17.5,"DS":0,"rate":"130.79","tariffAndDS":130.79,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":219.87626249999997,"totalShipmentCostFormula":"(((tariffAndDS (130.79) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 219.8762625","warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"dhl_usa","boxWeights":[{"size":{"length":6,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":17.5,"higherWeight":17.5,"quantity":1}],"totalHigherWeight":17.5,"DS":28,"rate":"227.71","tariffAndDS":255.71,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":277.71000000000004,"totalShipmentCostFormula":"(((tariffAndDS (255.71) + overlengthSurcharge (22) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 277.71","warnings":["DHL USA Not Available (Width exceeds 97 cm)"]},{"career":"ups_zones_selected_countries","boxWeights":[{"size":{"length":6,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":17.5,"higherWeight":17.5,"quantity":1}],"totalHigherWeight":17.5,"DS":0,"rate":"166.64","tariffAndDS":166.64,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":274.50269999999995,"totalShipmentCostFormula":"(((tariffAndDS (166.64) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 274.5027","warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"ups_zones","boxWeights":[{"size":{"length":6,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":17.5,"higherWeight":17.5,"quantity":1}],"totalHigherWeight":17.5,"DS":0,"rate":"212.84","tariffAndDS":212.84,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":344.89995,"totalShipmentCostFormula":"(((tariffAndDS (212.84) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + constant (2)) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 344.89995","warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":6,"width":38.19,"height":22.64},"denseWeight":1,"volumetricWeight":17.5,"higherWeight":17.5,"quantity":1}],"totalHigherWeight":17.5,"DS":0,"rate":625,"tariffAndDS":625,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":625,"totalShipmentCostFormula":"((tariffAndDS (625) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 625"}]},"cheapest_shipping_cost_usd":220.0,"totalCost":390.0,"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":"1","sign_material":"Flush/Stud Mount","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":33},{"variable_id":60,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":34},{"variable_id":61,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":35},{"variable_id":62,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":36},{"variable_id":63,"dense_weight_expression":27.03710589496046,"result":134.430060347176,"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":"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":"32.39","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":"32.39","material":null,"application":null,"ul_mandatory":null,"paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":14,"testDenseWeight":27.03710589496046},"timestamp":"2026-01-28 05:55:17"} 
[2026-01-28 05:55:17] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-01-28 05:55:17"} 
[2026-01-28 05:55:18] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-01-28 05:55:18"} 
[2026-01-28 05:55:18] local.INFO: Incoming Request {"data":{"sign_type_name":"Flat Cut Acrylic Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":32.39,"sign_width":"120","dimensions":[{"id":"6b967db1-3613-41a6-8d62-33a3dd7dd064","height":20.09,"width":23.84},{"id":"f2f66627-3fd5-4e8a-a924-fe15767aecba","height":19.02,"width":35.89},{"id":"8bc49313-8ef5-4d5b-bd3a-dee24ee36790","height":19.02,"width":16.34},{"id":"57ad122b-c747-4538-9092-0d7b0ca6dfd7","height":19.02,"width":17.41},{"id":"48b9204e-c192-467b-9609-9b1ce1b4ef89","height":20.09,"width":19.29},{"id":"03211e8c-c27f-45c2-ba9a-5ab62e6d44db","height":8.84,"width":8.57},{"id":"6e96ed48-5006-4073-bba1-b828d2d83d71","height":8.84,"width":8.3},{"id":"b40b2f57-66c6-4167-8517-ecf6020ba460","height":8.84,"width":8.84}]},"timestamp":"2026-01-28 05:55:18"} 
[2026-01-28 05:55:18] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-01-28 05:55:18"} 
[2026-01-28 05:55:18] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Flat Cut Acrylic Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":32.39,"sign_width":"120","dimensions":[{"id":"6b967db1-3613-41a6-8d62-33a3dd7dd064","height":20.09,"width":23.84},{"id":"f2f66627-3fd5-4e8a-a924-fe15767aecba","height":19.02,"width":35.89},{"id":"8bc49313-8ef5-4d5b-bd3a-dee24ee36790","height":19.02,"width":16.34},{"id":"57ad122b-c747-4538-9092-0d7b0ca6dfd7","height":19.02,"width":17.41},{"id":"48b9204e-c192-467b-9609-9b1ce1b4ef89","height":20.09,"width":19.29},{"id":"03211e8c-c27f-45c2-ba9a-5ab62e6d44db","height":8.84,"width":8.57},{"id":"6e96ed48-5006-4073-bba1-b828d2d83d71","height":8.84,"width":8.3},{"id":"b40b2f57-66c6-4167-8517-ecf6020ba460","height":8.84,"width":8.84}]}},"timestamp":"2026-01-28 05:55:18"} 
[2026-01-28 05:55:18] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Flat Cut Acrylic Letters"},"timestamp":"2026-01-28 05:55:18"} 
[2026-01-28 05:55:18] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":10},"timestamp":"2026-01-28 05:55:18"} 
[2026-01-28 05:55:18] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":10},"timestamp":"2026-01-28 05:55:18"} 
[2026-01-28 05:55:18] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-01-28 05:55:18"} 
[2026-01-28 05:55:18] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":10},"timestamp":"2026-01-28 05:55:18"} 
[2026-01-28 05:55:19] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Flat Cut Acrylic Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":32.39,"sign_width":"120","shipping_weight":17.5,"shape":"rectangular","dimensions":[{"id":"6b967db1-3613-41a6-8d62-33a3dd7dd064","height":20.09,"width":23.84},{"id":"f2f66627-3fd5-4e8a-a924-fe15767aecba","height":19.02,"width":35.89},{"id":"8bc49313-8ef5-4d5b-bd3a-dee24ee36790","height":19.02,"width":16.34},{"id":"57ad122b-c747-4538-9092-0d7b0ca6dfd7","height":19.02,"width":17.41},{"id":"48b9204e-c192-467b-9609-9b1ce1b4ef89","height":20.09,"width":19.29},{"id":"03211e8c-c27f-45c2-ba9a-5ab62e6d44db","height":8.84,"width":8.57},{"id":"6e96ed48-5006-4073-bba1-b828d2d83d71","height":8.84,"width":8.3},{"id":"b40b2f57-66c6-4167-8517-ecf6020ba460","height":8.84,"width":8.84}]}},"timestamp":"2026-01-28 05:55:19"} 
[2026-01-28 05:55:19] local.INFO: Validation Passed {"data":[],"timestamp":"2026-01-28 05:55:19"} 
[2026-01-28 05:55:19] local.INFO: Input Parameters {"data":{"dimensions_count":8,"shape":"rectangular"},"timestamp":"2026-01-28 05:55:19"} 
[2026-01-28 05:55:19] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face-Lit 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)","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":"2026-01-28 05:55:19"} 
[2026-01-28 05:55:19] local.INFO: Sign Type Lookup {"data":{"sign_type":"Flat Cut Acrylic Letters","found":true,"sign_type_id":10},"timestamp":"2026-01-28 05:55:19"} 
[2026-01-28 05:55:19] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":10,"has_module":true},"timestamp":"2026-01-28 05:55:19"} 
[2026-01-28 05:55:19] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-01-28 05:55:19"} 
[2026-01-28 05:55:19] local.INFO: Flat Cut Acrylic Letters Detected {"data":[],"timestamp":"2026-01-28 05:55:19"} 
[2026-01-28 05:55:19] local.INFO: Resolved Depth Range {"data":{"input_depth":1,"matched_depth":1},"timestamp":"2026-01-28 05:55:19"} 
[2026-01-28 05:55:19] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":5.0},"timestamp":"2026-01-28 05:55:19"} 
[2026-01-28 05:55:19] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-01-28 05:55:19"} 
[2026-01-28 05:55:19] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":618.8000000000001,"dimensions_count":8},"timestamp":"2026-01-28 05:55:19"} 
[2026-01-28 10:51:29] 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\\phpB553.tmp"}},"file_present":true},"timestamp":"2026-01-28 10:51:29"} 
[2026-01-28 10:51:29] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-01-28 10:51:29"} 
[2026-01-28 10:51:29] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-01-28 10:51:29"} 
[2026-01-28 10:51:29] 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":"2026-01-28 10:51:29"} 
[2026-01-28 10:51:29] 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":"2026-01-28 10:51:29"} 
[2026-01-28 10:51:30] 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":"2026-01-28 10:51:30"} 
[2026-01-28 10:51:30] 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":"2026-01-28 10:51:30"} 
[2026-01-28 10:51:31] local.INFO: Server succeeded {"data":{"url":"http://imagetotext.marke-ter.online:8002/process-image?banner_width_ft=9.999996"},"timestamp":"2026-01-28 10:51:31"} 
[2026-01-28 10:51:31] local.INFO: Image-to-Text API Response 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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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owXvGXzli3YOa211534+Cuv3MbtkCkzbtq06Tknvh3rWPr51pNPfKIkgIDcPKLTjSQSoCJlpHZws1ASJJhKbmeA3D0zJJCUUiCBe+//6EMOfyTmrqsoCXNz6zv/3E9+8aNvlrJHDrVKAvmAQx55l3sdjl33vjc99+KLvkVjZJpbRpY6HPcnb9m8ZQt2TmvjSS/8/XFsRvboJI3csHHj8152Ktax9LOtr37JE7y4pIigEYIkMwMgCYAySy1t7F48MwUQIIk1UipJMzIlADRTBsD77P+YQ498FOauqygJc3PrO//cT577sbdE615L3y5LKQcc8ei73utw7Lp3/cWz/+Xbl0oyt+hB2ppnvfitm7dswc5prb3mhKOvvHIbSTMDoNSmzZue97JTsY6ln289+cQn9h5miJSB5oY1BIXMtOJtbGYGgNvBzCKSpDJBCiBgZr0HCTOXksS9H/ToQ498NOauqygJc3Pr+9I/feLzZ74ZkBKSsIZ88BGPvtueR2DXveeNz/3mN78NUkoAEVncn3XC2zZv2YKd09r42pccs7o69t4icjIMkbFx44bnv/xdWMfSz7ee/NInZiRIAqWUcRxJuntkQgmQRoKZSTMpJbk5QUGZWbwI6r17cYWkpG23536POuSIR2LuuoqSMDe3vvP+6RP/7fQ3ufvYRjcHObbxoIcd85t7HYFd966/fPY3v3UpQWXSTMpSh+P+5C2bt2zBzmmtnfSix66urLo7yegdtE2bNjzvZe/EOpZ+tvXklz6RJICIkATA3AlIIimlJJpD4g4AWmteihkzBCgz3Utm0IwgoN77fR/82EOPfDTmrqsoCXNz6/vyP33iMx95S88oXiVFdNAeetRj7rbnYdh17/3r53/jom95cQmZ4V5AHvcnb960eTN2Tm/t9S9/0tLSEkECNBO0adOmZ5/wNqzjyn/72V+84mmz1VUzK1569OJlbCMJo0vp7pFaU9wzE4I5CYsMMwNEs966IDNTiiQgmu35wEcedNjvYe66ipIwN7e+iOi94xeV4u4Fu66NY0r4RZPJBLtiHGcS/ncEhskE65vNZrgGlFLcHXPXVZSEubm5ubldR0mYm5ubm9t1lIS5ubm5uV1HSZibm5ub23WUhLm5ubm5XUdJmJubm5vbdZSEubm5ubldR0mYm5ubm9t1lIRftnGc/ejy7ywvfffHP/zetp9t/bef/+vS8pV9trK6OkaMBEudTAYfJps3b94w3XCDm93ippuHm2659W1ueKNbeamYm5ub+3VASfhlGMfZD77zz5dc9KXLL7v4O5ddNo5jZpZS3D0iJJkZja014xpLCZKZjeM4DENKlCbT6a1ufdu73O0eN7n1b93sVnu4O+bm5uZ+kSQAJPH/N0rC1RDRv3vpV/75vM984+tf+belJUhKJdLNuR1SUKaZKVOAu/feSWakuZGUFBG1lFQazdwjeqZucpMb3+O39r793Q642a1uh1+ec8+5+JtfeQuNSpGEVLyEohRT5mQYMlMglITci6LTzIspZaQkN5p5HUqmMrqbl1ojGgDzkhE0GOk0G0ofRwPMPVNSDtMJiLY6GxYWxtlIaZhOkbHGayENQvbG4sV9edu2YbpAMqJPb3q/e9z7gbhK26784fv/7iRJBCPTjIRJIgEQEHa409322etBD8O12Lcv/MBnPv5ZuitFMqIDcC9ujJS7ZyaA3zn8P930lrfBfyA/2/rTD7/3lRFRvLRoBmINGRFeHCmSmRkRIIs7dnjQIU++9W53wq/Qdy675Asf/9uxjYPXUhzKFjGpw8psZaFOxj7WOkCQIjPNrNbSe6cZIaN1SZHDUCErZYAB4DibESamcgJWKcfZzMxK1cKCCIV+MoXDamIB6tHbwsJkpU02bZxMNm/aML3lppvcaGHzbTZtuZmZ4VeFkvB/ZXn5ygvOP/v8z532kx9tjYhUVi89Ukozi4jJZJoKJUis6a0Pw5BIpFIqXkKZGUMdWmtmFhE0QjCz1lopBSCJO9zxjnfb+/C7/ObeZoar7YzTLvjKfzuhj30yGcaxmRNCHYoyrbibQdtBMvNSSLc2jgvTobc+GSrNAPbeFhamvffqxc3HNk6GEhkLC4ugIjoBgrWWsbWhuLm33t3cqWEYWmsES61jG2spJDPTzHrvk8kkInpr04XpyvKKmQ+TIVOLtz7g/vsfhqu0dMVlJ5/wLClJIxkZRstMo9EJQRKA+z7ooAOPOBbXYheed8r733127520VACYDJNYk0Gy1gqhtfa441612+574D+Qz5z1d5/+6AcjAoSbm9k4jmZGmru11iD06NPptPcOqUW42R3veq/HHvtS/ApdfOHXPvi2E0stUpoRQkpGQpCilJoZw6SmRGA2W920ceNstmq0WoqAYg4IZO/NzCbTSewwqUNm1lpnq7NS3YyttVrrxo0bInN1ZWUYSkbSCIDCZDrZtrxtcTrtvXstFFvvGzde71Z73GnTb9z1pre4R60TXMMoCbtodXXbeZ/7yOfP/uDqbDUzIgMgIIISzNh7L7VCMrPMJKk1meYeEaWU3rrXEj0kFTcBknrvIGqpRrbeAbh7ZpoZyFvvtscBhz78Nrvthavnwx/871/97IlKuXlEN5N7iQwzK8XdqBSJyAAwDNXdoaAwmQwZKYAkoOnCtLc+nUygbL27s/dea11cWBj7SFIRAErx4t57F2DkhsWFleWVYRgEEezRewRpUg5DzUgAqVyYLKQyIkgajcbr3f6gvfY9EFdp6YrLTnrRcSTMjLAenSQA7iBBEKX77HfgwUc9DddiF55/yvvfeXZm0igpMyfDpPUG0kgAs9kMwBOf85rddt8D/1GsbFt64yuO3ba82tpIWiklIt2ZKTMjLSPMrbWxlFLrMJvNJE0m07HNjn32q2526z3wq3LxhV/7x7e9ZBhqb20YBiNns9VSamYIknIymQAo7pHhxuwxDIO5ZwSAzJxOJ7NxNKKUUmsleeW2bdffcj0pxzZmaBhKG8dUDsOQqY0bN7RxJAFD9gRAMjPKGncjIyKVEUFyMp1OSimT4dZ33vNmt99vw8ab4RpDSdhpkr7x9U+d/aF3/+u//kSSmYNak6HWWimFRCllnM1o5u7agWSm3CwiBNVaI6KU0lrrPUpxkgBIRnRzJ0iitV5rlZK0NQBSutde++77O8dc//o3xP+tM0674L9/9sSIDpGUFwcgCZI7i9eIPgxVBJS1FDoUcsKLZ2gYqpn13krxaN1rKW4A6lAj2lAn0ccMeXUCEty8Fo+IWmtrjaRxDSSsoZmUIjKyuAEQRPD/4W69RY9+wzscer8HHYKrtHTFZa9+8TP5v/TeCa4RRELCGpJ77XfgQUc+FddiF335je/5uzONTAiCmZEUBGEcWymuFI3HPPOk3XbfA/9RnPPJ93/8Q+8oxcfZ6KVKaebu1qND6BHuBsHMAEjKSK8FmSnd/bcecNTRz8OvysUXfu0f/vbFbizFzbz3bmalevQYJnVsbToMPcKdRpMSqclk0qNBBmCYDKQI9tbMzc0ys/c2DIOXktFJbtiwYWV1GcDiwuJsdRWAkBTNTcri3iOMbtuxuq+srGzcuCmVK8vLwzBEZnGTMAyT297jPre842ELixtxDaAk7Jwrrvjpp0/7yy+f/9Xo3dbQaACYO5RScgcAmWk0c4tMo0kJMJWQiju4XWb2iKHWsY211IjMDKOl0t1rrT0iepgZiYykURKkG974Rgc/4qm3v+N98X/ljA997cIv/GlEAOi911r5PykBkARRinGNMEyqJEqT6SQiSJBwWkRYKYoAVLyY04wkCGTGZDJZXl4Zah2GQREt+3QyrcV77xLcvEd3894b3d0YEVxjhFRrhbAyW03BzYwspUTElts9dJ8HHYartHTFZSe96DgzI42EMgVIAgkJQGaWUu7zwAMPOvJYXItd+KVT3nPqmRDMDCCJ3ruZ1VJ7RCqKFXM+5mmv2G33PfAfQmuzN/zZH2z96c+MRuOaiIBAI4lMZaa5FS+991qHiE5SyjVevJbh6X908pYb3BK/EhdfdMFpbzvBzNxdEiB3p4FrAALFC0zu3sdmZgsL09YbiQxNJkOPni0n02E2m00n0zGawaSQNBmG3nup1Qw0kBatl2JtbIsbFnuP2WzV3Y2sw1C9ZMbyykqppZYynUwzg+Q4joSBNGP2MLeFTZv2uM/v3ny3PfHLRknYCZde8qUPnvoXP/3pVncH0Ht3t0yRNNKLS4pIbQd3WyPJzDIThFKRWdx7716KkblG6e4EpZRgZtqBRoDKJCkpU1ICqLVCSIV53f+gh93/gEeTxC4647QL/vs5L6nuAiK6FzcaMsyKGYU0g9GorLUaCbKU0nsbppNsPZW1rHE3a73XYRjb6lAqlLW60Xv0Wmvv3ciFybRHy0xBbk5ybN3WiF689z5M6mw2I2lmvfdSS0aasZTaeiPo7gLa2K+/x4H33/8wXKWlKy476UXHkcxMkqWW3jrAUhxQStAa3vdBBx105LG4Frvo/De+/90fb625F0mRAcDNSbr72FpvbZgMR/+nV+62+x74D+H8cz/1oXe/hmTx0nuPTDNGBI0Qaq0SSEjqvZtZKSUipcxUqV7M773XQ37n947Fr8TFF11w5jtfbmYkQuFmJDNzOqmry6sbNm5os3EyHQBmZi1lbKOZTRcmrXVlKlWHkhnV6zDUHjGO4+LCQkoR0fpsYTolkBm1lBSGoc5ms2EYMkJASg5OhsGLtdYA9N5JmhnJzBzqsDKOBJEiUIcKAcbb3vX+e+z5MHPHLw8l4f/ky1/4xzP//l29tx5BkMY2NnNz94gAUEtNhRIwEoAwTCerqytIeHFIdO+tlVLHcebFKaaSpJllJmlmzAjQavXWgkRESIrIUkpG1KECyEyjRWapft9993/wYU93d+yKM0772gWfe2kpJolAb92LExRUitMw1KroENzM3Mw4mU5nq7PiDMHIhekkok2nCy1GoyOTRCprKVJGqLoX99lsVkul0UshEBHurh3MLDMBEGy9LSwu9ja23o2WCqPbGqek1dXZdDLtvd/wTofcb79DcJWWrrjs1S9+pnYgaMUyRKKU0nt398yMiL0POOTgI5+Ka7ELzzvlfad+1Mwig7SMTtoaSdPpJFPLy8skn/Dsk3fbfQ/8+svMv37VMy7//vcACcgeZahIRYYXL16l1A4gAEoq5jRGBgQvRcpS6jNfeMqGjTfENe/iCy84/e0nePFaS2ZOp0P0UIQZASNFmhcD4ObDUNvYem9lzVBXlldqqcNQ1ozj6nQyMa9jW62lhGSgMs3YezdjKSUzzay1XkoxaCi1RR9n42Q6jd5JThcWMsLdx3E0o6RhmPQegCKyFK91uPLKpclk2nvc5s73vNPejyu14peEknCVPveJt5/xgfeWUkBmqlRvY3P33KGWEplu3qMXL4k0Wm+NNHNPJaBS6jjOaqmCCJIYx2bmgCJjqBViKT62TiMkpSKzFAeYyuLeWgPAf2e9NzM342/d7wGHPPw5ZoaddsZpF1x47ssjenGHBMCMZkaDkRRKsZQywosPtdIIISNITqaDka13MgGasZibsdbSWvdSqltEKnMYah97qaVHlFLGNk6GISJ674QBMjN3FxJAZppZpjKylDK20c0FuXlmuntIN9jjwPvvfxiu0tIVl558wnMgpZKkUl48IkgIMBiNgu7zgIcefNTTcC32z196w/vecVapZXV1VtxBk5I7RA9zo5HC0ce9arfd98Cvv4vO/6f3vP3PSCMYGSRL8Yxs0Y2WSiMJ0gyApN578SrI3Vpvk2HSe5A68JCH3/e3j8Y17xsXXfDR9/4pgGKekV4IgEBEmBmoyTAB4WY9wmmZKQjCwsI0MoZax3GkEcje2jCZSmlrwFROhuruvUdEH4aBpJFja+6OVK1FkSlFj4XFhXFskX1hcXF5eWU6mUTGmlrruDrrEQvTSSZaG+tQJ8NkbDMJt7nTve6675PMDL8MlIT1nfvJt5x52ocJSUipuEckicwEYGbaAYCZSZBSUmaWUiTVUjLVo5uZu4/jWGuVMjLdC8GIbmYRUWuNHjRmhpkD6D1ImhFrJJqRTImkuykR0dzKgw489AG/80TstDNPv+CbX3pFRu8RJMzo5nQiYzIMGRHKodTIPp1OM7IUh5AZ7ubFzThbnS0uTjOj1AHKzCBYiksgiTWpWktGkgRQa1mdrU6GiSAleu+SSLobnbPZzGi+xkpk9nFc3LDYWg8lQsNkaL1F6oZ3OHjfAw7DVVq64rKTT3g2kBIASTBaj5BwI7UAACAASURBVO5uZh4R3GGv/Q466MhjcS120Vf+6j1vPcOLz2YjIBDFC8A1EZ1kZrrbMc989W6774Fff29/wx9/86KvAzKzzKxDzUhJBL14RLh7a62WKkKZpVRJPboyax16a4k0sy1brve0P37jdLqIa9g3LrrgjHe9ZHG6ACAie/TpZJIR5hzbuHnzltnqavFCoNTSxhGQmwHMzMVNC9H62BsSCwsTZaZEs4WFhXF1hUREuDth7haRdajjOJZSoncjSylmlpEEUiJpbu62vLwynU5SojAMw2x17NndPCIyc6iDF299dPfW+x3v/pA73u938ctASVjHFz/3jjPe/w+KpDHXKM0sM90dwhqlQJhZ7x0ERRoA9h6LiwutNUkkINCYgjJJAjBzQNulhB0oAMW9tVZKBZCZXAOmUpKZZWattbVWawEIIDNhOOwRT7vXXr+DnXPmaRdceO5LhzpkhqBaCyQCZqylCOrRJ8NgNECQJpNJRGRGrQOo1sZhqE4DkjRlkhiGydjaMFQQq8urC9MJ1kg0S6W7Z2w3nU5n4+hWeu8GeCk0tNZICjI6RRrdixSz2VhLKbUuLV2RtJve+bB9DzgMV+nKpcte9cLjSJCUKCV2qKX26CQj08322u+gg448FtdiF3/lr97/rrMjovdOcjKZjOMIEpDRxnE0Y6ae+OzX7Ha7PfBr7vvfOf9vX/+nrY3FiyQ3b20kjWRkuDvAzCA5DHV1NnPzNfh3IjmOzYtnpoGPesLj7nD3h+Ea9o2LLvj0B/68uNMsoo29LS5syOhOp1GZ5qbMhYWFNjYaIgLkZDJpbRxqXV1dMbOyxl1KQQC4BhAEcKhVQmttMhm8eGttZXmllrq4MM0Mkm1sdKtlSGXrbTqdri4vT6fT2WxWa3X3lZXVYRgys/U+1Bq9mzkNpZQ2tqTu+9vPuPFt74KrjZLw/+Xir33i3X/zOgGQSimttVrrOI51qEqZGYDee6bczc0hhLL3Zv9LZpLUDpnp7iR776TVWjITQCml90ZajyAQmW4maTqd9t6jh7kBiIhhGHrvELyWjCBpZI8+DIMXf8Jx/+Umv7E7dsJZp3/96587wd28OEk34xrICPcCqBQnMdShtQ6kOSEBcnea9dYWFiYQjVSmFQeUkRk5XVxYXVmudSjugEhmJsmUlGnGkJw2GSbLq8ul1Na6MqcLC6vLy7VWCWsigqSUoJHMDAle6/V2f8i+BxyOq7R0xWUnvfiZbgYgejcvUkKimaDMNJqkvfc/5KAjj8W12D9/6Q3vfcdZJJXppZDWe5MAqNbaxrEOVYmjj3vlbrvvgV9z7/mbE7918QURIWUbW51MMgIEyTa2hYWFjIzsAAHUWiMiM0AOpUZEz168mJuEiH7Tm/7Gk5/3l6UUXJO+cdEF/+0fXinlZDodx9lkGCKilqLU4uLCtuVtpJnB3Ns4luIkemQpDrDWsrq6MhkmhMyslNJbgwCzWr33PgyT1ZVl9zqbrW7etHl5ZZtZGYY6Wx0XFyatt2Ey9LEPw7A6rk4n0yu3batDjdY3bNiwbXlbpiaTiSJL8VLKyuoqADPvGdG6mU0XpuM4btpyg/sd+cJaJ7h6KAn/Lz/+0bfe+roXrCwv9x4Aaikp2Q6tdRqUAhSRtVZJANxNQkSYmTJTqnW4wQ1vcNs9bn+TG9/CF29xoxtVtuube0bY9Gc/+cm21Z//6PLvX/bdyy75+c/+LaIPdRAEQFJmGihIghfvvZsZIDMn0Vpz91KKJAIEb3272z76KX/uXvB/cubpF3zzSy+HVGsZSum9AyBZS6HR3ZQJUEovTimlYVqQKMUjekbWWjLT3WodJJGYTobV5ZmZ9egAImMyDO4uqfdevGQkCCslegfUe5RSeg+kJtNJzwDQxtHMIqKUIlqPHhFmTjKlm9zh4P0eciSu0tIVl77mJc+JyMwgaWYgFAJBWiomw9Bav89+Dz3kqKfjWuzC8055z9vPzAz3ooSQEVFr7b2XUqXMCLo94Vkn77b7Hvh19uMfXvymk14wzsZaSmaSiEyCXgxg711SHWpr43Sy0Npo5gDGcTYMg6DqtUcf6tB7MzNJAB71pGNvd+eH4pr0zYsu+NxpJ2fGMFQJUkbvwzCM4+hO96JMc+sRbjZMavQo7uYmaTbOAFT34j62NgyDMty8DpMW3cwITSdDH2N1tlq9hgKgu6+urgCaTqcQvHhmuvtsNiteYGxjq6UktGaYTKL3No611tZaREymC7PZWNyixzAM5tZ73G2fQ297t4Nw9VASftFstvrOv/qj7156aURKILHGjAIhAeAOs9lsYWGaqdaam4OgURKSt9/jdne42z63v9t9b3CjW5LEVcrMH//gW9/82ue+/rVzf3T55b03dwdAwcx69FIryd461hgpgYgId+caYailt37wox5/r/seif+Tsz789W988WXFzAhJ7m7GUoqUBEux3hsE8+1am5nbUAeSPfqkVigF1Fp768NQBRT3ldXlWobW+sbFxcggYWZja8W89V68SBjH2WQyaa2VWjLC3I2czWY0n9RhHMdgSDRjpnrEMEy3bdtmZqW4gJvd+dAHPvgIXKWlKy476UXHmVn0bsUz0owSMoJmpZSUovd9HnzoQUc+FddiF553ynvefqYEM0IKychSSkSYm5tLAvDYp79it933wK+z09/xyvPO/5zWRJZSzGzWRwi1VkmllNZbtCBQhhq9gyzFW29IwGC0NT16oU0m0zaOkm5/h90eceyrzQzXmG9edMHnPnQSSSmHYVhe3jYMQ0Q3czNz99lstVRXqpRCo5v3CEhDLZnd6CIgDcPQWjPS3CDUWlvrk+mwbds2gqXW1ZWV6XS6uLDQeo/WvRrB4mV1tiqpljqbzWqtpIFcWVkxM3crXnpvkTmdTMc2upmgWuo4jr1FqSUzJ5PJ4saN+/zuS0oZcDVQEn7Rp858xyc/8j4BmVlKyUylvHhGCnJ3gqEkYDQpe+/m25nb/fa7713vdcRv3PJO2HWZedklXz7vE6df+M2vrq6sllJJkDRjptaUWnprJCUVL4BIRu+1VJILGxaf/PzXbdh4fVyls06/4F/OexlBQMULSTMr1RVZS3Xn2EaS937Afhuuf3uNHRIEDhXZOamaNZjDkl7UO0KsQ67OWAuy23SqbJBByTrV8rIKWQetzFCdCZhhDYneOZkKQTBXG6Jz4goBWsNSMEZmEiSBatPr3e4mN7sVrtLSFZe98k+eXmrNSKyRaAYgMwGQFJSR+zz40IOPehquxS7+8l+9620fkZSZpXhEllIjQttF2aH3OOaZJ+22+x74tfXTf738r175rDabja15Ke4OiaR2mE4ns9mI7TQMQ+89IswMAiD3khlei1Lb9ahDRcrcM+Mxx77gNnvcG9eYb1x0wec/dFIthUYpZ7PZZDKJ3r1UId05mUz62G58i5tvudmdoW7OUorSzUjTGlohzByQNuQCN654WXED6D/+yaYrtm1bXYW7Dx23uvVNr2hMZTXVCa11TgqIWP7Rv/7oez/9/nfUm5TLs1VAwzCJ1oY6rMxm7mbmmbEwXVhZXZlOJuNspNFoIDOi9bb34U+++a33xtVASfjf/PiH337TSc/PCIC9d3eTEjRCpBGMDHdvvQ116NGzxzCZtNbucOe7/fYRT7jZze+Aq+17l37146edeuklFwNYWFjctm3bMNSIKKWMbSxeihmE2WxWh1qKZwZ3eOhhB99z3yfhKp11+gXfPv/lQ5148bHNaAZpcXGxzVpxgnB3SQf//mO33Gh//FpZuuKyk1/8LEEABEDppUQPM4sMiqkopd7ngQ89+Kin4VrsovNPec/bzzIzAKurq25eitOYKaXohNbg8c969W6774FfW5896y8/fsZHzSwzSWZqzbDD0tKSu5daojUrvqaNLTNJLgzTVCAhaDabufswDDQAiggvJXq/+z3ucujRf4ZrzDcvvuCcf3xVKSbIzdekpEwzH8fZ4uKCF6Nw7/32vOWdn4RrUmb85PILv//1T3/3219bXFyYzcZSfGyNtIiQspQKqUWHkP+DOvgA17Oq8sb9W2vtvZ/3PUkIPXRIMBQBiXSl1wAOxUERxEYvYijqfM6MglhpoYnBcRxUpFpGB4EAUpyxjSVGJCEJRE1UmlLPSc77PnvvtdZ3khmva75r/viHgHjOfaulJtWqNIKZiDbd6nXT9joVLwO5O/6Hb1z3yQW//Hmt1d2JiInUjIhMjZiY2NxUVURCCLVWZu50Onv9zdt22e1wEcErRLUueOAbt3/tm6VkMwNhhJvDwcJkUK1hhASHEzsROXyNNSa8831XdwfG44Xdddu8x+ZfAqDT7bRtNlMmEhF3G+h2SpubgcbMDjz6mIlr74sxZWhw6czzZqhZYAEB7mouwkSoVd1dWBy+2z6HHvLm0zCKLZgz66vX351z7na7quruxOTmcLAw4CHE5cuHT3r/FZOnTMXY9Pzzz3z+4jPbtu+AqYUQVBWgEKTWAoCI3F1NJ02aNGGN9bUagNp//onHfk8ONXN3EWmappQiIsRuZsxsZhLCsad+cqNNp+Iv4+GF835y+8xut9v2+0QYP2HccK8vwqpWa3W3IFJL3fdv9t5wqxPxl+fuv5533y9/8PVacgzR4QBiDLVq0yRVy7kww9TV1MxFglbtdDupGTf9XRcyM1YVuTv+5IlH51575adVKxG1OTMRM2utIUYzlyBalYjcLMZYtZr5GqtPPOwd/2fzqdvgL+DR38371vVXPPPU06ra6XRyzswcQ3B11RJjZGFVBZyZ3T0EOeyY90zd9hC8sLtvn//4/EtKrcQ00O1o1RiDu+ecu92Om6ppDOnAY46ZuPa+GFOGBpdc/tFzHCCHuxOTqopIKSWmaNVCDFXrrnsfesiRp2IUWzj3mluuu6vUwiSdTmNmtdYQgqp2Ok3bZgJA/I73Xjh5ylSMTXN/cO0d37pDVc0txaRVzZWYCEwEYqqlunlq0nEnnbXpFntipWf++OsvXvHh3Pbd4W4pJQmitao5EQhgITMnoh133XG/Iz+Ev4yHF8776e0zU9PA1dyZKOecmkSgmIKNUCulfcOBb9x0m1Pxalm64M7537+91MwsHGR4uNftdmqtatZpml6vL1FUreSSmqTVzL3bDOz91n9cfc1JWFXk7viTb37p47+Y+1MWMTMC3F1EVJWIHA5AWNxdVUXEzCZNWu1tp3xsrbWn4C/mqT8+euv1Fz7xxONWjQEQiJjImNndmckdI4hImNxs6tZbHv6uT+KF3TP7ocfmXQxirZWZUgwsUmtlZtM6btxAP+cYwgFHHz1x7f0wpgwNLr3svLMccDcJodbCLESopYYYggSt1Qk77zn90DefjlFswc9m3XTdncyktYIpSDBzZgJAIDVlJpFw3BkXTp4yFWNQrzf8z5ec/uxzz8O9lBJDBEHVUoqllBCCiDCzma2/wQbvOetKIsKf3P7Vi3/x4x90up1er9ekptYyMDCu1+sxs5mFEABnInd/11lXrDNpQ/wFPLJo/pw7ryil7XY6McY251p1YKBTctvtds0MBAZtv8e0jbc+Ga+iH3575mNLFqhZTJGZq2qtVTiAQEQppV5v2MyJKISoWhnyxsNO2nCznbGqyN2x0pOP//pzF51rbu7OLOYKB60AcxDAxGrKzGYmIk3TvOvMj2+w0Rb4C3vmmSdv/qfznvrjk93YVCvuDkIIwWp1AhN1Ok0tNYioVpC8++zL11pnA7yAe2YvePKhS8DkaurWbTo5t00TJUhuswizBHc/6JhjVltrX4wpQ4NLL/3I+4jI3ZnZVzBmMVUWdoeaCstu+73p4MNPwSi2cM41N153h0iwqgDMrWma3GZidndmMjUWefeMSyZPmYoxaO5PvvWtG64F4G5EBCClZGbubmYhBGISlpzzUce9b5sd98f/8OiSB7589fkhRHdzdyKqWlOMMQRzc7XUpJKLqu66+8F7HX4K/gIWP/zQL+6+otZKDCZRt4HuQCmZ4CnGXIqImNpO++608dYn41X020f+42ffubGUEptIhJxLjMlUcylNk7Sau6em0+/1cqndpqNadzv07ZO33B+ritwdK/3H7f9y/z3fBlBrFRE43L1qHRgYyKUwkVZlYSKKMZZajj3p/Vu8dk+8Kp76w6+/cvVHcr8lQtUaYgwitVZmEiaAQhBTNTNmOugtx229/RF4Ad+5Y/4fF13W6XTMrN/rxZQCMwsATyn1ev0YorkdcPQxE9baB2PK0ODSSz/yvhAC4OZOTtVqlEDMOecQxNSIeZe9DznkyFMxii2ce83Xrv+OqnY6nVKKqgJkpiEEd3OHmbnbCedcMXnKVIw1tZYvXHrKM88sM9MRItLv95tOA8DUokhMTc6tsKy+xhonfeAzITb4H9z9m1/8x98s/pUE6fd7KaVaStOkWmsIgUDMUFVzhCDvPueq1Saug1fa4kXzf3nvVZ1OU0rJpXQ73bZtmalpml6vH0SEOcW0zRu23XCrE/EqGh569s6vfKjWKjG6e9u2QUK3O7B8+XDb78eUBroDvX7fHabGwrWW3fY9asudD8eqIncHoFqv+fQpzz33vKmBQMwlt51Ox8xLrSJMxFqrmQURB3bfb78DDpuBV9GDc79719dmsbCpEjHM3E1EiLjW0uk2qlWCDHS7O+111Ot2fRNewL2zFzy5cCYLwgqiVUOQnHOKK5SSmaVp0hvedPiEtfbBmDI0uGTmR2YQcwhBVQGYGgv7CgYQM7v5LvscfMiRp2EUW/DzWbdcdxeBRATwmFLOWVjUlIhKrUJMRO8486LJU6ZirHlgzne/cd1MYY4h5pw73U7VCoMEyTmP73bbNoOcifc75N277Hc4/pdFD37v2zdfTe5aS0qRmVXN3c2t02nM1N1TSqp1pz2O2G3/Y/FKW/zw/Hn3X51iqrU4fPzA+Oeef27ChAkAhoaGOqmJMZL7drtvv94Wx+NV5O7/9vkza629XptSIhAx5ZwdHiS1ue12usO9XghSq6aUYowbbXXAG/Z/M1YVuTuA3yz65ZdmfThKaHNr7p1ux82ZWUR6vV4IEXAJknMW5omrTzj5/VcPjJuIV9e3v3rRol/MiTGaqsOFKKXYtjlEYeYNN91k25333XDyGzudcXhh98x+aHDpZ8yUiJuUcs7MpKYwZxGrVURAvN9bjl5t7X0xpgwNLr3ignPc3dwJICatJsKqKiKqGmOE2Q57HXTokadjFFswZ9ZNX54tImYGQJiragwRQCnZzNVqd2Dgne+9ePKUqRhT3P3mz31w6W9/m9vc6XTatlXVbrdrZqXkECLUWUgYxHLGhz8/MDAR/0ut5Wv/9P5Hf/dojFGEU0rLli2PMbAQAGYGICOYOt3OUSdf3OmuhlfUI4vmP/Cdy2JMOWdhDiJFVVhYWM1SiEWLEO20z87rb3ECXkXufusXzhlevszMSq1NjMRUqw4MDPTb1h2lqtYqQfq9fozJgd0POGrrnY/AqiJ3B3D/bZ+7767bQhB3SBA4CFA1EP5LqSVKcICFDzrilN32OgSvuqef+v2Nn/37fq/XpFCrEoGFxg2M33zbXbfZcZ91198SL8J9dy184qGLVpswYfnyZe5omqbTafr9noiUnJumqbXGlPY84m9XW3tfjClDg0svO/8sIlJVEXZzYvYR5uaWYqyqIrzTntMPOfI0jGIL537upi/d4XCYkzCBqlYAKSU3N7MYA4HffsanJ0+ZijFl8aI5X7v2whiiueW2NXciCiGww81YxEwlCBH22H/f3fY/HS/gZ9+/7XuzvwK4Wh0Y6GqtEoLWGkJgIiZXczcbP378tru/9fW7TccravHDD82790pzN7Vx48ctW7as2x0goNbiQKfp9Pu9pknb7zFtgy1OxKuo31v2b58/py0lhAB3OHq9Xup0yKlq7XQ7w70eEVQthGCKWvP0t5y06Vb7YVWRuwP40pXn/HbpEjULIu6uqkTEzO5m5sxsZsxcSllvvXVP/sA1TaeDv4b7vv3Pc394V0rR3dffaMNtd9pvs6326Q6Mw4t2310Ln118WUxBq5qZCBMJgSSIajWz8QPjctvu+bdvmbDWPhhThgaXXvqR9/FKVatIMFMmxgh3YqrVmGnXvQ85+MhTMYotmDPr6zfe425qJiwhBHPPbZ8lxBBqKSRsau+ecenkKVMxpnztix9d+Mu5QYKIuHsuJcVYa22axsxUDWQpBoCOP2fmmutshBfQ7w9df8X7li1fziBh7gx0e/2+iMQgruruRASAicdPnPjmky9JqYNXzuKH5z/yg8/XWlXV3Qe6A1Gk3+8LC+AgAlEt+fV777jBlifiVfTY7+bec/NVEgVEBOoN9xwuElS1SSnnzCJa1R0jmNmBg/72rE223AGritx92dBzM897tzvMLMbYti0LM1EI0cxUlYhAFIPUqgcf8be77vMu/JX84Yml37r2o1O33WmrHQ5cf6Mt8NLdd+fCZUuvJBEhdjgIwpJLblJj5lqyg1h4ryOPmrDWPhhThgaXXHHBue4AzMyJACcAqUm1Vh8BRJHX737AIUeehlFswc9m3fyVO4mpSc1wr0cEAjFz1RpDBDzn4vCTzr1y8pSpGDueePShG2Z9QlVryTEmdziUAHUTYhZW1Vprt9vdbtoOB77l7/Bn/ex7N/78B3dZLQxyQlVNIRABDg7CIDjM1Mz2eNMJW03bH6+cxQ/PX/KTa3MuQlRy5hjbto0xioi751xiEAem7TFto61Owqto7v1XPThnrqkVLcwSQqylmpmwuFs1kxBKLqXWbrerqgAde+alE1efhFVF7r701z++/ppLaq3mxsQxRlU1UyIKEtqcRQRwU09Nc9I5F6+7/mb46+n3e51OF6vqu3cvfP43V6pqCKFpmlwK3GutwuyAm8cgbr7XUW9dbe19MaYMDS654oJz3R1wZqlVmQkEAtdaRAIzEbDjngcdfMSpGMUW/HzWTV+eLSwpJSKqtQLIORMRgBijMJda33nmxZOnTMXYcesNMxc+8J8OIjiLgDy3rQRpmkZNCVRrcSdmevsZH9tw463xZy0bfPKrsz5kXktbJEin08ltC0YIgYmJiUGq2nSacautfcg7PioS8ApZ/PD8X95zZRB2kLuTI8WoK5jDggR3VNdd9911g61OwKvlqScW3HXL5aXN5p5zrqoDAwMAhgaXxZSYGEzmXkshUNN0zHzCahOPPfMKZsaqInef872vz/7WTWoaQiil8AgiMLs5AVWrmYkwEa+3/oYnf+AzRIQx6747F/Qeu6bt95koxCgSzNTMASeiWquZE/leB/9tXHM3/Inj1SAs4ydMwKoaGlx62flnEaFWJSYRcXMRKbUEETWPMbjqTnsdfPARp2IUWzBn1tdvvIeI2pxTjMRkakwEJtMVQghEdNwZF02eMhVjxDNPLfncxedGEQJJEAA5lxRjLi1AIQRzIwLcN9ls26NP+ShehJ/efc2vFjywbPlywEUkNYlA7gYHMYKEfr8/0O2aY6/Djltvsz3wCln88Pz5918dQ8ilAt7mPNDt5pyZmUDdbqeUwkzT9thhgy1PwKvi+aefuPPmT/eWDxJzv23bkmspne4AE+ecm9SoKghVlUlM1VbAa6ftfPDRH8TLQO5+640X//RH/yEivFIpxc0khCChzS0AIgJARLvvPf3AN5+Bsey7dy96ZvHMlFLJ2QERYSIQAU5EDiq1dJuuqXbHjRtevtzhQqGauqNYhaPf74cQCBRCUHU1a3NOQcwBEIBSqwNkYBYnF5YyImcJ0YncTaupOuCqyhzU1NwlhA023OCtJ1+MVTU0uGTmeWe5GTGBGGbM4nAiuIOZzI2Jdtrz4EOOPA2j2II5s2657i6QqxpWEhFmdnMRMTdTdeA9M2ZO3nwqxoh7b/vcz753j5kCcPcYQyk1pUgrwMyYBe6l1redfM5mr9kTL8IfnvjNHdd9jIjMNITgbikld2Omtt92Oh1V15olxjXXfc1Bx/wdEeGVsPjh+fPu/0wQYWI17/WHJ4yf4O7ElPvt6musMTQ0RKBpe07bcMsT8Ze35JF5P777C0PPP51zTimpuRNGuEPVTJ0II3SEWQwp1xqEa9XDjp2x5ev2xMtA7n7zP//9oocWmJk7mImFS1skCBGZGa3k7sx8+NHvnbbbARjL7r974eBvrmSAmVUNBIAcDoKImGqt2jRNVS1tG1NjalU1hAB41lqzErGZNSm2bXaMIAfM1AwjiElrNfMQYq1V1QyEEW4gVjWAzExNVY2YiNjMzTRI2GDjjd5+xuVYVUPPL7nsgrPhgLsTwY2JHc7C5FS1EhET77L3IdOPOAWj2II5s2788h1RQohRV2LiXLJIqFq6TdfhOecTzrl88pSpGAsGn3/yXy45x92qVgAOBBHAg0itxcyJkFKqtay9zqTj3nelSMCL88PbLpn/i1+kJsK9aZpSS2CRwGbOHPr9HjFSjMyy31tOWWu9HfBKWLxo/kPfmyXE7qZVS63dbtfN1RRE/V6v2+2q+q7777LBFsfjLya3w4/9/he//uV/LHzwQa01NU3J2d1jTP02i4iZEUHV1FSrxpRKLcLiROTUDMRTPvj5pjMOLwO5+2c/dfIfnnxSJJSaY4huBgJAcDg8hKBqMUqb8xl/d9mkDV6Dsey+OxcMLrnS1WKMgMcQe/2+xFBrBeDuTGxmEkKtFYCDSs4sIcZQqtZamKSWmjqdZcuWM5EEMVNVDzFqqQaAyM1UVSSUUoilqhKRGUopTEQsVau7A+6OEGLOmUCbTp5yzOmXYFUNDS69/IKz4e4GYriDmd2MRcyUiNw9ieyw58EHHX4yRrGFc6+5+cuziSWwlFrcjUmYuW3bmCJGEMzsPTNmTp4yFWPB9+/8lx99dzYzm5s7iIkcDoshmFrTNKVkYo5R9jvsuK2mHYoX7XeLH7z/m5dJICZ2o+JRVAAAIABJREFUgAhM1DSp329zLjGmGMTJCLTx5lvvevDZeCU8smj+/PuuqqrdgW5veNhB3U631+s1naaWipXMfL1NNpq06drIRg0RMwHmzjReexVpmJi951zXwLiYH3ycNyAExqDRxuyPOtZzXwaZKPa02eNG65M+6zyBcovegOVeWf78808+/tjwcM/MQwilFBaGw0G1qLmOSDE5YGbqDnczE2GtJhIkyBv2mL7b9Pfg5SEzu/BDb6srxRS1qIiYGzPnnLvdbm6zuYYQiPjcC744MG41jGX33bXw2cUzzaxpGh9hzkxqVquKCDOpObPUUkIMuc0sUqsSCQAiqGpVCxJKraWWFFOpWULsLe8NdLvD/R5LMMcIMxMJuS1mrlrNXZjN3dwIDEKtau6dTkdLdfdc6pTNX3PcmTOxqoYGl848b4a7szCBzI1BIAKciFQ1hMBOO+09/aDDT8EotmDOrG/cdK+7qRqLMFEpRUSYuWolEDPD8Y4zL5o8ZSpGveHlg1+49L01l1xyCMwkZubwKMJM+G9OTBMnTnjraVd0u+Pworn7XTd8+Lmn/6CmwgzmWjIzdzpNKdqk1G/7IhwkmNn+b/3A6uu8Bi/bI4vm//KeK+HOQZhI1ZjFzNzNsYKw9NucUsq5uBsREzExwdzgMFczdzRN0+v1QGRmpdaBbne4N5xSIqKcS85l/Lhxtda2bUNKtSoLYwWqtTapKaXoCk5EtVaA1DRIcLiqsrCZM4uqEpGqEqBmTdMA1OnEd591xYSJa+OFmSqL4M+i3vCyC//+7QCJsANmKixEMHMzI2IimBkzT1x94vs+/C/MgrHsu3cveuaRS6tqSgmAu9VqROzuIDIzAGaWmlRKraWm1JSciUXNAOr3+zEGCSG3xcxijGbatplFbIR7VWMiEJlhhKmFEKrWqs7MRGyutRSRoKYwgNjN4SCiDTfZ+J0zLseqGhpcOvO8s9yNmd0dIGbyFSylZGYhBKt1p70PPuiwUzCKLfz5NTdfd2fVysRMzMIj3AwgNQVIhIn4uDM+PXnKVIx6D/7nTXf+27/GGNy91sJMREIELTp+fNfcYgylVAA77n7orvsdh5foVwv//ad3f0WEzczdiQgOEhIKIqy1mlqMkYUnb7nVdnufiZftkUXzHrj7KoORiNZqZjHGWquprTZx4rJly2opIlFCMK1mTkQAqZmbE3Ov12uaVKs2KYHQ67XMbGapaUpuQ4zLhpY1nU4uBUAIIedMLG2/3+l2cy6dTrff7xEohFRrcfcQQ8mFhEupzBIkVFMhLrWYmYjAUa3CiYAQQs5l3yNOe8Ne0/HCVPWr135s2x122m7Hw/DC6Jmnn7rqEyeZKoEkMEAsXHIR4dwWFmYRuJn5OpM2OPMfPocx7v67Fz27+HLAQMREpRQRMYPEkHNumk6txR1azdyYOOdMzEGiqlZXrcpEpohNzG02NcBC7PRLUVUmLqU6nMAAnKDqIGdi1ermIUatVkoJMdRa3RBE3F3NnGmTzTZ915mXY1UNDS697Pyz4AC5G0iYAYczMxEBYIcIT9vjgIMOOxWj2MI519x03WwRMXMRzjkDCDGISC21aRpVdfd3vPeiyVOmYnRr2/bLV5777NOPiXDgAICYmGlEjFFrqVodiCFOGD/uiBM+vtrESXiJSmnvuekj/eFl5lZKgaNJqWplpoGBccPLh0WERjDMsPdR562x9iS8PIsfnj//36/p9XoxRpHopv22PzAwMPj88k6nyTmLCBHlnNUsiIQQa1UCKUxN3UyrxRS1WAiBGCVXM3M43B1omk5Rbdvs7ubeaTq51H6vF0IgYiICXM1Ygqq6GYgcSDG1bc/UOEiTOiUXNa1VU4xqqmoEMrWY4pbbbXX4cRcwM17YAz+79Vs3XOvuu+x5wPQjTxcJ+P9Cjz32+3+66AwAnU6n1+vFGODkcFUFoKqdTqfNbQxx3fU2OvWDV2GMu++uhUNLPjO8fFl3YKDttwCZGwmbaoiRiEpWM6+1UggMIqZerxdDrLWISFUTln6vH5qUS2YWIm7bzEy1GAcR5lqrGxwAUc6ZmYkIRAwqpTKLmQHETKpqcGJ2c4dvtNHGx59zFVbV0OCSy84/S80DMzGrqRCrqQSJFIicGADtsMdBB/zNyRjFFv581tdvvLeUwsxmyiSpSVWrVmXmEIK751LeM+PSyVOmYnT71fxb7/zXr+W2JVCIUmsBICIEOBBFgnBvuNcd6G6+7e77Hn4aVsnDv7j1wR/eYW4jmBkAC5O5ao0xmfkIcyPQtjvvutWuJ+LleWTRvJ/OnpmaxlQBmHoulZnhnkuNTaqlppR8BRse7nW73X7bJ1BKTdu2cG+aphQtJbsjNLGWqqohRKxAbW6ZGY5SlIhSSmAqpZDDTInYnBzORL1+P6WkqixMIHOHe4yxt7wNUeAwdxauRVMMpVYAa03a4LgzPjF+/Op4YUODT3/xyrOfe3aZjzDfbc9d9j/8AzE1+F/o0d//7trLZqhpCFFVmbltWzOXIEwjWITbNscY1l1/o9M++BmMcffMfujZxZe7A4xSCoGYJecCIKZIQC4KQs7F1ImJmYSl3++HGLUqmFVN1SSImRGxO0ouDlO1ECKIzByE0maAQBCRnAucRoQY29yKCIjgqLWoGRG5OzNvsvGmx597FVbV0OCSS8+bwUTEzMSqFSBmIpAQiTCImLD9Gw848LBTMIotmDvrG9ff4/hvqppSUlX8SZszASecc/nkKVMximmtN3zmnOeee7rk3O02VSsAM2NmAEG4SamWgpWOOuX8tSdtiVWyfNlzd9/44Zqzubm7qnY6HatKBHf8FzMD0O129jv2U+MnTMTL8MiieT+69ZJOp9P2+6lpzNHr90KIpRQAJdeUYtUaQjCzFNOyZctSaohIVzAIxZh6vT5WoBCEmZctWzYwbjzcSy6qBoZWdTeRQGAS0qogFpG2bd0cDFcDUQiBgFyqqQFEBBHhEHPJcBcRdwcBIFNbd4NN3nbSP0ycuC7+rNu++k8//cHtANw9hli17LbnGw888gMhRPy/6Omn/viZT57k5sREoFJqCGJubs7MTUoO5JzNbN31NjzzHz6HMe7+uxc+s/iKXLKpqXmMUVXdobU6KITQb3MQMTc4HGDiUgvMQVzNWMTdVb0WdTcicpA7QpCqysw5Z3eMMFeCEJGw1FIkxpyzw0EEAgwgEJGZgcjNCbTJJpu+55wrsKqGBpfMPO8sIhIRAqpW+i+gIEzkBEiQ7d944AFvOhmj2MK519z0pdlEBDhAzAzA3IW5bdsQhFbgd5558eQpUzGKLZ73/W9dfzkLpSYBYKKcc6fb1ZrJnJhSTO4ugTfbYsq+R56Pl+Gh/7x2wZwfm5kEqaWGGJmo3++LSIzR3fv9flhp2hsOnjztCLwMjyyc971vXuigEIKIDPeGY4gAqtYYo1YFwdSZCMS1FncXEVUzh8MlBFUlYq2q6kQwc8ABB3FVI6JO0+SS4QgxllxKLUTkAANm5oCZBYlEpGYxxty2EkJgGe73mcgAEEYQEQBTA9N2O7xx+ptPHxgYjz/r14sf+PJV/whmBrFIrTXGqGY77b7/m446E/8vWjb0/OUfPUG1mlmM0cwAB5iJ1JSIADCxmq42ccLZ519HRBjL7pn90LO/usrcSs5aTULACu4GdSeiXCoBZs5MJFxVzUwklpxBZOojADJzM3XAzFkEgKq5m5rG0LT9PosQi7uVUkMMTGTmDne4VhURMyMid1c1ESbQxhtvcvy5V2FVDQ0umXneDCJmJiZ2dxDgCMJETkQOTzG+brf993/TyRjFFsyZ9dXr73ZzFgYI8FJKCBJCJFAuLRGLyHFnXDh5ylSMVu4++4Z//M2vl+bcxhiF2c1BgHsIorUSExNLkE7T7HH4aZtuviNehmf/8Pj9X7/AzJiZiHLODo8xmRkRcskD3QEJYWjZ0ITxE6a/48LUDGBVPbJo/ve/eRGIJIiZ1VIBdjcQuZmIEJHCiaiUAgeLACilunuIseZaVWMIqibCpVQzZyY1Z+G2n5tOo1VDEFUrWoWplNo0jannnEHEKwHkhNy2AEmQIMHNQKhVwWBiVTUzEVlzrbX2mn7cdjvui/8/peTrPnvukl8tYWYzCyGUWjqdrqm64y3vOWWb7Q/B/0Cq9cK/P6bfa0WYVmpz22k6uhIAEWFmVU1N8/4Lrms6HYxl99258NF5F6UUS6mqZu5BRE0dIKdq1cwBuMMBYlY1EWn7WSTk0pqZcGQmdzd3EOecRURVmYSYSinCUqs5uUgwN1XFSsSkVYnIHcKiqiFKrepuzFxrnTx5yvHnXIVVNTS45NLzZjDYYEwUY9RaA0lohAAQmADHtN2n73foiRjFFv78mm/cdG/OrYRoZm5GRMxMADGbWc5tjOld77tk8pSpGK2W/urB2TddRIQRBDJTIuo0jak5uaqmlAhgpjXWXPuQd32amfHyPHD/1b95eAER+m0bRHIpMUYRMXMiZxKH59ymppny+rdsv/N+WFUPL5z3g1svEZZSq6kCIOJaa2rS8HA/NbFWjSmpmrsLS7/Nbp5SrFrbtiXiIFG1EnOQoDZCRYK6mVpu26bpmKuq8QrCRP22jTGZmpupGzETE4HVlIhKLiwMwFdKKeWSiQhOG2686R77HjB56wNS08GL8NMf3DL7X28hjKBaCxEJCzOVqoA3qTnlg5estc6m+BNy98vOf9fg888TEQgxxH6/BRygpkmlZDd3eIoNCKd/6Kq11t4QY9k9dzz05KLLiABQVW37LWgEVA2OESHGts3mDmLAzSzFptfrO9xB7ggh5DbHFAGoqjvMFU4Y4VRKYWZizlrcXERijO6uqm7OImYKJzMlHkG5zanTmJpq3WzTKcefeyVW1dDg0ss+ejbc3J2YIgcGQBSTmFkIQu6Av+6NB+536MkYxRb8bNYt198VQqi1ErGZ0n9DkOjkba8F4fizL5s8ZSpGq/v/9eOPPLSICMxca21SUjcmLqWEICFGZoY5AW+Y/vYp2+6Hl+2ZPyy47xtX1FxZ2B3uRkTM7O4ppeHhHhGapun3+muus/aBx3xKQsQqeXjhvPu++gkHRMTNU9O0bTYzdweRg7CCjwAopabfb0vOIMSYcinMTCAJodfrxZhYyM1YpORCzKYKkJs5QMSmFkLo9/sxBHVnETfPNTOxmoYQRISZ3d3M3L2Wusaaa07d+vWbTt5svU23X3OdTYkIL84zTz3+z5ee0+bWzIRFTSVI229jSgR3c3e8dvvt33r8BUSElcjdv3D5mb9f+nvAiUmrxShalUUksFattbp7CJGZjzv9g1Ne8waMZffMfuix+ZeYOxylVDc3uIiYGUBaqzPrSnCOMVStqmbuZiYciFlHmMEcBIDJASLA3ZxF1LSqsoiqMrOaCkut2jSNqpZciNndAI8xuqPWApAEJvCGG2x44geuxqoaen7JFR87xx0OFyJyDyGYmwgTExNiCMK09c777nfoyRjFFsyZdfN1d6YUh4d7IQQQEVZgplqNmZgZwDvPvHjylKkYlR77/W9u/dJH3NS0dgfGmSozN03Ttq3DRMTMhJgII7bfYVoaT+4AHEAM0d1GOJyYrKqEYO7C7A7AAYfB3AG4ewjBTFlEC+bPfTDnwkzunFJs236KsdfvS5CUmuHly2OMzNLtdF+7x1tfs/WeWCUPL5x371c/SQCzlFJJ2NzVzM3cncDMAexu5uZVjYiqVnePMWnVGGOpFYCZ1WohiJkJs5oTiAggJriZAyBiwFUVRNVVWEyNmEopnU6nlOLuIYRSSkoJIFVdd931T/0/nyUivETf+PIFv/z5HKzgwiGX3DRNzpmFhQUOB9z03e/94OQt9sRK5O7fuv5Tc378QxEhIlV1dxGJMapWM2MWEEaY2hHHvP31u70NY9l37njoiYUzzSznXIs6kROEpZTSpE6/3zczDrLdtGmrT9jcKxDgcM+gSBihKNUikQOIyAXiqO5CJO4gApDdmcnNCyBAInrOfRyRwolh6hVE8A6xwZebESgSNUTj1hq3/W5vwqoaGlx6+UfPBpxATEQAB3LzJkViEIjIUkrb7XTAHge/B6PYwrmfu+W62QBVVTfjEUQs7IaqlUVMlYiOP/uyyVOmYlT60V1XPTR3jru6e4qRRXq9XtM0pZSUYgihbdsgITABCDG2bWumMUZVTU1jaitAYwgiAkc/95vUuLuaDXS7ZSU4mm5n+fLlgTjGWGuVGMxMRHIuQWK/32dhAomIr2AgrqU0TTNxzXUOevvHmRkv3cML591+wwUD3a679/sZriHGWisRL182PGHCaqVkAyZMWG21CaurqrkzMYFqrSklVa1aATAzRjgM3qQ03MtBpNQaRIpZFIGZE8Gswp9+6ok25xCCqgIwM3fnFcTNSy0pRnMnJiY540OXrrn2ZngpFj3045u/8OkmNcuXL+90ulqrmoKQYiqlEGDuIqKqW2/zmredPJOIAJC7//udX/7Bvd8utTKTreBmJiJmFlNyMyIyU4e/dttpR5/4MfxVubtZFYlYJXffPn/pLz4lIm5eVEnYDFoVIBGpVUeEIMedfuIak/bHmDI0uPSy82cwszCTAUTExkwpRjiYicWFedouh7xh+jsxii38xTX/euN9qlZLYaam6bSlhYOZhGV5b3kMycyOP/uyyVOmYvR55unHb/3CPziMiQjEwkTU6/WEpek0OeemaUppASfibrdbSjHXEAMBnW5naHCImYXZ3IgYgJmBKMVYSmEWEODOzG7Owm3bNqnJOQMIMZRS4URMbT+nGM1HWEqp329TSqXWWmrTNP1+e9CxZ288eUe8dIsWzrv3qxeCQOBSiqmFGMyMCGpQMwKp6xFvmb7FDifhFTL/gR/92w0zfSVVFYnuJiz9tp9SLKWGEEopzMQsBx95wi57HYYXrW1711014/HHn2JmInKzqmpunaYhkl5v2N0kRALMXVhOOvuCDTbZDgC5+8MP3n/Llz5TSnFAWIgxQqsGYhCpW0qxlBJTDBRmnP+F7sAE/PU88/Rvf3TbVRtv8zdbvW63lDp4ib5zx/xHfvIxBViEicxM1eHk7kRcS4awO46fceqak/bHmDI0uOTKC84REsABSBSCEzwGISJz63YS3Lbb5eA3HvQujGIL5nz2xi/NZmYCEdOIUisTmVmMsWoNEgC888yLJ0+ZitHnh3d9ZcHcu4kohSTCqipBcpvdjZkkxJILwWOMbckD3a7DmbiqmmrTiUykZiC4ekjRVNXMzUEY6Hb6bVtLJWZhJiKtGlJ0dSIqpTJxqQVATLHt56aT+r3MzCCQk5mJCAhtbiWGDTfd5sC3fhAv3aKF8+684ZPuLiJtvxeaVGslYiIKIbRtNjMQjjz6gC13OB2vkOHlQ1d9/MScCxE5IMxtm5sm5ZyZSU1jjFod8CCy9XZbH/WeT+JF+/49X7739m/WWlNKpZSmadq2FREA7k5EADGTu9dS1GyfAw8+8MgZAMjdn/7jo1d/8r1VK4sIi6nGFM2UiXPODo8xurkQMfPRJ7x389fuh7+eX//yth9+5+tEtMYaq792pzdO2vzQ7sA4vGh33TZvyQMXqZm7C0spFYCqEbETlZxZGKDjZ5yy5qT9MaYMDS65+mPvB6BaJXAIgZkYK6QkIAx0OlrrtB0P3Wn6sRjFFsyZdfN1d6nVGKK7w1G1xhjMXEQAqCoRv3vGJZOnTMUoM7z8mW9+4UOlbRlcrYSQcslNSq4GcmbqdDtElHMbU9JSAZibsFTVGGMpmVlijG2/D4CYmyYNDQ5NmDCh3+9zCEK8fPlwSsnhMUQzE+GcS4wx5+zuAI/QWlm42+30+9ndWXh4uKemnU4HQCkV8CZ1Djp2xqQNXoeXaNHCeXfd9Gk1IyDnHGJ0MxCZqrkLS6mVCEe8df+td34vXjnXXn727367hIgAuDsRAQ7AzIgYgIiYGTHHEM467wvdgQl4cb59w6d//KPvhxAAmFsMsW3bIKFqFREQVnA3cxFx99VXX/2s877IIuQrfeYTJww+97yaMgsRfAUwEwAzc3MRcTcCttp627ec/An8lbj7d24+749PPOpqxAwikbjtbvtuvs0B3XFr4UW4+/b5C3/ycQLTSurGxG0uIkIgVatamPmEs05dc9L+GFOGBpdc8dGzo4i7hRjMNMZADnePUQa6jZm6+Q67/s1OBx6LUWzBnFm3fOUuMwcgwu4mIgCpKYFEhAjuOO6MCydPmYpR5qffu23eD79WawkxkiOXzMQhhJQCEQEgJgJiSrnNpZYYoojknFk4hrh82TIO3Ok2cEiQfq9XqzKJSKw1Ezg2MbeZmbVqiMHdASq1xJi0qruzSKkFI8zNVSSGIMSybNkyIgoicDih5BJjnLL16/d787l4iRYtnHfnjZ8iIjVzh6mqGwEhBDc381KKA0cec8A2O78Xr5z7Z3/uP75zJxPXUg3GJIAHEXMwk6oSEeAA1VqPPfHvXzttd7w4qnr31y7/yY+/r6q0kgiXUkeEEJjZzUSCmgKgEcynnPup9TfamtwdwB23XPzT//yBqsIppkiEEe4eJNRSmJmIzJSAGNKJH7hgrXW3xl/D75cu+PevX6pWmYObEVGulZiaJm22zV5b73DAGmuujz/rztvmLfzPjztgZiHEqtUd7gZQrZUIjODwk849ba31DsCYMjS49MqPnpVCMJiEANcUIgvMLApHCSBnom12mr7bQe/EKLZw7jU3fWk2EZkZEZlpjP+XOjiB/7Qs68X/+VzXfT/P9zczICioqKmgpIgLKLiVZgoqLpQiAuJuaiyaHenggriULeaWpoJLaKbgkgSCO+7lDuKgM2oa6im3Mplh5vd9nvu+rs//N/M/vV6dF03iOaL4ftceQTEi6lDdTNAjT3rRvvvtj2uTed72rtf+wbatW9yLJBIkIxKZi5UxM0spkkop2mmeZ0mLxSIyCUjKiMgs1VdW1q2urkKKiMW4aNF760aae2ttqOM0T7XW6OHFl9PkpUb0Wus8zxIyo5TS527utdZ5niOjeE1ljw5JpLOY2dFPfsF1994XP42vbr7s7856biohkSbB3SFEZErF3czm1h76iMMOuNOJ+Nn56uZPnXPmnwEo7nNrkEJZSjXaNC2Le6lDRieZ0h0P/bUjj/+fuNoi+jv/+rlf+eJG0khIih7DWHsPSWYGwL1kRCrM/CHHPuH2d3kwJQG47OKPvONNLyvuNEaEmZE00MwiQikj6zBkdi9+4MG3P+LoZ+MX4ePnvuTb3/hyUoRNy6WAUotyjSBY8dsfesf9Dz7mOnveELvwvndftvHvn1dqgTC3BqD3vlgs2twBptLclXrSKb97vRschl8qW7d864w//gNQoSzmbjAzGoq7A15YvBC4/cEPOPjwh+NabNMXXv2Ot3zQzHrvUkowksY1EOhUisZHnviifffbH9cmmy5+72c/9DbbqfdOIwAp2zyvX79unvu6lUXr3d1LqcvlaikekT1iMY4AWm8QuAagu6To6W6ttVK8zR1EHYfeGs0zYp5npdyLFffiq9u3lTK01t2tTfPK+nWt9ejd3VMQlCmQUpp5RK6BcMdfu9c97n8Cfhpf3bTxXW94LnYgCdAApQSg9z4MgzJ75kOPO/zAQ07Ez86VW7e84gWPX87zYhyllDBNk5ubW0SM4zDPzYv33iHsvvvuTz39DbWOuNr+7V+/+/oXP22aJnANogeNpdTM7L0TTKnW0nsU91//zfv/5oOfREkAVrdf8YoXPGk5LYuXVLbWhnGoXlZXV20N6e5IWTEp3cvDn3jKzfa7M36+vvediz/49r9srZl7RJCWKSkJRCRISHPvDzrmKfve5h7Yhfdd8OVLP/4c8wIoIkAqknSQkCLCasnMJz/9hL1ueBh+qWzdcvmr/ujpgEopbiRUqhtRS4FkTgDF/fYHPeDgwx+Oa7FNX3j12978fgCSAEkYhppSRri7mQnqrT/mqS/ed79fxbVG7/OFb3rOv//r92qtRtu+ut3dhlrm6AYuFguCc5tzTajUMk3TYlxJBUkJZpYZy+W0GMdU1lp775FZSyWZyoiY53mxstJ7b60tFmNvaWbLaVlLARA9MuXFJUWEl7qclxC9lDZ3QYvFovfW5ualZOT21eWGDRvc7ZFPfdkee14fV9tXN1127lnPVybJiLBaAOROkQGBYGQc9+gHHHDIifiZeuMrnvpP37jczAQVcxgzBAg79d4AuhtAM3/Miafc9BZ3w0/jIxe88hMf/jCEUss0TaV4pjLSixNIiWTvfRiGW936tkf/zvMpCTud96YXXnLJZ2ynVDJhbiSdNKckMyMZGWMddt9jr2NP+JOVlfX4eZnn+QNnP/eH3/+X3jvXmEESLHorpfbo7iUil/N8/Il/utcN9sUuvPfdl335Uy9orRWvgiRmJqEU1qRSAMnfPeXEvW54GH6pbL3i8te+6FSSBpAgYc5qHIYBQGQAGofxdne4/0GHHY1rsU2XvPqcN753GAZ3jx69dxgiwmipXIwLSRHxqJP/fN/99se1xuVf/dAn3v1WpcaVcbm6hOCFtdbIhECCRqUIm+Z5sRiVsuLzNPfeSykAIkLQYljM82xu41ineSIsQqDm1jITUh3G3nspnpFe67btq0PxyByHcZ4mGcdhmOYmcblcNXenS5BkZvPczOnmkWrz7LVKuud9Dz/0N34HV9vmTRvPPev5SPQIM6QE4w4ggGmaaq0Cjjru8AMPORE/U5/84FkXved8EiQjIjPNHcpMDcMQERC8eGuNZne+2z0e8PCn46fxzc2ffPOZLzFjZppZ773W2nvnGjMDenSApO13y30fddJLKQk7fX3z35/92j83MwKShlIzE1SpJXobh3Gap3FctNaGoUI64KBDD3/I75PEz8XFHznn4k9fULxG76XW1pq7zz1SSVIpkPM0j4t1T/iDM+swYhe3HUrfAAAgAElEQVTec/7GL33yuZmoXiIjyYgwt946SRAEM/OkU5+y1w0Pwy+VrVu+deafnuJuBrgXmoqbE7UOvbc6VAokb3uH+x902NG4Ftt8yWve/ub3SxqGISIy02g0ttbcneCayHjUyX++737749ohM9/zN8//0fe/bWa11OW0rLWWYpmJnSIjego0KlOluJkBFhEke+9uZu5mptTqcnUYBhgjguA0TaVWgBkBqtahzY2kJJqtTpORNJdSgpllKqMvl63WShopgKQB2LZ9G8lhGHokhFQWL6UOjz/lVRs27IarZ/OmjWef8WxAi8VinmcA4zCuLldLKb2HuwGW2Y951BEH3OkE/Ex986uX/s2Zz+u91zqQaG2mOQFJqSxWzK3NLZWSNuy229NOf/1iZQOutsv/afObXvkMCL33cTHO00QaSTPLTHdXytyUeb29r3viM99ASdipt/bGV/zeD777/VJcKZDR5/Ub1k/zrMxaC2FCKjMjFouxZxx2xENvd/djcc3756996v3nvkYpCdxpnuckImTuSinVex+G8ea33P+Bxz8Xu/ae8zde+rHn9ozixcx69NQaiCK4JjPN7IRTTtxrn8PxS2Xrlstf96JTs/fFYgDppBmKG400EhxKjYjbHXTEQYcdjWuxTZe8+m/f8qFUKlXcadZbr7WYWbRuZiTN7Ogn/dHN99sf1w7f//anPvjONwBy94xMJYRaPSIgCaBxmpt7GUqd5zkjvXpmjsPQe6SCxtZjz+vsuWXrFUr0iA3r17fet2/bVutAQBLAVA512L5cNWOPpHlrrZSiFM2U2XtKGoZBAonee2aaeUSSnNvsxVsLSMM4gJxWl1b8QUcdfds7H4urZ/Omje94/emSANAsend3gD260dw8lZnx8OPvf5tDT8TP1Dwv/+J5j9++ur2UmhmSMtPcoiepiCTN3VJJMDMf/rin3Pbg++Jq+9Y/fflNrzwtdhrHobU+DmNkrKGxtz7UIZVrbnLjfZ506mspCf9h0+fPPv/t7wJpJE2RCcndU6puRmttrrUCEFSLk7jrfR95x7s+ANek737jKx8496W9z9FDUkKtZylF0jAMy9U5MyOCZGTe8/Cj73zvY7Br7zn/si9+7PSeQTNBENZoJ4BmBkDSSf/zpL32ORy/VLZu+dbr/vQUMyvVIBTCSwEFYN3KSu+91hItbnnQve52+KNxLfbVL57xtr9+nySukYoXM5NgpCBINJJ29JP+6Ob77Y9rh4+86wX//E/fysxxHK+88srFuLBiEFpv0ftQRyHdy3JaptK90tDmtmHDhmk5uds0z8WLICRa72ZGIjNJI9l7104ARFsul+NiAUKZ7mXN6vZlpjIT0Br30lo3L4JI9uhu7mbTPAvovQ11wA4kHcI0TXvtvdfjnv7KcVzgati8aePbXntaJsyMhCAABHtv69dtWF0uQbjxYccdfsAhJ+Jn7e/e9LyLv/AFksMwTMsJRC0lMt19nmczK6WQNLd5mm9xy1991Ml/jqvta1/5yFtf9/KMrLUa2Xonzd0ys7XGHTAM4zxPt7jlzR/9lFdSEv7D9m1XvvFlT1kuVyNCUo9eS62lJkIRbk7S3SM7pDrUzPRih/7agw6+x8PdHdeAy7/+hY+df8Y0TT0CgJtFRGtNWGMZ8mJmPs3NSAGPOvn519/n1ti19777y5//6GkAaFQoMsyMNIKZWYfae0g68X+esNcND8cvla1bLv+rPz/VzGhwt2rGndxtjZQUzP3WtzvsTocfi2uxzRe/5h1v+QB3MrDPzdzc3ZyRfTEsUgngqCf80c332x/XAj/87lcuevvLW+sRUWpRKDLGcey9R0QpZTkta63FymLd4tD7PTqSEmhUag1JAGbMFHYikSGSIiBgFkcqQYMmrUEHC2FAApXoQiEoTUAABiRA+Hp9+Ly/+vcf/VhKABIjOiA3J325nBaLRWYXKeCBRz3x9ne+L66Gr2667B1veK52Goax9xYRpZTWmrtHD5DmdtSx9znw0JPws7b54gve8Za/iggzi0xJRgCstbbWIqKUWor33gFl6nee9vJf2Xc/XD0ff/frPvLhCzOz1NLm2cyjx7gYM0JAZkpaLFZamw68/cEPe9zzKAn/yWVfOOfCd7zTQFFujJ7jYpimeTEMQJKWmZLGRc1UKYZId/+V/Q78tSMev+E618fP1KWfvugzH3pjZIBMiaDAjIgMoy2X07BYRERKECTd6EY3fsTJLzMz7NqF52384iefN01TrbXNzdxAU6ZAdxqZmRJOPvXkvfY5HL9Utm65/KwXnyqg1lKMSrkbIK+llqJMCJJuddBhdzn8eFyLbb7kNe86+6LoYW7IdPNxHHvrmd2KuXuLyN6PO+FFN99vf1wLfPa9L9182UaCkeHFlVosFqurq5ISWiwWy9WlGQEccOi97/Kbj8HP0cX/cO4Hz32LIDPrkVCARoC01nopDrL1nsob3+j6j3/6me6On2Tzpo1vPePZxYuUZgTY5mZugnrrtVSQpfhDj73PbQ45ET9rV/z7d1/2ghMopdB7G4ah915KkQTBdmDr3c1TSeMhd77bA489FVfDPK2+8oVP2nLFFe4OQFJEmBlJM4NAY0SQ7L3f6373u/cDT6Yk/CfTtPzrV/7eD777vVKrQcNQSfbei5fMKLUIKu5gKnKsg5n1HoDGcXH3+z1039vcz93x/2zr1n/76AVn//M3PtN7MytaA2UoMs2NQKYEZM+5N1tDTnN/wEMfd8df/y38ty4870uXfOJ5mSkpUyQBZKaEUtyMPdKMJ/7BSXvvczh+qWzdcvlZL3lGcTNjLSVao3uprkySxT0jze2A293nkPsej2uxr15yxrlnX0QCIKSMLEMltCYV7ja3TuC4E1508/32xy/aD7737Q+d88Ll6vZxsejR53mupZBsvUckwKGWaZpqraAd9aQ/3uO6N8bP0fZt//6qPzxhmpaZYeYsjjVCjw6ARoKZSVKphzzmGbc/+G74STZv2viWVz+zDjUiaqmC5mmutUYEjW2ax8VimqZHPPaBBx56Eq4Bb37Vqf/4tU2ZaealGMhpObk7gIwotZpZZpoxU+7+xP/xZze40S3xk3zqo++48J1vAjCOw9xmgmvcPTNLKb01cycZPQQ99BFPuMNdfouS8H/69jc+9bdv/IuMMLdaKoHWupQkS7XMHIYBSKMNxQECiAxJbr7n3vsccOcjb3nrQ7xU/F+ZpuWXL/noZZ96149/vIWk1iTMLTNb6wAElFIyMiWAER1AhnbbfcPj/scrN+y2B/5b7zn/sks+8bzeG8Ee4e6SAGSGJHOPyFL85FOesteND8Mvla1bLj/rJc8oxYdaCtkzzAhAgIFm7D3c/bYHH37I4cfjWuxrXzzjHX/9fpKAzOjFtSazDnWaZjMbhkLzox7//F+52f74RbvkI3/xhU993t3MCEJCKpVJ2Dw3mvXeVhYrvfdb3+H293zwqfi5+/sLX/+RD11AgmYJmbtCPXrxYm4A5nk284y42X63eOxTX4qfZPOmjX/zqmdIKrWQbHOvtYLI6MVLAgRIHvWIww885ERcAy79/PlvP+uMlZVFhHr0YajKJG3N3OZMGXeQ5O6SbnXgAcc84Y9JYte++bWvnPP60yMSwOrqaimVBjdvvdVSldl6d/eIWKys9N6ffMqf7HPjAygJV/H+d73sa1/6XO/d3JxWamltlpLkuBjm5Vzci7uUpJshU+NiaK0BiIg99rzerx509xvte/D1rn9LM8fV868//JfvfO0TX/z0RVu3XDHUYZ77Gi8lM1trIdVSAUjCTr13gKXUzA7xXg+4/13u9Tv4SS48b+PFHzsdtIgeEe5OIlPuBlBSZprZHe9w6I2G63FPahYaMAMQQEGESAOpTJIRYeYcoBlrpLTRl8sYSTqVmqUBAEkzpaSUZGbYSTuZmSQQhAkiKAgSjLbOtE2ZYe773+dBu1//JtiFrVsuf9PLTnU3h7m7uUkpqZSSmQB7a+Z+w1/Zb99b30QSybwyuZ7570pJW2W7mSapCU50oCkLBHAgtilTJKUEQAKgsIOtp7YJOxEU1gggoDWkSUmalNiBgEiAtudt77Lf7Q7GVXzti2ecd85HIqPWCkjK1lqtpdQ61Lp923ZBw1APuutdrnud9eiAyRYW3w+7vtHIRGbCKYk7gGRsDVtvJNBgAyOz1tJ7ECzFe49SHUKPLsHdItKM/8Gid5BmVAoEyYwU1Oby+Y9+LLI7DUYSWpNKZaZqrRHZWnM3gQ965DNvcvPb4ufuR//2nb984VOGYSC5bdu2WmuPPtShlCrl9u2rwzBkZkRAeMzJL9jvVw/Cf2vzpo3nnHkaSTOLDIKR3VjMGD1KdQlmdtRxhx1wpxNwDdi+7cd/+cITpmkC1FrPTC9eS40IMxcSAsg2N0lDLQnc78hj7vabx2EXLv/mF975Vy/dvn27UiAyk2REr3Xora+sW7TWBUHovdda161f9/vPe5N7oSRcxbZtV7z9Nade8eMfZaoUp8HMAPTeazWH9d5rLaBFdKONwyCi9w7IaF58qMNymq6z55573Xj/G9z4Jut3v8m63fdav/66XhZmJJiZEdOVW/71hz/4zr9971s//F+X/uBfvr9cTu41IrRDptijASbJSzGiR0LKlJlBzAzzMk/Tda+7x6N//+UbNuyBn+Q952/87EXPrsPQe48MgjRKgmBmmWHuEDKTpJkpVWqZ59nNe3QCVgoEd89MKZWiMTNtp9Z7LZ4ppcwNQCoJSnL3iKQREs2i92EYWm9GWzPPM0kpzdzMSEYE15hF76V46/GUE07f+9aHYBe2brn8TS891Y07iOM4zn0u7rXWVGQgU703M5MQCsB6V6Z6Ru9RikdKKYgppTIlGpXKSC8uQInMAAQQAp0RWUvJjEyRVopnZCqNFCDJzDODJAAzpkAgI1N598OPv/+Dj8VVfO2Lr7ngnR9rc4ORQGb6ToJqcYJXbrtyKNVLid7dXRIggO5uDkh0gwSyza0UI+Du2QOAF5dgTiR672ZeS/HipfiVV15Zao3otdbMBLAYR4HFfeuVW1dWVuZ5GsfFPM8Q3a31aPO824bdtq+u9j6Pi0VGllLmNgNsrS/GEYSk1vteN7zpw5/0Z/gFef/fvegL//DZ3jtBL2WaluZOoPc+DKO7R++RUUq51W0OetjjnoP/1uZNG88+49nuHhGZGoYSmUq4s/dw9x4xDuNDjrn3gYeeiGvG+8996ac//jHQjIzo5h6RgCCM4zjPs5kplchhGHrrpB3x20cceMhx69ZtwH+ydcuPPvWhCz/zyXOneSqlSDJ3IwFkpCCS7h49BKWyltp7+/V73ufwo54GgJLwX/lf3/7y+85+8XJ1tfUOcmUxkuitl+JIZaYXbz2KGck61OjhZqQR6pnDWFtrmSLhXqJHZpIwH4ZFbS2it+gx9V5LBSRhmuZSCmi9tcwUBFjvvZY6z7MXBxARoLXWax0AZQpQz3zgMScecpf74mq48LwvXfKJF0SEuUnZWycJCCIgmnkpvTVJ3AGElVqm5UTCi2fKzHtvtpMkM2YCkBlJa60BKKX03jJVa3X3zATQey+lZCaEyKilptR7q0PNnsIamZkkQDSH1FobhiEi3L33/tQTTt/rgEOxC1u3XP6WVzyLQkpmLF7MTJlevEcnrfdIZfSAGc37HDTOrUUIoKBcE6BZjyaBMEGZ6WYgCAqgWW8NAEEaU2k0SQQFAXC3lMzYW5CEUGqJDAgEMgUS0Jq73ue4I448Dlfx1Utefe7ZHxqGobXZrAACQNJIQF6stw7h/zeOg7vPbSqlTNNkZiTHxQglyeVyuW7duuwdgpQShnHcvrrd19BIZuYwDhCUIkHS3Hvv1X2a53ExmnO5nGodIqLN8ziOrbeVlXXTcuq911pbb+5lOS0Xi5V5nkD21ou7mUdmZA7D0Hs/8pFPuOktDsMvyL985yuve8mzeu/DOPTeSqm9d0C11t66mYOQ5F4k/c5TX7jPzW6NXdu8aeNbX/MsScWLoFpraw1AZpIEQBLQ0cff78BDT8I141++/fUzX3KKu5F09x7daJJaa7VWAr13mkEA0Xpfv7J+dbl9t933uNUtDtxrn5uvv+4e2//tiu9856tf//qlvUfv3d0BAiCRGe4leq/DsLq6Wku1YtHD3CDM8/TEp/7hzW91CABKwi5c9rkPfPQ9Z2UmSXMrbkx5caUywtwz090lAZBAIpUke++lePESocwusbV5sbKSvcsYma1FKUVSa614aT1WFivTPEeGRAApEchMkgIU2aIXK2aWiYgA1JVuHhl3OOQOv338C0jiarjw/I1f+NjpykwhM4wESCNBAJlJMCFlmpl7kTIitJOvMWsRRkoJcA3WkEZGRCkFRG/d3SPC3SOyVO9zH8cxMlubSUoCUEuFoc0NQKnFaHNrRgNEgjQIgriDtTab+clPPG3v2x6KXdi65fKz//I0oynC3CLS3XoPr6ZAb62U2pU9Fb2bFQmtdwmZCSB6mnmPCCUEEKQJAmBgRoKgWUQHSDPofyultNbMDIAk0kgCAoEUCKOB1tpsRjPrPUqtGXnX+xx7xJHH4Sq+fumZ73rrB8ZxXF1dBeBmXgogI6EEYOYAJJVS6uCZOU1TrTUijAR3MIO7I5Ogu6cEKSIIlFojOkB3Tykj3K31GGrNTJKtdXOL6LYDAdQ69NZpbK0RTKm1thgXtdZpWoI0t5SmaYI4jGPu1HuHVGrdsNvuj3rqq0qt+MX52zeeeskXvjzU4uZefPv21VpKKiEgBUAA3QDc/pDfeMjxv49d27xp41vPeJaZEcxIUGbeewcBwd0BmNvRj7jvAXc6AdeYd7/lOZ/7zKU0lFLnaR6GCiAz3Ms0TRE5DDUje0YtXkqVBCkiUkpl8VJrJTFPLTJKqcoEIcncnNZ6r6VEJgDSABCY23yDfW504jNe414AUBJ27XMfffNnP/FegxnUe1tZLFrv7p5rpGJGmqDeeikuCWTuEIuVddl7SsvWaik065Ftnsdx7L1LIjwzpQQtMiQCcPMW3Y2SWusQQErKUK01MxKQUIaSkZEBYY8993zs7714t92ui6vnwvM2Xvzx55r7PE2ASCMBMCIWK4t5nqPHOAzTPHtxpcyMZO+tlKqdMtOMZm7mrU0ASBNgJIAe3c1Jptak0SCkkqS7Z4ZEQAS9uKQ2NxCSSimSzGwchtZ79BBUy9CjESAJ2gmPeubeBx+KXdi65Vtnv+JZEgCV4r0HzTJiGIdpbnTOc7hZdGVGCiAjU6nIVKRZ6Up3b70pYcbew8wkpUTB3Ny89UYShJtnZkS4uySQynS3TK0xs8w0owRJZpaZpAGKCDOWUg/5jaOPOPI4XMU3Nr7uvLd9KDMIKtPMBLkVKSOi1BI9JNWhDLXQbJ5nAO5OEiQlCkZNra1ftyJhnmd3L15ab9iB7gSN2GGeZi8OgCSAyBiHcVpOPdpisXAv2iFTyMyptVqKuZHWe0hq8+yl1FrneXb31notQ+9dEoDMdPffuP8xB/3aQ/AL9fVNn37r6/+MUu/dvfTejQYSkCCl6jBAiozFsDjhGS/e47o3xS5s3rTxra9+1mJlAWia5+gxjmNG0ri6un1lZV1mSjr20UcccKcTcI35zje+ctarni0pdyqlREStRUJEB7gmM7nGzM0EQZimqZSSmdoBw1C1E82MXCzG7du2D+M4z3NmmttQx2laGinBjCk9+KiT7nSP+2InSsKuSfrEB9/6lc+9L3s3gqSZkayl9NhBmTQzWiojgqQAQbXU1rsEmkUIgiCCvTcai9dUppSJzAQgCUBkKtPWkBFwt8gMSSkQmWlmkiiBJmocxkee9MIb3fgWuNouPG/jZy96lrkBBOTuEiKCRgNBZoZ7cbMeGb17LRk9Qu62pvdwN+0EiWaSSinTPC0Wi956ZpZSAAHETpkpCTtlahhq711roOJFQiqKl8x099Z7MaehtV5KITD3VkrNHiBOevJpex9wKHZh65ZvveUvnlnczazNjWaZIcDMeioTSqWSNAmtd0gRYVYEtugQBBEIJUCl1mAnAjBTJgCjmVtmmLkkM8+MNcU9lRLWkDSzzDQzAcpUisbMNCPANZLucu9j7//gY3EVX7/0tRe888NGtLnVWsdxnKYpIkqptZbt27evrFtERGYCAkCilGLmmQmglNKnmYQZJbibIKMTKLUAmqYZgKTMdC+AzCwizGxuM8FSSotu5sistYay9VBqHMe592hRaoXWoPc2DMP27dvrWDNiqIvMANl6c3OBEsZxeOzvv3zd+j3xC5URZ/3FU779re8A8FLnaaq1kiBtnmeSkmqtqczIu93zAUc87ATswuZNG9/+utOlLKVEpCAARlvjZnNr2unYRx9x6zv+Lq5J73/Xyz/5kQ8Nw9BaG4ZhbjOkUmrv3dxrrW2eAUgJUFKtg5QRaW7KLO6ZSTOSPQKZXgoJpXrvIMdxlHKem6Raq6Tdr7PnCc941TiuYCdKwn9L0sUfffNnP/mB6oxIQQRJrOm9D0ONTJJurszty2UtVQSEJKKHlzIvm6RxHKVsrYPI1Bozo5eIgBSZTssdIGQtNVPL5dJLods8zXWoEQHA3Vrr7r5u3fqHPObpt9j/jvhpXHj+xs9c9CwI7sXdMrJHN3cjAbTei7skM0slJIg0SmnmvfdUFi9KgTCje8n/LdxLa21cLDI6RJpFdO6UCmch2SMACGk0SZlZao2IoZaIUEqAmQGQhDWklGbWeyjz90583t63ORS7sHXL5We/8jRoB+6ATEWmwJDaFMNQW+8ZCTNJKWUPL3W5OrGYIAjKdK+CMhMQQEkkoweNgNyKIBDKBIyEUjSmEsIaLyUjlOmlQIgMkuYWPQikVLyk1uRd73PcEUceh6v4+qVnnHv2Bwy0nUi21modeu+1log0gzmHYWitmWDOjEiw9T4MQ6k1e4dyZbGY59Z7L6WYsfduZiCV2XpbjKMEZcKolLkVL7335XIpaRhGISWmsg7jNC0JplRr3b5t6e4RUXcYpFguJ5oZEZlKCaAZBBrN/JBfv/c97vdEXAt88TMfOO+cVxOITPdCQ7SIDABmBrK1eRwG2hp/2umv2bDb3vivbN608e2vP12R5j4tpzJUSNjJzCREdjd/2CMOP/DQk3BN+vGPfvCGl/7elduWkd1oZq7MUss8z5kqxaVsrS/GRWQoUwBJd88Ic4cEICGlSEZErbW1vrJusVxdevGIdDNJINYQ/O3jn3yHQ47Af6AkXA1fueT8f3jfO5TKDIkkpuUE4zAOrUcxj0xAAElkajn3WoqbZSbAiKBxHMflNEUqejdaSikps5QSkcWrdkgJmSnIS2mtm5skABlpbgDa3DbsvvuxT3zmTW9+O/yULjzvS5/98LMFuDnAzE4zpQC4O4g+dxBKmVtEkPTi2YNGCZLMDKCUwzBEhJllhgCCqcyQke4uyMx6b4QJysxhGKZpKqVCEgEJEoxGz4zMJCnJzABoJ0DuRVIqCT7l8afvfdCh2IWtWy4/+xWnZWbvnU7QlQlp7unuyvRSprlFRKYAGD1TKQkCGRFmPs9zKU4wUmYAGJGg3BxCKNxcO7l7652CIDNLiYTR3CwlABlpxaHMFElJWEMQjAwCdzvs+COOPA5X8Y+Xnnn+2z8UPUqpmSkJyHExSqqlAMgId6+1zvOsDGV4Ka130EiYO3JNrCwWEZJSkFLuLmGeppC8GMBxHKfl0ksFICmim3kpPk2zu2emmS+nmWQpBZK7R6QkkrEmYxwX5mbkldu3QzRj620o49waocgcxvFxT3vxXte/Ka4F2rz6ly988hVX/DhSFMwJMCKHcVAmyda6OyVE9CMe9LC73+9x+K9s3rTxnDNPMzOSANo0w7gmI0AaLTNBHPOo+9/2zifjGvblL7znnW95XUZkJoBSi9HmaQYwLMboPTPNXRmkZaa7ZcrMJPUIAiAJ9N6HYZRSkplFJoHINNKMpEl54G0OeNgT/9TM8B8oCVfPt//pcx98xxnTcrsk0lprG3Zbv1wup7k5fY0ICBkJKJO9N5LuTqOEHiEoeq4xd2WSjB6RWYpDRjCRmSKZGSLNrEcf6gBh7rN7UYrkjW924wcfe8oNbrgvfnoXnPelz3/4NICRnfRaPCUz9h6A3EtrXUqStdbW5kzUUgRIcrceAWkYhmm59FKlNGObu7llZh0qBBAQ1kSEmXuxNjfsZGYQQAhyLxlZivUIpdwsImmQ4O4Ep3lyN8K8eGYCOOmxp+190KHYha1bvnXWi0+ptUaEubcWZsxQREoy9x7RWqcxe0ogLZWZgtHceu9GkyCAgNZARosISO4lJZJSujsASRFhbhlh5iAgSAClFAg3B5BKgJAAkGYGCZkicdf7HHfEkcfhKv7x0jPf/faLIlLSMAyZWasDiAiSAEsxAq21Uosye/Ra6jxPtRaSkemlSOq9Q3D3WktrUYpHBMGpzXvsscdyuZqpeZ4luBcvpfc21BoRRu9rog916D0BTNPS3UmrtZjbcjnVobbWQSqTYOtNKZgVdwJTa25G2m1uf/BvPeo5uNb4zEXnnP+uv05lLTUyizkIkoAEGm2eJ6OVWtZv2O2kZ52xsrIeV7F508azz3g2BDqLldXV1VJL9E5zEsVLZGTmMY+8/23vcjKuYZLe+64//ezHPzXN8zAMPcLNSGamuyvT3HvvtVaQ8zwNwwAgIyJFwMwykyCINco0d5JmNs0zlDQ3UNAe17nOY5/2J9e93q/gP6EkXG1brvjhJ973hu984yvL1dVaa2Qik2QPDbWkRFBCa81LmaeJZpJIttZJgjSz3jppEkiaGYDlPJMA2HuvtbrZ3GYvJTLHYZimyUuJHqWU3ts9D/uNu9/ndxcr6/F/5YLzvvTZi57tZiQl9AgjS60RHWuENal081QOwzDPMwl3j0jt5G4RWUqVsrVGgC+NzEoAAAu5SURBVLaDu/feQRgtMxeLxXJaRuRQa2utlJJKCGtIAkyFm6fSaBFpRjOLCHePDKwRjBYRMBrhXn73ic/a+9aHYBe2bvnWG196qpfSWyOZIS8ePSMjQmsyBTIj3cvcW6ZoVKaXmpmAenS3IgmAJAjuLiiVxBpKMrOM8OKZypS7QSItMgC4+dxmdzNzSe7eWjMzAJnp7plpZplpZnf+zWOOOPI4XMU3N77uvHM+WErpPSI6iXFczPNsZq3Nw7Ao1QBlppGR2XsMtdIISVBmmpm7ZybBubVhTa2ry2XvvdRqZO5kZiRba4S5m9eavdPYm2r15XIi6cVbaxFZSp3nqZaaEIDW2lCHaZpLLRExjuPq6lTcJEgABNBLOfbJz7nZfrfDtcaVW3/0ij988jzP2ImkBECRSaAOQ/Teeh9KEfSwRzz6tnd+GK5i86aNb3vtaQAzBSmU4zDMc3M3CVIuFove+1HHHX7goSfimre6fdsbX/n0H3zvewQTqUzSIsLdI6LWKgnQ3No4LCK6Gc2891hTiwswN6V6j1I9I0lKysxhqNEzle72iCf9wf4H/Dr+T5SEn4akzRs//ukPvHm5nKbllKnFYmV1dZt7AdB7SKpDtWLz1FKKFqWW3rsk0kjLjOK1t0YaTOZlbjuAcDqNZgYhUwJqLXObIay50U32ue9vP/bmt7wr/h9ccN6XPvvhZ1evNLbWco1yMS56615Lb30YamZGDxolmXlmrKxbWa4uIYFrLBVunpEgINEMQh3qtm3bzN3NSAICmJGCbKfMVKaZm/s8TeYOgoC7A2itmbHWGpGSMtPdIbTezIxGCCc99rS9DzoUu7B1y+VvetkzM5M0JSI6aJlp7vPUQGQEaYBJSmKeZ3fnThEJoPcwY0ZYKRRAgCAIICK4BjD3eW61FkCkZQSNZiWik1QKBEAjItLcpJRohABBBNxL7714OfReD7//kcfiKr75pdde8M6PzPO8WKy0NoEgvRSP6KUUieNQtl65dWVlJSJIKhGhWi2VAEhGRHFvvdc6ZGb0TsLce+vDOAJcLpdu3qNvWL9+dXUZ0SWsrKzM8xyZSkm5WCx6RB1qRMxzJwlguZzGcaBZm+dS/r/24DZmz/KsA/j/fxzned3PCwLtQqEdZdAKgT2rCegKcXPGYRbZJr4s2dxwGoPJYlA+6Cc3zfiiH0zURM2ifPDly4gvM9OR6AcW0BHiEmmEbhPWFprClg5K6Qs8z31d53kcf+9WTbZgjQghRO/fz6ep1TqM43x9/aJpmqQc6mw+n5dSM/O6G/Z+6M7fIok3k4c+/5lHHnlwPh+NBBE9YKpl6L1BLLVMU3M3kpdfsfPOX/69YRjwnZ7414Of/cwnvTgApYbZ0HuXIChaq8MQGUp95OM/svHOu/CGOPnCtz73x7/27LPfKsVb70qVUiS5e/RIJRbI4haR7g6glDKNU2aam4RhqJkhwcymaSLo7iQkROZtH7rjlvd8GK9ASXj1NjdfOnTgr770xQfa1MwoKTJTmZE0W1mZbW1NJAQQmKZmRtJKqa11QKRlD7rRzNz6eWYGQYCJWqBAI9V7bNu2/dYfff/1+36sDjO8Nvd//vED//DpHr3WQlrv3YwSI2IYSmudNBKZAtDaVGsFSIKkmQGICC1ATqdxQampTW4WmaUUksoEzwHUWjc3gkYTlMpah4zITCyQFOowjPN5KkupEb3WGhlGAoyItbW16by777xnx43vxAWcPXP0z37nU631Ury1Zmatdy/eQ8hsvZcyRE9QJBOICIIQZFAkQDO23t0LJEEkM9NoNPbeuQCamwBlGikhlMr081KZke4eEUq5m3BOZpC2ACIjzTyjg7jl1o/ddvtH8QpHHr/3C3/xwDS12Wy2sjJEhhZSgtZW18Zpcrf5fL6+vv7S2ZdAAFa8SNmjl1IJjNNYSy21RJcZItR7kzScM9vcfDmVBBfMjLSIloDOy0gzk3J1bX2aWmQSiAgIKysrW/PNiARoZpkx1BlBkFNrBGgGIHp3Lyndfsev7Lvp+/Em88KJY7//G79UvQiYpkaC4NSmodbI9FKc1toE0t1/+uc/sXfjNnynJ7528M/v/XUvHhGZUby03r04xMzQAhQRd/zsBzf234U3ygvPH7vv3ntOPH8SEABJNCvukjJygW7KTGUttfc+1MHcxnHsvdt/6r2b21CH+Xw+zIZpHGez1R98/8d+4L0/if8KJeF/6/SpF48c/MKBf/rSmdOnp6m7e621tSZgmianlVLMPCJJAohMAC06SUmllN57RLh7RpZazDwjevRa6zhO5r5z51vffev79m788Gy2htfD/X/z+KMPfVqZkb2UCsDMM6P3bm5Gi0gA7la8tDb1yFrrNI2lVGXQWLwAzIxSa/QQBDJ6B+DuEWFG0gGBhNLMp6l5cWW6W6YicjYbBLSpCarFM1VKkZSZvfdSSmZCIAkqIm3B/Rc+/qs7btyPCzh75uif/PYnlUoFzSICsMxsUxuGmQRAU+8CBClkbiQjUhJJAJlJmhl7dAO9eKYi07hgmQFAkrtHhBkjstQavUML8FJILChTkAQzA5hKgqQAAkipeunRb37vR2+7/afwCocf+8P7//JBSTzPzCJiGIZxHGezofcuYRiG3ltE8hwjEREk3S0iSSNRSpmmMULuRlKSGSXMx9HdzBcMQo8A0aYuwOmrqyvzcSQ5jWMZhvnW3N0JuBd3BxAREotbSiQj08ipt4ik0dwUonHXrl0/c/fvuhe8+dx/3z3/8ujBzIzM6t4jSimZKan1VqzQmJnKvGrP7p+7+w/cHd/mia8dvO/eTxEEQVHIiCQJYBgGAL13M/uJj9y67+ZfxBvo5AvH//azv/n04aPuHhHu1iMIDsPQpjZbnW1ubiJhzlJqRJB0d0EAooeUmSqlAMgUqVLqBz78iRv3vw8XQEl4bcb51qEnvnz44ENPPfnkfNyaDbPMHOdzs0qA5iQyU1JGmltAEVFKaa1FhtFImjkWpMgkecml2/Z9z7s2vu/mK3bvMzO8fo4+fez4sUcBSiMxYIGCQJrUaVU5gQY4SakpQStQSI2cYYFJurIDEjqxAhILEkioSx1cGICUjCQWJAFcADJFIwGpAw6SgNTJIkDqBAVCEzCAQVaoA7bx9lu+a8cuXMDW1pmv/vODAASQTAkCicwkDYAgCFrACIBcgboUtIGkUiChDhgUoIEmTYQDIIvQgQJ1wMEOFAggpU4sOEigSyALAKkRCwY6JJCQQBIQztl51bVvu2YDr3DimweOHnkGgAASJCURJCGBRiwImWnGlCCQBCCIIABJWCCJ/5ASAAICSAg0UucA0AJBEAuSAJgZpNR5gJunZIAAkpIAEAwlIKelJCwICwLIy9/6tmu++0a8KR3/5lNHv/4YSQGQaAZBkPJl2jokkACkTujtN9168cXb8W1Onnzu0FceyWi0SlLZpG6+Igkg/p229ly3d8eu/Xhjzeebf//Xf/SVRx8GEREZARLAMAy9dRBGAohML45Ei1a8FPceISGiA+y9zVZme6699oc+eNeVu6/GhVESXicvnT1x7MhXn/n6gW8cO3TqxVPTOAqQlFBKEUGQRhrdHEBv3dy9lDaNRr/4kot27Lz6muvfcfWed1y28zr3gqWlpaVX7/CTBx7+uz89cuSpOgzFfT7OCQKopYKI6BFZa43eYaRoxdystV5rHcfxuhs2bnr3j1+/sZ8k/luUhNebpDOnTjx//JnN088899yzmy+P2U6fevFsChnN6LPVlbX1lTpcctG2y3Zctm1l/S2XvuWqS7dfbuZYWlpaes0i+rFDD3/5Hx946vCTU5syEsDq6uo4jiTNDeJC65PRJNF8+/bt+773Pdfve9cVV+7F/wwlYWlpaen/qJMnvnHsyGPHjx18+siR06fPbG1ukhbRZ7PZ6tra2vr6lbuv2rHrht17Ny7fucdLwatBSVhaWlr6f2Ccb7Vxc9waSc4uWqllbZjN8BpQEpaWlpaWXr1/Ax1wa2xRz+t5AAAAAElFTkSuQmCC\"}}"},"timestamp":"2026-01-28 10:51:31"} 
[2026-01-28 10:51:31] local.INFO: Detected Objects from Image-to-Text API 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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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10:51:31"} 
[2026-01-28 10:51:31] local.INFO: Nested area calculated {"data":{"nestedArea":2418.3108999999995},"timestamp":"2026-01-28 10:51:31"} 
[2026-01-28 10:51:31] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"f57e0923-1f55-4c00-af27-a54238c7c341","height":19.02,"width":35.89,"perimeter":134.83,"area":314.58,"image":"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"},{"id":"e36a739e-344d-4081-a465-8608be68ef9b","height":19.02,"width":17.41,"perimeter":116.35,"area":210.61,"image":"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"},{"id":"e71ea42e-739d-444f-94b9-f9116a56b479","height":20.09,"width":19.29,"perimeter":102.66,"area":183.57,"image":"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"},{"id":"dde69354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10:51:31"} 
[2026-01-28 10:51:31] local.INFO: Number of letters detected {"data":{"noOfLetters":8},"timestamp":"2026-01-28 10:51:31"} 
[2026-01-28 10:51:31] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":665.1099999999999,"perimeter_in_feet":55.43},"timestamp":"2026-01-28 10:51:31"} 
[2026-01-28 10:51:31] 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":"2026-01-28 10:51:31"} 
[2026-01-28 10:51:31] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":8.73},"timestamp":"2026-01-28 10:51:31"} 
[2026-01-28 10:51:31] local.INFO: Average character height calculated {"data":{"avgCharHeight":15.47},"timestamp":"2026-01-28 10:51:31"} 
[2026-01-28 10:51:31] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":452,"originalHeight":122,"ratio":3.7049180327868854},"timestamp":"2026-01-28 10:51:31"} 
[2026-01-28 10:51:31] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":32.39},"timestamp":"2026-01-28 10:51:31"} 
[2026-01-28 10:51:31] local.INFO: Image to Text processing completed 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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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"},{"id":"f57e0923-1f55-4c00-af27-a54238c7c341","height":19.02,"width":35.89,"perimeter":134.83,"area":314.58,"image":"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"},{"id":"e71ea42e-739d-444f-94b9-f9116a56b479","height":20.09,"width":19.29,"perimeter":102.66,"area":183.57,"image":"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"},{"id":"dde69354-9d96-42ff-ae82-e3b0bc01ca22","height":8.84,"width":8.57,"perimeter":52.67,"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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OfSign":"120","otherDimensionOfSign":32.39,"width_of_smaller_line":20},"timestamp":"2026-01-28 10:51:31"} 
[2026-01-28 10:51:34] 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 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\",\"boxArea\":\"478.95\"},{\"id\":\"f57e0923-1f55-4c00-af27-a54238c7c341\",\"width\":35.89,\"perimeter\":134.83,\"height\":19.02,\"area\":314.58,\"image\":\"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EtCN7VNewNNvfg4H4kD3n71QX/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+qTH30XICInktObk1WYiTkDKNwbY0yqEkn0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\",\"boxArea\":\"387.54\"},{\"id\":\"dde69354-9d96-42ff-ae82-e3b0bc01ca22\",\"width\":8.57,\"perimeter\":52.67,\"height\":8.84,\"area\":54.03,\"image\":\"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\",\"boxArea\":\"75.76\"},{\"id\":\"4c49dd7f-e196-4318-bd0b-9685fd9bd36b\",\"width\":8.3,\"perimeter\":44.79,\"height\":8.84,\"area\":41.72,\"image\":\"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\",\"boxArea\":\"73.37\"},{\"id\":\"827e282f-0ea1-46c4-a5e5-e163551a03aa\",\"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":"32.39","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":"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":"32.39"}},"timestamp":"2026-01-28 10:51:34"} 
[2026-01-28 10:51:34] 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":"32.39","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":"32.39","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null}},"timestamp":"2026-01-28 10:51:34"} 
[2026-01-28 10:51:34] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-01-28 10:51:34"} 
[2026-01-28 10:51:35] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Final Variables Merged {"data":{"variables_count":190},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"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":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Initializing MathExecutor {"data":{"variables_count":190},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: MathExecutor variables set {"data":{"variables_count":190},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"4.39119"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"48.5707836"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.746045"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"12.2938197"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":7.63875},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] 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":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.3432"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"64.15459"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"1.118"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.08"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"5.572"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.004423515494200001},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":4.4235154942},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00035133004291666676},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.35133004291666675},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0033511481016666677},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":3.3511481016666673},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0068874224466667"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"6.8874224466667"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00334268473"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"3.34268473"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0044757086"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"4.4757086"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00035711690666667"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.35711690666667"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":4.637785264423341},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":12.5925},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":"0","result":0},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":"0","result":0},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":"0","result":0},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"12.7604"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":"12.7604","result":0},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"4.0975602497096"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":"4.0975602497096","result":0},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] 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":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] 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":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":277.95765408653995,"totalDenseWeight_before_formula":34.19833417603172},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":305.75341949519395},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Total Dense Weight formula executed {"data":{"formula":"totalDenseWeight * 1.1","computed_totalDenseWeight":37.618167593634894},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Total Cost result added to calculationsResults {"data":{"variable_id":8,"result":305.75341949519395,"dense_weight_expression":37.618167593634894},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":8,"totalDenseWeight":37.618167593634894},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":8,"sign_depth":"1"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":23.84,"height":20.09,"depth":"1"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":35.89,"height":19.02,"depth":"1"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":16.34,"height":19.02,"depth":"1"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":17.41,"height":19.02,"depth":"1"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":19.29,"height":20.09,"depth":"1"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":8.57,"height":8.84,"depth":"1"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":8.3,"height":8.84,"depth":"1"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:35] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":8.84,"height":8.84,"depth":"1"},"timestamp":"2026-01-28 10:51:35"} 
[2026-01-28 10:51:36] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1769597496_121c5b55c3f8dd335d498e9a5d41101d","bins_packed":[{"bin_data":{"w":36.19,"h":20.39,"d":6.5,"id":"unique","used_space":67.6963,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.39,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/480f91053f1885eccc84aa3cdbae3c22/1769597496-7315-3427344.svg","items":[{"id":"item-2","w":36.19,"h":19.32,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/480f91053f1885eccc84aa3cdbae3c22/1769597496-7309-3910770.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/480f91053f1885eccc84aa3cdbae3c22/1769597496-7311-1144758.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/480f91053f1885eccc84aa3cdbae3c22/1769597496-7311-7265583.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/480f91053f1885eccc84aa3cdbae3c22/1769597496-7312-2286263.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/480f91053f1885eccc84aa3cdbae3c22/1769597496-7312-2314549.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/480f91053f1885eccc84aa3cdbae3c22/1769597496-7313-7344324.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/480f91053f1885eccc84aa3cdbae3c22/1769597496-7314-9417891.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/480f91053f1885eccc84aa3cdbae3c22/1769597496-7314-1150013.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-01-28 10:51:36"} 
[2026-01-28 10:51:36] local.INFO: Box added from packed bin {"data":{"length":6.5,"width":36.19,"height":20.39,"denseWeight":37.618167593634894},"timestamp":"2026-01-28 10:51:36"} 
[2026-01-28 10:51:36] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":8.5,"width":38.19,"height":22.64},"quantity":1,"denseWeight":37.618167593634894}],"cheapestShippingCost":394.87895,"rawShippingRates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":60.18906814981583,"rate":472.9129069856992,"tariffAndDS":533.101975135515,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":868.5961827764635,"totalShipmentCostFormula":"((tariffAndDS (533.10197513551) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 868.6","warnings":[]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":60.18906814981583,"rate":270.25080667417126,"tariffAndDS":330.4398748239871,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":563.569455597583,"totalShipmentCostFormula":"((tariffAndDS (330.43987482399) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 563.57","warnings":[]},{"career":"fedex","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":37.618167593634894,"rate":360.1313063256756,"tariffAndDS":397.7494739193105,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":611.3409414139802,"totalShipmentCostFormula":"(( tariffAndDS (397.74947391931) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 611.34094141398","warnings":[]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":60.18906814981583,"rate":"350.55","tariffAndDS":410.73906814981586,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":454.73906814981586,"totalShipmentCostFormula":"(((tariffAndDS (410.73906814982) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 454.73906814982","warnings":["DHL USA Not Available (Width exceeds 97 cm)"]},{"career":"ups_karachi_frontend","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":0,"rate":245.64,"tariffAndDS":245.64,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":394.87895,"totalShipmentCostFormula":"(((tariffAndDS (245.64) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 394.87895","warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":0,"rate":826.1816759363489,"tariffAndDS":826.1816759363489,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":826.1816759363489,"totalShipmentCostFormula":"((tariffAndDS (826.18167593635) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 826.18167593635"}]}},"timestamp":"2026-01-28 10:51:36"} 
[2026-01-28 10:51:36] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":1.66},"timestamp":"2026-01-28 10:51:36"} 
[2026-01-28 10:51:36] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":"32.39","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":310.0,"total_production_cost":510.0,"totalDenseWeight":37.618167593634894,"totalVolumetricWeight":24.5,"bin_packing_result":{"response":{"id":"1769597496_121c5b55c3f8dd335d498e9a5d41101d","bins_packed":[{"bin_data":{"w":36.19,"h":20.39,"d":6.5,"id":"unique","used_space":67.6963,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.39,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/480f91053f1885eccc84aa3cdbae3c22/1769597496-7315-3427344.svg","items":[{"id":"item-2","w":36.19,"h":19.32,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/480f91053f1885eccc84aa3cdbae3c22/1769597496-7309-3910770.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/480f91053f1885eccc84aa3cdbae3c22/1769597496-7311-1144758.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260128/480f91053f1885eccc84aa3cdbae3c22/1769597496-7311-7265583.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}},"shipping_rates":{"data":[{"career":"dhl_small","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":60.18906814981583,"rate":472.9129069856992,"tariffAndDS":533.101975135515,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":868.5961827764635,"totalShipmentCostFormula":"((tariffAndDS (533.10197513551) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 868.6","warnings":[]},{"career":"dhl_heavy","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":60.18906814981583,"rate":270.25080667417126,"tariffAndDS":330.4398748239871,"fuelSurcharge":"0.2975","gst":"0.1600","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":563.569455597583,"totalShipmentCostFormula":"((tariffAndDS (330.43987482399) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.2975)) * (1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 563.57","warnings":[]},{"career":"fedex","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":37.618167593634894,"rate":360.1313063256756,"tariffAndDS":397.7494739193105,"fuelSurcharge":"0.3250","gst":"0.1600","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":611.3409414139802,"totalShipmentCostFormula":"(( tariffAndDS (397.74947391931) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.3250)) * ( 1 + gst (0.1600))) + DdpService (0) + isRemotePrice (0) = 611.34094141398","warnings":[]},{"career":"fedex_flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"dhl_usa","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":60.18906814981583,"rate":"350.55","tariffAndDS":410.73906814981586,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":22,"overlengthSurcharge":22,"isRemotePrice":0,"totalShipmentCost":454.73906814981586,"totalShipmentCostFormula":"(((tariffAndDS (410.73906814982) + overlengthSurcharge (22) + overweightSurcharge (22)) * (1 + fuelSurcharge (0.0000))) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 454.73906814982","warnings":["DHL USA Not Available (Width exceeds 97 cm)"]},{"career":"ups_karachi_frontend","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":0,"rate":245.64,"tariffAndDS":245.64,"fuelSurcharge":"0.3250","gst":"0.1500","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":12,"isRemotePrice":0,"totalShipmentCost":394.87895,"totalShipmentCostFormula":"(((tariffAndDS (245.64) + overlengthSurcharge (12) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.3250)) + 2) * (1 + gst (0.1500))) + DdpService (0) + isRemotePrice (0) = 394.87895","warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":0,"rate":826.1816759363489,"tariffAndDS":826.1816759363489,"fuelSurcharge":"0.0000","gst":"0.0000","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":826.1816759363489,"totalShipmentCostFormula":"((tariffAndDS (826.18167593635) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.0000)) * (1 + gst (0.0000))) + DdpService (0) + isRemotePrice (0) = 826.18167593635"}]},"cheapest_shipping_cost_usd":400.0,"totalCost":910.0,"productionResults":[{"material_id":1,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":null,"sequence_no":1},{"material_id":2,"dense_weight_expression":4.39119,"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 Face.","sequence_no":2},{"material_id":3,"dense_weight_expression":1.746045,"result":"12.2938197","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":0.004423515494200001,"result":4.4235154942,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.00035133004291666676,"result":0.35133004291666675,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.0033511481016666677,"result":3.3511481016666673,"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":0.0068874224466667,"result":"6.8874224466667","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00334268473,"result":"3.34268473","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":0.0044757086,"result":"4.4757086","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00035711690666667,"result":"0.35711690666667","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":4.637785264423341,"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":4.0975602497096,"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":37.618167593634894,"result":305.75341949519395,"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":"32.39","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":"32.39","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","neon_color":null,"uv_printing_needed":null},"TATDays":21,"testDenseWeight":0},"timestamp":"2026-01-28 10:51:36"} 
[2026-01-28 10:51:36] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-01-28 10:51:36"} 
[2026-01-28 10:51:38] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":32.39,"sign_width":"120","dimensions":[{"id":"0def4add-70b5-45f1-b749-49fcd6d6214d","height":20.09,"width":23.84},{"id":"f57e0923-1f55-4c00-af27-a54238c7c341","height":19.02,"width":35.89},{"id":"464bb3e9-6805-4efa-b2bc-17c470200ee5","height":19.02,"width":16.34},{"id":"e36a739e-344d-4081-a465-8608be68ef9b","height":19.02,"width":17.41},{"id":"e71ea42e-739d-444f-94b9-f9116a56b479","height":20.09,"width":19.29},{"id":"dde69354-9d96-42ff-ae82-e3b0bc01ca22","height":8.84,"width":8.57},{"id":"4c49dd7f-e196-4318-bd0b-9685fd9bd36b","height":8.84,"width":8.3},{"id":"827e282f-0ea1-46c4-a5e5-e163551a03aa","height":8.84,"width":8.84}]},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":32.39,"sign_width":"120","dimensions":[{"id":"0def4add-70b5-45f1-b749-49fcd6d6214d","height":20.09,"width":23.84},{"id":"f57e0923-1f55-4c00-af27-a54238c7c341","height":19.02,"width":35.89},{"id":"464bb3e9-6805-4efa-b2bc-17c470200ee5","height":19.02,"width":16.34},{"id":"e36a739e-344d-4081-a465-8608be68ef9b","height":19.02,"width":17.41},{"id":"e71ea42e-739d-444f-94b9-f9116a56b479","height":20.09,"width":19.29},{"id":"dde69354-9d96-42ff-ae82-e3b0bc01ca22","height":8.84,"width":8.57},{"id":"4c49dd7f-e196-4318-bd0b-9685fd9bd36b","height":8.84,"width":8.3},{"id":"827e282f-0ea1-46c4-a5e5-e163551a03aa","height":8.84,"width":8.84}]}},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"0def4add-70b5-45f1-b749-49fcd6d6214d","height":20.09,"width":23.84},{"id":"f57e0923-1f55-4c00-af27-a54238c7c341","height":19.02,"width":35.89},{"id":"464bb3e9-6805-4efa-b2bc-17c470200ee5","height":19.02,"width":16.34},{"id":"e36a739e-344d-4081-a465-8608be68ef9b","height":19.02,"width":17.41},{"id":"e71ea42e-739d-444f-94b9-f9116a56b479","height":20.09,"width":19.29},{"id":"dde69354-9d96-42ff-ae82-e3b0bc01ca22","height":8.84,"width":8.57},{"id":"4c49dd7f-e196-4318-bd0b-9685fd9bd36b","height":8.84,"width":8.3},{"id":"827e282f-0ea1-46c4-a5e5-e163551a03aa","height":8.84,"width":8.84}],"sign_height_raw":32.39,"sign_width_raw":"120"},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":33.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Dimension Calculation {"data":{"dim_id":"0def4add-70b5-45f1-b749-49fcd6d6214d","height":20.09,"width":23.84,"ceilHeight":21.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Dimension Calculation {"data":{"dim_id":"f57e0923-1f55-4c00-af27-a54238c7c341","height":19.02,"width":35.89,"ceilHeight":20.0,"ceilWidth":36.0,"biggerDimension":36.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":65,"sign_type_id":1,"heightOrWidth":"36.00","return":2,"price":492,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Dimension Calculation {"data":{"dim_id":"464bb3e9-6805-4efa-b2bc-17c470200ee5","height":19.02,"width":16.34,"ceilHeight":20.0,"ceilWidth":17.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":33,"sign_type_id":1,"heightOrWidth":"20.00","return":2,"price":199,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Dimension Calculation {"data":{"dim_id":"e36a739e-344d-4081-a465-8608be68ef9b","height":19.02,"width":17.41,"ceilHeight":20.0,"ceilWidth":18.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":33,"sign_type_id":1,"heightOrWidth":"20.00","return":2,"price":199,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Dimension Calculation {"data":{"dim_id":"e71ea42e-739d-444f-94b9-f9116a56b479","height":20.09,"width":19.29,"ceilHeight":21.0,"ceilWidth":20.0,"biggerDimension":21.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":35,"sign_type_id":1,"heightOrWidth":"21.00","return":2,"price":223,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Dimension Calculation {"data":{"dim_id":"dde69354-9d96-42ff-ae82-e3b0bc01ca22","height":8.84,"width":8.57,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Dimension Calculation {"data":{"dim_id":"4c49dd7f-e196-4318-bd0b-9685fd9bd36b","height":8.84,"width":8.3,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Dimension Calculation {"data":{"dim_id":"827e282f-0ea1-46c4-a5e5-e163551a03aa","height":8.84,"width":8.84,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":1593,"result":[{"id":"0def4add-70b5-45f1-b749-49fcd6d6214d","height":20.09,"width":23.84,"depth":2,"price":264},{"id":"f57e0923-1f55-4c00-af27-a54238c7c341","height":19.02,"width":35.89,"depth":2,"price":492},{"id":"464bb3e9-6805-4efa-b2bc-17c470200ee5","height":19.02,"width":16.34,"depth":2,"price":199},{"id":"e36a739e-344d-4081-a465-8608be68ef9b","height":19.02,"width":17.41,"depth":2,"price":199},{"id":"e71ea42e-739d-444f-94b9-f9116a56b479","height":20.09,"width":19.29,"depth":2,"price":223},{"id":"dde69354-9d96-42ff-ae82-e3b0bc01ca22","height":8.84,"width":8.57,"depth":2,"price":72},{"id":"4c49dd7f-e196-4318-bd0b-9685fd9bd36b","height":8.84,"width":8.3,"depth":2,"price":72},{"id":"827e282f-0ea1-46c4-a5e5-e163551a03aa","height":8.84,"width":8.84,"depth":2,"price":72}]},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":33.0},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.844"},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1691.98,"taxFactor":0.0887,"tax":150.078626},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Box Calculation Details {"data":{"breadth":39.0,"boxDepth":8,"oneBoxCapacity":65.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":65.0,"widthOfHalfBox":55.0},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":296.28776978417267,"shippingWeightInKG":134.37087065041842},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":134.37087065041842,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1593,"PSUCost":98.98,"tax":150.078626,"shippingRate":130,"miscellaenous":0,"signPrice":1972.058626},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":32.39,"sign_depth":2,"totalCost":1972.058626,"TATDays":7,"baseProductionCost":1593,"productionCost":1691.98,"PSUCost":98.98,"tax":150.078626,"shippingCost":130,"uniqueReturns_count":2,"objects_count":8},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"0def4add-70b5-45f1-b749-49fcd6d6214d","height":20.09,"width":23.84},{"id":"f57e0923-1f55-4c00-af27-a54238c7c341","height":19.02,"width":35.89},{"id":"464bb3e9-6805-4efa-b2bc-17c470200ee5","height":19.02,"width":16.34},{"id":"e36a739e-344d-4081-a465-8608be68ef9b","height":19.02,"width":17.41},{"id":"e71ea42e-739d-444f-94b9-f9116a56b479","height":20.09,"width":19.29},{"id":"dde69354-9d96-42ff-ae82-e3b0bc01ca22","height":8.84,"width":8.57},{"id":"4c49dd7f-e196-4318-bd0b-9685fd9bd36b","height":8.84,"width":8.3},{"id":"827e282f-0ea1-46c4-a5e5-e163551a03aa","height":8.84,"width":8.84}],"sign_height_raw":32.39,"sign_width_raw":"120"},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":33.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Dimension Calculation {"data":{"dim_id":"0def4add-70b5-45f1-b749-49fcd6d6214d","height":20.09,"width":23.84,"ceilHeight":21.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Dimension Calculation {"data":{"dim_id":"f57e0923-1f55-4c00-af27-a54238c7c341","height":19.02,"width":35.89,"ceilHeight":20.0,"ceilWidth":36.0,"biggerDimension":36.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":66,"sign_type_id":1,"heightOrWidth":"36.00","return":3,"price":516,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Dimension Calculation {"data":{"dim_id":"464bb3e9-6805-4efa-b2bc-17c470200ee5","height":19.02,"width":16.34,"ceilHeight":20.0,"ceilWidth":17.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":34,"sign_type_id":1,"heightOrWidth":"20.00","return":3,"price":209,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Dimension Calculation {"data":{"dim_id":"e36a739e-344d-4081-a465-8608be68ef9b","height":19.02,"width":17.41,"ceilHeight":20.0,"ceilWidth":18.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":34,"sign_type_id":1,"heightOrWidth":"20.00","return":3,"price":209,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Dimension Calculation {"data":{"dim_id":"e71ea42e-739d-444f-94b9-f9116a56b479","height":20.09,"width":19.29,"ceilHeight":21.0,"ceilWidth":20.0,"biggerDimension":21.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":36,"sign_type_id":1,"heightOrWidth":"21.00","return":3,"price":234,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Dimension Calculation {"data":{"dim_id":"dde69354-9d96-42ff-ae82-e3b0bc01ca22","height":8.84,"width":8.57,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Dimension Calculation {"data":{"dim_id":"4c49dd7f-e196-4318-bd0b-9685fd9bd36b","height":8.84,"width":8.3,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Dimension Calculation {"data":{"dim_id":"827e282f-0ea1-46c4-a5e5-e163551a03aa","height":8.84,"width":8.84,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":1673,"result":[{"id":"0def4add-70b5-45f1-b749-49fcd6d6214d","height":20.09,"width":23.84,"depth":3,"price":277},{"id":"f57e0923-1f55-4c00-af27-a54238c7c341","height":19.02,"width":35.89,"depth":3,"price":516},{"id":"464bb3e9-6805-4efa-b2bc-17c470200ee5","height":19.02,"width":16.34,"depth":3,"price":209},{"id":"e36a739e-344d-4081-a465-8608be68ef9b","height":19.02,"width":17.41,"depth":3,"price":209},{"id":"e71ea42e-739d-444f-94b9-f9116a56b479","height":20.09,"width":19.29,"depth":3,"price":234},{"id":"dde69354-9d96-42ff-ae82-e3b0bc01ca22","height":8.84,"width":8.57,"depth":3,"price":76},{"id":"4c49dd7f-e196-4318-bd0b-9685fd9bd36b","height":8.84,"width":8.3,"depth":3,"price":76},{"id":"827e282f-0ea1-46c4-a5e5-e163551a03aa","height":8.84,"width":8.84,"depth":3,"price":76}]},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":33.0},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.844"},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1771.98,"taxFactor":0.0887,"tax":157.17462600000002},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Box Calculation Details {"data":{"breadth":39.0,"boxDepth":8,"oneBoxCapacity":65.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":65.0,"widthOfHalfBox":55.0},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":296.28776978417267,"shippingWeightInKG":134.37087065041842},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":134.37087065041842,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1673,"PSUCost":98.98,"tax":157.17462600000002,"shippingRate":130,"miscellaenous":0,"signPrice":2059.154626},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":32.39,"sign_depth":3,"totalCost":2059.154626,"TATDays":7,"baseProductionCost":1673,"productionCost":1771.98,"PSUCost":98.98,"tax":157.17462600000002,"shippingCost":130,"uniqueReturns_count":2,"objects_count":8},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":32.39,"sign_width":"120","shipping_weight":37.618167593634894,"shape":"rectangular","dimensions":[{"id":"0def4add-70b5-45f1-b749-49fcd6d6214d","height":20.09,"width":23.84},{"id":"f57e0923-1f55-4c00-af27-a54238c7c341","height":19.02,"width":35.89},{"id":"464bb3e9-6805-4efa-b2bc-17c470200ee5","height":19.02,"width":16.34},{"id":"e36a739e-344d-4081-a465-8608be68ef9b","height":19.02,"width":17.41},{"id":"e71ea42e-739d-444f-94b9-f9116a56b479","height":20.09,"width":19.29},{"id":"dde69354-9d96-42ff-ae82-e3b0bc01ca22","height":8.84,"width":8.57},{"id":"4c49dd7f-e196-4318-bd0b-9685fd9bd36b","height":8.84,"width":8.3},{"id":"827e282f-0ea1-46c4-a5e5-e163551a03aa","height":8.84,"width":8.84}]}},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Validation Passed {"data":[],"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Input Parameters {"data":{"dimensions_count":8,"shape":"rectangular"},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face-Lit 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)","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":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-01-28 10:51:38"} 
[2026-01-28 10:51:38] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":866.3199999999999,"dimensions_count":8},"timestamp":"2026-01-28 10:51:38"}