[2026-04-15 07:44:52] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"203.67","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php7B55.tmp"}},"file_present":true},"timestamp":"2026-04-15 07:44:52"} 
[2026-04-15 07:44:53] local.INFO: Validation Passed {"data":{"sign_width_or_height":"203.67","user_input_dimension":"width"},"timestamp":"2026-04-15 07:44:53"} 
[2026-04-15 07:44:57] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":11},"timestamp":"2026-04-15 07:44:57"} 
[2026-04-15 07:44:57] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":11},"timestamp":"2026-04-15 07:44:57"} 
[2026-04-15 07:44:57] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":11},"timestamp":"2026-04-15 07:44:57"} 
[2026-04-15 07:44:57] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":11},"timestamp":"2026-04-15 07:44:57"} 
[2026-04-15 07:44:57] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"203.67"},"timestamp":"2026-04-15 07:44:57"} 
[2026-04-15 07:44:57] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"203.67","file_size":41357},"timestamp":"2026-04-15 07:44:57"} 
[2026-04-15 07:44:57] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_co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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":163,"y":244,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.92,"bounding_box_area":880,"exact_perimeter":118.18,"approximate_perimeter":111.03,"convex_hull_perimeter"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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":495,"y":241,"width":152,"height":178},"scaled_width":27.18,"scaled_height":31.83,"actual_filled_area":261.47,"bounding_box_area":865,"exact_perimeter":159.51,"approximate_perimeter":140.84,"convex_hull_perimeter":95.13,"perimeter_pixels":892.0214280248111,"original_contour_points":395,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.17,"compactness":0.1291,"perimeter_to_area_ratio":0.6101},"image_base64":"data:image/png;base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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":334,"y":241,"width":137,"height":178},"scaled_width":24.5,"scaled_height":31.83,"actual_filled_area":301.75,"bounding_box_area":779,"exact_perimeter":180.49,"approximate_perimeter":156.37,"convex_hull_perimeter":93.28,"perimeter_pixels":1009.3767670841386,"original_contour_points":440,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.3,"compactness":0.1164,"perimeter_to_area_ratio":0.5981},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":241,"width":151,"height":178},"scaled_width":27,"scaled_height":31.83,"actual_filled_area":262.03,"bounding_box_area":859,"exact_perimeter":158.9,"approximate_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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":483,"y":2,"width":128,"height":172},"scaled_width":22.89,"scaled_height":30.76,"actual_filled_area":298.68,"bounding_box_area":704,"exact_perimeter":176.21,"approximate_perimeter":166.12,"convex_hull_perimeter":105.66,"perimeter_pixels":985.4558441227159,"original_contour_points":28,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.34,"compactness":0.1209,"perimeter_to_area_ratio":0.59},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":309,"y":2,"width":135,"height":175},"scaled_width":24.14,"scaled_height":31.29,"actual_filled_area":272.74,"bounding_box_area":755,"exact_perimeter":153.64,"approximate_perimeter":147.2,"convex_hull_perimeter":101.23,"perimeter_pixels":859.2203461105336,"original_contour_points":151,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.3,"compactness":0.1452,"perimeter_to_area_ratio":0.5633},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-15 07:44:57"} 
[2026-04-15 07:44:57] local.INFO: Nested area calculated {"data":{"nestedArea":8518.147},"timestamp":"2026-04-15 07:44:57"} 
[2026-04-15 07:44:58] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"6a763f14-574c-4e71-9ea0-6ee3ebad7d37","height":30.76,"width":28.61,"perimeter":118.18,"area":348.11,"image":"data:image/png;base64,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"},{"id":"3c231459-678e-417d-a5cd-aa69aeb1a01e","height":30.76,"width":28.61,"perimeter":118.18,"area":347.92,"image":"data:image/png;base64,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"},{"id":"238ca76c-0014-4157-8051-b59fd77baf08","height":31.83,"width":27.18,"perimeter":159.51,"area":261.47,"image":"data:image/png;base64,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"},{"id":"e2343be8-a86e-4a83-be32-f21ad478ecac","height":31.83,"width":24.5,"perimeter":180.49,"area":301.75,"image":"data:image/png;base64,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"},{"id":"3166c887-36f4-4dbc-8404-a497a33abec2","height":31.83,"width":27,"perimeter":158.9,"area":262.03,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJsAAAC2CAYAAADOU/9kAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1deXAcR919MzvHXlppdVi2EtuSLd/Gdpwo2MTOAQk4IRDH4CKcIQUF5ghQHAUh55cUhBgoKgZcgKlAhQqHyWFITEIcCOSiYggmIRZWHMexbFmyZEnWtVrt7uz7/pC6PbO7klbSyNYxr6pLq9nZnpnuN7+rf90NePBwhqCc7RuYDEin07QsC5qm2Y9BVVWQHPK3JKGqqvyNoihQVXVatvu0fOjBkEqlaFkWOjs70dzcjLa2Nhw6dAhtbW1obW3FqVOn0NLSguPHj6OtrQ19fX3w+/1D1jl79mxEo1EUFxcjFAohEomgoqICc+fORWlpKRYvXiyJa5rmlO6PKf1wQyGdTrOjowNdXV1obGzE4cOHcezYMTQ2NuLNN9/EgQMHUF9fD8uyEI/HkU6noWkaVFVFKpWSBEmn08NeS1VVGIaBRCKBdDqNQCCAmTNnoqSkBJWVlSgqKkJVVRWWLl2KefPmobS0FKFQCLquIxQKTZk+mjIPMhQsyyJJkEQsFsPBgwfx9NNP48UXX8Szzz6Ljo4OxONxAICiKDAMA6lUCpZlQdd1JJNJ+Z2iKJJg4v+hINSsXd2Ka2iahp6eHqiqinA4jHg8jkQigfLycrz97W/HunXrsHbtWsyfPx+RSET8dtL22aS98XwQj8fZ29uLZ599Fo899hj++c9/4vjx4zh16hT6+voAAIZhIJ1OO0gxlLQS9teA7SWJOBhM05TEFb+zEy8SiaCnp0d+n3lOJBLBzJkzsWDBAlx00UW46qqrsHLlSnHepOq/SXWz+aCvr4/xeBz//ve/8fzzz+PXv/41WlpacOrUKQD9ZEqlUgD6iSBIB8ChFlVVhaZpSKVSEFIxE/n0tfidoijw+XzyuKZpMAwDnZ2dAPpJr+s6UqkUEomEPCeTzFVVVbj00kuxadMmXHLJJSgoKBD1T7m+nJCwLIvpdJpHjhzh1q1buXDhQgKgz+djMBikpmkEkFVM05TFMAwqiuL43v67zO9UVaWqqjnrzaxD0zQahkFd17O+sx9TFIW6rtPn8znO8/v9DAQCjuPhcJjz5s3jrbfeyn/+858kyXQ6PbRr7GH0sCyLzc3N/PGPf8y3vvWtDAQCjk7K7DRVVanrOk3THJQoiqLQ5/PJ7xVFoaqq9Pl8knDiHHFsqJJ5fftvdF3PqtN+3eFeAE3T5P1deumlfOihh9jd3c1EIuGRzi2QZH19PR9++GHOmTNHkmywDprqxU5AO+k4XBDQQ25wAPX19bz77ru5bNkyqU7s5LJLrOlEOtM0GY1G5f8bN27kM888w/b2dqZSKY90+UKQ7Prrr6ff72cwGGRxcbGjsXOprelAtlzPqOs6DcOgz+fjZZddxldffZUk2dbW5pFuMHR2drKjo4Pbtm3jihUrshpWGNfCDpsO5MpVBLmE3ZfZFpWVlbzlllt47NgxT7VmgiQty+Jjjz3GpUuXSptM0zQWFRXR7/cTgDTShTeJgca1G9pTvWQ6RXaHRtd12VYAuGHDBv7tb3/z1CoAaZc9+OCDXLNmDQFIz1E0IjIaWxBuuGNTuWiaxoKCgizPVrRFMBhkOBwmAIZCIW7bto2WZTEej09P0gm77Pbbb+fChQupaZpsINM0WVBQIBvQNE2Gw+FBVacg5nRQq6KNgH7nyDAM+exC2gsJZ5dy1113Hevq6qZXmCSdTpMk9+3bx3e/+91DNiYGGs4utexST9M0h/SbLqoUcMb+Mp/brmr9fj91XWdBQQFXrlzJ5557ju3t7VOfcEJt3nrrrQ63XRAHLnRCJgGFLaPretYIga7rWaGTXMS2120/bzBbMddLIAKymXFBRVEc5w8VJM63iN+KUQ/xHOK+d+zYQZLs7OycmqQjydraWn7qU59iVVWVJIJoCLfIhhyNbj/m9/uH7ET7b+wdNthv7Ab6YLakvT7xNxAI0O/3O0gpiDhWsmXeu70ItfvpT3+aJNna2jq1CNfR0cH//e9/3LBhg4NUdo/SLbIFAgGappnV8cIOtB+zk8jn80kbJ7OjDcOQjotQS4Op7Mzny/SaM4k0kuGvkRZBsEwprCgKg8EgP/GJTwhlMzUIl0wm+fDDD7O0tJSaptE0Tdkp9o5x25scrLN8Pp8cKBeB0MxzMgfM7RIh17mmaeYkoLiWuA8xVmsnmmEY9Pv9DhXtFtkypa7P56NhGCwoKJAv1uc+9zmS5KlTp1wn3BlNS2lra+NvfvMbfO1rX0MsFoOqqlAUReZyiRQce36Zm1AUBZqmyeuQhGVZMuVIwDRNaJoGkigtLcXMmTNRXl6OYDCIgoICzJgxA9FoFJqmIRqNyrQgUVdvby96enrQ29uLpqYmJBIJNDc3o76+Hq2trUilUkgmk47rivkN9mO55jiMpV1Esqc9G8myLITDYXR3dyMYDCIWi+HDH/4wfvWrX4lzXeOINvwp7oAkt23bhq985SuyQTVNk7lbA+c4EgdFPtlYoOs6gH4Cp9NpJJPJrBwxTdNQUFAA0zRRVFSE6upqrFq1CvPmzcPKlStRVlaG0tJSGIYhkyaBwXPIhCYS6eOmaSKdTuONN95AbW0tamtr8a9//Qv79+/H0aNH5T2J5xcv4WB5dKNF5u2ShM/nQ3d3t4NwO3fuRCgUwr333guSnFS5ct3d3fzJT37CwsJCAs5whoj/5FJfmflfYymZ3qdQHxdddBFvvvlmvvjii4zFYiTJZDLJZDI5braLyL8byCTmk08+yU9+8pOsrKzM8obH20GwB8vt9qSqqvzMZz7D5ubmyWPD9fX1cfv27QyFQo4Hssd+cuV1YZSNmlkyO2jWrFm89tpruWPHDu7bt4+dnZ1MJBJntUFJMpFI8Pjx4/zzn//Mr3zlK1yyZIlrNttQoQ/xvWEYDntS9NeNN944OeJwJPmd73xHGp+CaJkG93DFTkwhneyD8HaJZY+Si3NM0+SqVat42223ce/evezp6Zmwb6vwBv/zn//wnnvuYVlZmXyeYDAopY4gA3I8t3C6RlMyya2qKn/84x9P2PYC0D8H8/vf/z7Ly8sJgAUFBY4BdYygAezDLuLNE16fPVtVnB8IBOS1ampq+Mtf/pJipGIyjQd2d3ezs7OT27Zt49KlSx0qTjyv8HzFd8FgULaRXS3mW3JJ0vLycj7++OPs7e2deG1Hknfffbe00WATy7BJqnyGk+wq1e/352xAETOyR+PXrFnDRx99lK2trezr65t4jTQCiHHjLVu2yDw+n8/nGFwXcykw0CaZw3z5lkyyCcFw4YUXsr29nZZlTZy2tCyLDz30kCRaJBLJilFlqsKhip1s9iBoJumEhKuurubWrVvZ0NAwpVJpBua+8vnnn+fmzZtlG4bDYUdwFrZ2Ho3tm0uyiVGWL37xixNHnZLkwYMHOWfOHNkQdimWOQ44ErstU/WapslgMOiwyz772c+yoaFh4jTIOEA4E9u3b5c2HDJMDdEmbqlRYbIoisLvf//7E6N9GxsbeeWVV2apTdhuGDayIM+Ht//NTJUBwLVr1/KBBx5gV1fXxGiIMwDLsrhnzx6ef/75xIBpItrcTriRlkyyiWmEIkpgGAb/8Y9/nN12PnXqFO+66y4C4DnnnCPJFAgEsqSSGJLJfNBcJdOui0aj8rfl5eX8yEc+wmeeeWbakMyOZDLJY8eO8bLLLstSo4MNpw1XBovt2e23DRs2MBaLnZ32tiyLv/vd77LeKPFG2I9lDkTneuDMItKC7MdKS0t58803Sy/zTD/zREEymWRTUxM3bdpEoN/rt4eFMEayCYKJ8WNB4LvuuuvMtztJvv7666yoqHDcbL5EygxUCjIqiiJDG+I70XglJSX8wx/+QDFX4Yw+8ARELBZjd3c33/ve98qXPHOQHxltPlJ7LhgMSm2lqioXLlzIurq6MzsLv729XXpHmXlemZMxBiuBQEA6E5kqV+R6ic8zZ87k888/z2QyOe1JZkdLSwtPnjwpCQebKtU0TWoHe//kMyIxlHTcsmXLmXvZLcvij370o6ybsKfHDPcwuSSg3+93uPQYaLhly5bxtdde86TZIIjH4zx58iTf8Y53OF7awSZu5+OkZfaPffQnGo3y73//+/irU5J87rnnuGDBAscbYHfBh3sQ+wML0Z5pn4l43erVq/nmm296Em0YdHR08NVXX+WCBQuyPHlRRPuOxGYGTuffiSFCVVW5cePG8Y9nkuQ111wj9bm4GXvsJ58i3jq7yhXHhNd53nnn8fXXX/ckWp6Ix+PctWtX1kQX8XmkY6dCStolpMh+1nWdP//5z8dPupHkzp07pacpxibtXtBI3W77+ZFIRB6bPXs2n3rqqWntcY4GsViMN910k4y92dO4BpN4uUqm9BN9LPpL0zQuXLhwfPqnpaWFbW1tXLlypUNt2kcHxOSN4R7EXkRjFBcXywaKRqN88cUXPaKNAl1dXUwkEnz/+98/qNrMxyMVfSp+GwqF5Fi0mAANgA888ID7/USSt912m0P1CWIFAgGHGs0nuyPzHPHGRKNRbtu2zSPaGBCLxfjYY49x8eLFDsLkUotDFUVRpACwRwwEWYuLi7l69Wp2dXW511fJZJL/+Mc/WFFR4TDs803uGyw6nRmE9Pl8/PCHP+ytpOgCSPK73/2ugxx2yeRGcqaw3Z544gn3hANJfuYznxn1JNpcZBOpMEVFRVJKrl+/nrW1tZ5UcwlNTU1cvny5zIOzz2hzi2wA+IlPfMIdJ66vr48NDQ2cMWOGvNGRvhmDSTa7WNZ1nY8//rhHNBdBkvfddx/9fn/W+ihjJZs9kXPGjBlsaGgYe7+R5Oc//3nH5IiRvhm5yCZ+Y5omA4EA77jjDo9o44BEIsFrr71WmisiijBWstkX+wHA3//+92NbrKanp4d1dXWO8TEMIakGK7nOF3aa3+/nmjVrGI/HPbKNA0jyhRdeoGEY0mTJRTiMQo3CZg9u2rRpbI4CSd5xxx1S5Q1mr41WjYr6fvvb33pOwTiCJLds2eJwFNxQo6IuoD/rZO/evaMXGIcPH+aqVauyxjzdsNlEfG3jxo2TY8rYJEY6nWZtba0MmruhRu1hFPH7LVu2jI5sqVSK27dvdyyykvl3LGQTb8TDDz/sqc8zgHQ6zQsuuMCxbJcbalRRTue+6bo+OlVKUt4cbEwe6QiBKIFAwDHkoWkaN23axI6ODo9oZwCpVIq7d+8edNKRIJ2YM2K30Q3DyJrDa5/YbBce//rXv7L6c8i1PkjyL3/5C5qamrI2D8tn60Pg9H5QPp8PiqKgr69P/tY0TViWheuvv17uOudhfKFpmtLS0sKZM2eiubkZqVRKLrZDUq45QttaJX6/Hz6fD729vY61WVRVRSKRkDsXqqoKy7KgKAoaGhpGdmMk+bGPfcwhXsUbMdJpYvYtfOxGZU1NzaSf1znZQJJf+MIXcm6rpCjZGdL270KhEKPR6KDp/YFAgCtWrOBf//rXkfXpm2++KdO9M8fVRqLjxQOI/8VEW0VRxjc9xUNOxGIxHjhwgKWlpVIQRCIRhsPhQfMQhVq1HwuFQiwtLeWyZcu4YcMG3n777dyzZw+PHDkyslgbSd5///0OyQQb6fIlWuaGY8Dp2dqrVq1yd/DWQ94gyQ984AODaijDMBgKhbIknM/n4+zZs/me97yH3/jGN7h7924eOnSIiUSC6XR6yFlXQ9pse/bsAQCpz4F+W00ZWFAuH4FkGAbi8ThIIhAIIBaLobu7G5qm4brrrkMoFMqrcTy4i97eXtxwww149NFH5Z6rYr/7WCyGRCKBRCKBwsJCLFmyBG9961tx3nnnYeXKlViwYAFCoZBc1DAYDOa1ftugZNu/fz9eeOEFuYCcMADtm7/mA/vCe3anoqSkBO9617ugqurkWWhuCiEYDCqdnZ0UjpsysJV4KBTC4sWLUVNTg5qaGlRXV2PevHk499xzAYxtE92cZOvq6uKjjz6KQ4cOAYBchtROsHyvaVkW/H4/4vG43Ic9EomgrKwMFRUVo71vDy7A7/fjzjvvxBtvvIF0Oo01a9Zg/fr1mDVrFnRdd32Z05xIJpO8/PLL5SRjDBKczSf5zm5w2vc62L59+8RcgmmagRk44zfQ0dHBRYsWDelx5ku2XOcWFRXxlVde8YjmAdi7d69jZvpQ0i3zeK5in56naRrPO++86bVnkgcAQJaVT5J79uxBIpGAaZqD2mb5SlxlYOl54Sjouo6amhq5PLyH6YMssqXTaezevRvA6bX5lYy18wXyIZz9nGAwCMMwcPXVV4/6hj1MIZw8eVIOtood8Ma6naJ9M9rKykq2tLR4KnQaIkuyHThwAL29vTAMI2tzilFfZCBkYlkWVq9e7Q26T1M4yJZKpXjw4EEAcNWm6u3tBdCvjtesWTMuWwV5mPhwkM3n82Hv3r0wTVMSxL6PVD7xPcW2P5I4307c1atXw+/3e6MG0xAOsh05cgS1tbUyZynfIanhkE6noaoqzjnnHMyaNcuVOj1MPjjYdPjwYbz66qtyAy03oCiKTJ5cuXIl5s6d60q9HiYfHGQ7efIkWltbZUZHvtm4+cCyLKxdu9bL8pjGkGQjycbGRgCnpZEbICmzRWpqasZ/YNfDhIVDstXW1gLAiNOIhoNIX1m0aJEr9XmYnHCwaf/+/ZJgmqa5Kt2i0SjKyspcqc/D5ISDbMePH5dDVG45CEKFFhUVIRAIuFKnh8kJSbaenh6kUikZG+vr63NFjQrpuHTp0rwTLj1MTchM3RMnTiAWi0ly5DvHYNgLaBpIyrRiD9MXUnQdOnQI3d3dSKVSUFXVNbIBQCAQwJIlS1ypy8PkhQoAr7zyCg8dOoREIiEJ5hbRUqkU/H4/Fi1a5IU9pjmkZKuvr5cHxfR7t1BUVISqqirX6vMwOaEC/fbZ0aNH5UE3iaZpGkpKSjBjxgzX6vQwOaEC/eQ6fvx41pQ9t7ReOByGYRiu1OVh8kKSrb29/fTBAbK5EfpIpVLw+XxIpVJjrsvD5IYG9HuLIq3I7oUKSTcU8pF+1dXVXkDXw2kHQayrZU969JxHD25Ckk0sLuK2Jwp4pPXQDw3oH1Lq6enJirF5cwU8uAkVOE02ATeTJgebc+ph+kGq0VgsNi4X8MjmQUAGdUVGrfjf/teDBzcgyQY442tuSiSPtB6AAbLpug7gtK1mWZZjlcmxwO2JMx4mL6SD4MHDeEMFTo8UkJQqzwt7eHAbKgA5bml3EsQsdg8e3IJUo2Kiix2edPPgJlSg3/sUM9XtBPPI5sFNqEB/gmNBQcHZvhcPUxwq0D9HVOzuAfTHxTx7zYPbUIH+rRhJIhgMyvXY0um0feOFQYvIEhksW4QkTNP0kic99Gd9iMRJMTHZ5/MhnU7nlTw5HHw+H7q7u71RBA/9kk1siGVZlpRsbkX+FUXByZMnPbJ5OO2Nzps3T9ppYgddN5BKpdDe3u7ZgB5OD8RXVVU5Ym1CnboB+1bPHqYvNKDfVispKZFLL4j9Re0LzYwWqqoimUyio6PDlRv2MHmhAsCKFSuU8vJyKcnS6bSrg/Pt7e144403XKvPw+SENKRmz56NcDgs95pSFCXnENZIkU6n0draiiNHjoy5Lg+TG5JsK1euRFFRkcxlcyPsAfSr0dbWVrmvgofpC0k20zTlKIJYmt6NcIWoo6GhAclk0htsncZwkK2oqAiqqsq8Njf2rhJkq62tdUUte5i8kGQzDAMVFRWObR/dgBjCEiuRe5i+cERa58yZIz+7FWMTtl99fb2XsjTNYd90A+eee65UnW7E2Oxob2/HiRMnXKvPw+SDJJuqqsrChQvlakOpVMo1SaSqKvr6+hwLDnqYfnCo0erqapSUlLi++axwOpqbm12t18PkgoNsM2fOxFVXXYXOzs7+L3MMnueTv5b5vQij7Nu3D/QMt2kLB5uCwaB0EkROmxsQKvmFF15AS0uLK3V6mHxwkM00TWXp0qWuX0QIs5deegkNDQ2u1+9hciAryrp8+XIAp+eNjlXr2SVke3s73nzzzTHV52F8QJJbt27FjBkzcM4552D58uVy12u39q/IIltVVRWCwSBisRgMwxhzLpoY1Af61el///tfWJZFn8/npe5OINTV1eHmm2+GpmmIRqNYtGgR5s6di2uuuQb79u1jZWUlQqEQ0uk0/H6/axF/vu1tbyMAKoqSVQCMuGiaJj9v2rSJnpMwsdDS0sKf//znsn9Ff5WUlFBVVeq6ztmzZ3Pz5s28//77WV9fT4GOjo7R9yVJ3n333fKCbpBNVVWqqkpFUbho0SIePnzYI9sEQldXFz/0oQ9R13VqmkZVVbOEhWEY8n/TNLlkyRJeeeWV/MEPfsAnn3ySzc3NkoAjuvjevXtZWlrqCtnETfp8PmqaxmAwyIcffpipVMoj3ARBR0cHV6xYIYkEgMFgUAoKDPSlruv0+/3ymPhbXl7Oyy67jF/72te4a9cuHjlyhN3d3ezq6mI6nR66n7u6ujh37lwCYCAQoM/nk5XbCSeOD1XEzQtJqes6N2/e7KnSCYS///3vUiiIvyMVLPbzTdPkRRddxC9+8Yvcs2cPm5qaBu9rknz/+99PTdMclSiKQp/PlyVmhyqZb4GiKLzggguGZ7yHM4J0Os277rpL9q2iKA4bO9+iqmrW7wKBACORCLdt20YgI85mx2WXXQbAubiMGBUQy6Dm+TBZ9Rw8eBCHDh3K6/cexheKouCJJ56QCbMk5Uqk+cC+xBpJ+P1++P1+qKqK3t5edHZ2yk3ycpJNURRl1apViEQi8Pl80DRNkktMhhlJ6MUer/P5fOjo6MCTTz7pDV1NABw/fhz79+8HcDodTGT+5DPX1z7l07IsxONxJBIJ+Hw+6LqOwsJCrFixov/cwSqprq7GunXr5Cx5O7kEi/MlnD03Tnx+8MEH0dramtfvPYwPLMviI488IsfChRYS67Lk079iQrt9GoGYBppMJlFUVDT8lu0k+Zvf/Mahg0dqr9l/Jz7ruk6fz0dd17lr1y5aluVJt7MEkly7dq3DJvf7/SPuX9j6NhgMMhgM0jAMqqrKG264IT9nsKmpidFoVJJFkGQ0NyIcDbsBesMNN3hkO4uora2V5BJ9PNL+DQQCg3quPp+PO3bsYHd39/B9TJLLly9nYWFhTik1Eq/FHhQUdSxevNgj21lCZ2cnf/jDH8r4qQhRYaBfhXeKPPtX1CE0XzgcZlVVFY8ePZpf/5Lk9773vawwhrgJUflIAr6ZQeKf/exnXsztLKClpYXnn3/+iPsvVxEBe6A/GCx4smXLlpGFuOrq6njuuefKSjOl3FjJduGFF3rS7Qyju7ubu3btksQY61AkMognPu/atWtkZEun0/zIRz4iKzBNk4qiMBQKyYuNhWwA+Mwzz3jS7QyCJNevXz+q/sssdhvPbipVVVXxxIkTI+vTZDLJBx54QI6VYUAfi4uMlWyqqvKDH/ygN6JwhtDX18e//e1vDsk0VjUKOCMVqqry61//Oke1AsJrr73Gmpoaxxgp0O+JuCHZIpEIn3322dHdnIcRwbIsrlmzRkoht202EW2ora0dnbbq6enhbbfdliU2hWQaK9kA8LrrrvMyQcYZJPnUU085COIW2cRnVVU5Z86c0fdlKpXiSy+9JFWpz+djQUGBK2pU2IDhcJg7d+70nIVxRH19Pa+++mppb7vhIIjBewxwIRwO85ZbbhmblkokEnznO9/pCPC6Idns3syyZcs8R2GckEgk+NBDD0khIdSeWzYb0O8gzJ07lydOnBhbPyaTST777LPyJgOBgGs3KwKKgUCAW7duHVuqsYecsCyLs2fPlkmx4XA458s/XLJsru9F/ymKwi1btrhjDjU1NfGKK66Qb4cbYlgMlxQVFREAi4uLWVtby3g87hHOJZDkXXfd5bCv7MOHYyGbsOHFsNVf/vIXd7RTX18fH3/8cSnd3DIwhQ0hysaNG9nX1+eRzQWQ5NGjRzlnzhzZvrm00lgkGwZU6OWXX+6uk5dMJrlu3TopkdzS+SIbxDRNmqbJ733ve579NkbE43GePHmSH/vYx6SNreu6lEbDES1fsglh8cc//tHdPovFYnz66adpGMaohqsyi/BwNU2TjWAYBqPRKJ966imPcGMASd58881SKGiaJrWSfa7BWMgm6pk/f/74aKO+vj5effXVrki2zCwSuxu9YsUK/ve///UINwqQ5B/+8AeWlZXJ9rRH+cVL7gbZVFXlT3/60/Hpp46ODj711FOMRqOuqdFoNEqg30uypy5dcMEFJOnZcCMASZ48eVI6ciIn0U42XdddUaOqqnLz5s2MxWLj1z/d3d28+OKLXSGb3WAVRRxXVZXLli1jT0+PJ+HyAEm2tLTwkksuYSgUkhINtva2xzbHSrZgMMjHH398fPumra2Ne/fuZWFhoTQQCwsLHUl44XB4zEFf8XZee+21PHLkCBOJhEe4QZBOp9na2srrr7+euq47ViIYizCwk1MIBuEgfulLXxpfqSbQ1dXF973vfVm216xZsxw3OhayiQdTVZWXXnopSXoZIjnQ1dXFnp4eXnXVVbIt3YiD2usCTjsWpmmyqKiIL7/88pnROCR55MgRhsNhxyiAEK9uJFcCp11rTdO4evVqdnZ2eirVhs7OTsbjcX70ox+V7Thz5sxRveyZxT5TXtjSQmPdeeedZ7YfSPIXv/gFA4GAQ4WKjN6xkk14qIJwfr+fF1xwAQ8cOOARDv3t39PTw+uuu45Af7qWUJ+jSdvPLPaESHts9eKLLz47Jg1JXn/99fLB7IvJjJVs9octLi6WnxcsWMDf//7303pYiyT379/Pa6+9VgbEYdMEwm4bqxoVJDMMg36/n0VFRXziiSfOzstOkgcOHGB1dbUjwVLYWm7YbMBp4xQDb3BhYSG/9a1v8fXXX592Uq6vr48PPvgg582bJwfVAci42mhTwAYr9pf+rI/ukDjTFzgAAAjySURBVOS9995LoN+YFNkFbkg28UZh4K21q2sA/PjHP85HH310WsTiSLKrq4v33HMPS0pKHKotc5B9NJnUmcWeigSAa9eunRgZ1ST5zW9+k0C/zeaWgyCKIJk9eVMMcfn9fm7dupVdXV0TozHGAST58ssvc+PGjY5nDwaDsq1EoFVRFFeGE4HTGTl+v58vvfTSxGjf7u5ukuQVV1zheBtKSkpyEkac45ZNAYBLly7ljh072NbWNmVUqwjU3nnnnaysrJTPmmsUACNsO/vwYGbKP2ztq6oqd+zYwd7e3onTpiS5Z88e1tTUOB5K2Fuapsk3xY2go334xW67bN68mc8///ykHuriAB577DFec801LCsrYyAQcMxuGyvZADhmzvn9fkfMVNhqt9xyy8RMaiXJhx56iPPnz3dM+RN2HGxvi9uTZA3DYDgcZiAQoKZpvPTSS7l7927RbxOzwTJAkr29vXzuuee4bt06hxduL6FQyBWy2R0vO4k1TaPf7+dFF10k2++MNkS+IMn777+fAHjOOedkrUA52nmnuYqi9E+c8fv9UrWI70QUvbKykjfddBPr6uom5CiE6My2tjb+4he/4OWXX07DMBgMBhkIBBgKhRgKhRxr2sIFySYkl1i8GXBOzXvb297Gw4cPT1yiCZDkjTfe6MjiUFWVkUhEPuBYyWZ/KzPX/BVOREFBgbTrZs+ezRtuuIGPPPIIm5qamEwmz2pDptNpxmIx7tu3j3fccQdXrVrFSCRCv98/aLuEQiH53G5INsA5J0Go1YULF7qX5j3eIEnLsvie97yHuq47YjXA6BamyVXEKuR2jyzXCjyapkl7R0w7e9e73sWf/vSnbGlpoVBfeS3xNMr2EGhvb+drr73Gb3/721y3bh1N03QkkGJA6ohlygKBgGPRFuD0DDc3yCbqFX0UjUa5a9cuV0cJxn2XlQGVhZtuuglbt26Fz+eDaZqIxWJyGU3x4ozmBSooKEBXV5f8XyzJKnaW0XVd/k9SrqQJQO5koygKwuEwZs2ahSVLluD888/HW97yFsyaNQvz589HKBSCYRhyhcXhdqcR5k06nUZPTw8aGxtx+PBh1NfX4+DBg3jllVewf/9+NDY2QlEUKIoCTdOQSqXkpsKqqsKyLKiqKu9Xsa3sCAB+vx99fX2Z1x5xG/p8PrnEaSAQQGFhIbZs2YLbb7/dta2EgDNANqBfVfT29uLGG2/EfffdJztZ0zS5ZCowuoYC4Ogc4PQavqI+cR3RaYZhIJlMgqS8l0wUFRWhvLwc1dXVKC8vR3FxMUKhEMrKylBRUYFgMCjXjhUllUqhs7MTzc3NOHHiBDo6OtDZ2Yn9+/fj4MGD6O3tldcFAF3XkU6nHfctCK2qqlzbVlEUubiy/VntWzUJjKYNQ6EQenp6AACRSARf/epXceuttyIejyMQCEy+bZ+E8fvZz342a7IMcNphEHaW+N4emMQoVcRULplqNJdatacHifbNjKMB/Xbbjh07JoeNNhxI8vjx4/z617/O8vJyB8mE04AB2yoajWZNqsE4dNZkL/mQzTAMx0ttj0eKdl+8eDF37tw5tZJTSTKVSvHXv/41q6urpacqpvBlOhEe2cZGNvsIgb1t7Z/Xr18vA+Cj6dMJD5L805/+xJkzZ2bFeKLRKAsKChyTNDyyjY5smefb959SFIXr169na2vrmUntPpsgye7ubl555ZVUFMVhr9nHUD2yjZ5s4iUWyaz2jJm7776b8Xic7e3tU5toAiTZ1NTEL3/5y7IRhEFrmqZHtjGSDXDmtgH9gfD77ruPp06dmh4ksyOVSpEkd+/e7chqADzJNlwZjmxCkpWXl1PTNJ5//vnct2/f1LXP8gVJvvHGG/zGN74hRxc8so2NbMDpbTzFBJUJlSZ0NhGPx0n2Lx0gvFX7EI19IrPd07KTUdM0OVwl1rewr5AIW0dhnEgw2pJJFpFeb7/XzEwXRVHkwjzie/uw1+bNm/nMM89MrbCGmxC23E033SR3+VUUhYWFhVnrVQD96jYzbDLcPkyTgWzimHjp7J67/dnFZ9E2iqKwsrKSO3fu5LFjxzy1ORzEoHVDQwO/9a1vsaKiQjauyHoQOV2wveGDpeDARVKMV8kkm67rWXMuRDFN0+HBiySDlStX8r777mM8Hvek2WiQSCT4v//9j//3f//H6upqh2TLVKNieSiRMSE+Z6rfiVgyySaeQTxTKBTKkuDhcJiGYXDOnDm84447WFdXNzHmCUx2CCfitttuc3iuwraxrzsmRiSEChIll/02UcpwQVn784oM3nPPPZf33HMPe3t7J2Ri6KSGUK/xeJz//ve/+fnPf14GLTNtmsy8NiEtRrt36niXXEFZsdqA/X7Lysq4du1aPv300xQTjcantd3D5EsfyQBJ9vT0oKGhAfv27cOf//xnPP3002hsbISu63JHX5HGA2SnIE0kDJUyVFxcjGXLluHCCy/Ehg0bcMkll0BVVWiaNun7cdLBsiwmk0keOXKE27dv51VXXcVoNCoXucEEkFzDlVyxssrKSn70ox/lI488wlOnTlEkM4xbQ44TpuwbIdSKZVlobGzEyy+/jBdeeAF79+7FgQMHcOLECSSTSYckUQayZkWWrR327wbqH9V9maYJkkgkErI+n88HTdOQSCSg6zoWLVqEd7zjHaipqcHFF1+MSCSCSCQi7mPS9tmkvfGRQqSnt7W1oaGhAceOHUNbWxtefvlltLW14ejRozh27BhaW1vR29uLdDoNRVEQj8ehqioURUEqlXKQUKjjoaAoCkzTRDKZRCqVAtCfKVxSUoLy8nJEIhFUVFRg0aJFWLhwIebMmYNZs2ahrKwMkUhkUpMrE1PmQUaDRCJBTdMAAMlkEh0dHTh69Cjq6upQV1eHxsZGtLW1wbIs9Pb2orW1Fc3NzTh16pSUirquD3mNiooKlJWVobi4GNFoFLNmzcLs2bMxf/58VFVVYe7cudJ+HJBwU7ZPpuyDjQUHDhygmIyTTCalZLMsC6lUCiShaZqcpDIUBCHFnAHxm+XLl3tt78HDeOH/AcXqdJLFp+7oAAAAAElFTkSuQmCC"},{"id":"54e1788d-1fc0-4dfa-b130-872fadf1d547","height":30.76,"width":22.89,"perimeter":176.21,"area":298.68,"image":"data:image/png;base64,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"},{"id":"6e0990f1-9973-473f-b69f-fe5beec7edc1","height":30.76,"width":19.31,"perimeter":99.15,"area":171.48,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-15 07:44:58"} 
[2026-04-15 07:44:58] local.INFO: Number of letters detected {"data":{"noOfLetters":11},"timestamp":"2026-04-15 07:44:58"} 
[2026-04-15 07:44:58] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1548.48,"perimeter_in_feet":129.04},"timestamp":"2026-04-15 07:44:58"} 
[2026-04-15 07:44:58] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[303.82,700.34,348.11,347.92,261.47,301.75,262.03,298.68,272.74,171.48,633.99],"actualFilledAreaSum":3902.33},"timestamp":"2026-04-15 07:44:58"} 
[2026-04-15 07:44:58] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":27.1},"timestamp":"2026-04-15 07:44:58"} 
[2026-04-15 07:44:58] local.INFO: Average character height calculated {"data":{"avgCharHeight":31.099999999999998},"timestamp":"2026-04-15 07:44:58"} 
[2026-04-15 07:44:58] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":1139.0,"originalHeight":421.0,"ratio":2.705463182897862},"timestamp":"2026-04-15 07:44:58"} 
[2026-04-15 07:44:58] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"203.67","otherDimensionOfSign":75.28},"timestamp":"2026-04-15 07:44:58"} 
[2026-04-15 07:44:59] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"19552\" height=\"7226.858647936786\" viewBox=\"0 0 1139 421\">
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","detection_approach":"prominent_color_detec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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":495,"y":241,"width":152,"height":178},"scaled_width":27.18,"scaled_height":31.83,"actual_filled_area":261.47,"bounding_box_area":865,"exact_perimeter":159.51,"approximate_perimeter":140.84,"conv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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":334,"y":241,"width":137,"height":178},"scaled_width":24.5,"scaled_height":31.83,"actual_filled_area":301.75,"bounding_box_area":779,"exact_perimeter":180.49,"approximate_perimeter":156.37,"convex_hull_perimeter":93.28,"perimeter_pixels":1009.3767670841386,"original_contour_points":440,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.3,"compactness":0.1164,"perimeter_to_area_ratio":0.5981},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":483,"y":2,"width":128,"height":172},"scaled_width":22.89,"scaled_height":30.76,"actual_filled_area":298.68,"bounding_box_area":704,"exact_perimeter":176.21,"approximate_perimeter":166.12,"convex_hull_perimeter":105.66,"perimeter_pixels":985.4558441227159,"original_contour_points":28,"approximation_points":9,"s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"},{"id":"10caf3f4-b8a8-4827-8a21-97f39e51e491","height":30.76,"width":25.39,"perimeter":102.78,"area":700.34,"image":"data:image/png;base64,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"},{"id":"6a763f14-574c-4e71-9ea0-6ee3ebad7d37","height":30.76,"width":28.61,"perimeter":118.18,"area":348.11,"image":"data:image/png;base64,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"},{"id":"3c231459-678e-417d-a5cd-aa69aeb1a01e","height":30.76,"width":28.61,"perimeter":118.18,"area":347.92,"image":"data:image/png;base64,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"},{"id":"238ca76c-0014-4157-8051-b59fd77baf08","height":31.83,"width":27.18,"perimeter":159.51,"area":261.47,"image":"data:image/png;base64,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"},{"id":"e2343be8-a86e-4a83-be32-f21ad478ecac","height":31.83,"width":24.5,"perimeter":180.49,"area":301.75,"image":"data:image/png;base64,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"},{"id":"3166c887-36f4-4dbc-8404-a497a33abec2","height":31.83,"width":27,"perimeter":158.9,"area":262.03,"image":"data:image/png;base64,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"},{"id":"54e1788d-1fc0-4dfa-b130-872fadf1d547","height":30.76,"width":22.89,"perimeter":176.21,"area":298.68,"image":"data:image/png;base64,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"},{"id":"d0f9333c-7986-4797-8527-86dadf7b8f38","height":31.29,"width":24.14,"perimeter":153.64,"area":272.74,"image":"data:image/png;base64,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07:44:59"} 
[2026-04-15 07:45:01] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"203.67","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1459,"no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":107.46,"width_of_line_2":204.3,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":129.04,"nested_area":59.15,"occupied_area":27.1,"avg_char_height":"Greater than 24 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\"},{\"id\":\"6a763f14-574c-4e71-9ea0-6ee3ebad7d37\",\"height\":30.76,\"width\":28.61,\"perimeter\":118.18,\"area\":348.11,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"3c231459-678e-417d-a5cd-aa69aeb1a01e\",\"height\":30.76,\"width\":28.61,\"perimeter\":118.18,\"area\":347.92,\"image\":\"data:image\\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKQAAACwCAYAAACB8sXMAAAABmJLR0QA\\/wD\\/AP+gvaeTAAAgAElEQVR4nO1da5BU5Zl+Tp9bd8+NGRguAgrBy2ZQl8Q1KomiAQMCEbFMVEKZSComVvyTbP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rw6RJkzB+\\/HhMmjQJM2fOxLRp01BVVYXS0lIUFRUJaTbq+3zU\\/YB4PE7LsqBpGj799FNs3boV69evxxtvvIHGxkZomiYJoWkaTNPsRRJN06DrOgD0Io9pmr2uqY5zKpWCbdvytXo9wzCQyWSkirMsC+PGjcPs2bOxaNEiTJs2DcuXL0ckEoHP5xOSbdSNwai44Xg8zo6ODrS1teF3v\\/sdXnvtNezYsQP19fXQdd010CRdtop4TxAolUoBOEUOQRyScqCFBDkTNE2T9o+u6y6SiO+r5BGf+Xw+xGIxzJw5E9dddx2uuuoqLFy4EFOmTIGu66NGCo3Ym8xkMmxvb0dTUxOOHTuGF198Ef\\/1X\\/+F+vp6eYyQIplMptf3+5IywmYRxMr2vWyv1Ws6jtNLQgkCZjIZ6LoOwzAEEeQ9CpIJ4gLA9OnTsXTpUixduhRz5sxBeXk5AoEAdF0fsWMzotDR0cHOzk62trby1Vdf5R133MFwOEwA9Pl8NAyDAKhpGk3TpG3bDAQC9Pv9tCyLuq7TNE0C6NV0XafP56OmadR1XTbDMOjz+RgMBhmJRFyfic\\/VJs6naRoNw6CmafKc2a7rbaZp0ufzyfsV9+b3+xmJRHjvvffyjTfeIEmm02migL7R2dnJ48eP86GHHuKCBQtkJ9u2LQfHNE05WH0Nkm3b1DTNRRb1f\\/X9bOcQJPCSy3u8IJT4X32t6zoty5L3q76vXsf7uWVZkthz587lz372MzY3N9PrKhjzIMmGhgY+\\/PDDnDRpkmvQsg32WGhCugLgvHnz+Oyzz7Ktra1AHpJsbm7mI488ws985jPUdZ1lZWUF0uC05CovL5d9cPnll\\/OJJ55gd3f32CMPScZiMT722GOcPHkyAbjskLFOmnA47FJ1wGlVqGka58yZw2effZaZTIbRaPT8Jw9Jvvzyy7z55ptdIljXdRYVFUkdP5ZJg54HJxAI0Ofzud4XxrOmafzc5z7H11577fyVOslkkolEgo888giLi4s5btw4WpZFAIxEIrJT\\/H7\\/mCeNbdvyta7rDIVCUhIL41n0nWVZ\\/PGPf0yBHIdp5CCVSvHkyZNcsWIFLctiIBCQnRIMBuVrtWPGMmnQQxy1n3w+n0vqiM9M02QwGOQNN9zAvXv3nh\\/EIcldu3Zx\\/vz5rk4Jh8OSJMLfApyeHo910ogm3Avif8MwXGrdNE36\\/X4ahsH58+fz6aefZiwWG73EIcnnn3+eU6dOlc4rrxMsGykKpDlFBpUswiEo+k4YxaK\\/dF1nIBBgIBDgb3\\/7W544cWJ0SR2hX3\\/0ox\\/JH60+HcPVxFNpmmYvp53oWJWE3oFBz2D05Qzsq2Vz+mVzGhqGQcuy8v5QZDvfLbfcMro8yo7j8G\\/\\/9m9ZVlbmeiKA7JJlsE0MthDNoVCIfr9\\/wNfwemG90k+QTgyCuoSgLi2Ypimb+jvV8xuGIZc51OsNJ2lEu+GGG0aHTyeZTPKxxx5jcXGxlDCq7YI8SZRs76tufTHL8Pl8tG1brlt5Xf\\/ie9lc\\/n01dc1IbaZpuozXbOcajtlhtvOFQiEC4P3338+WlpaRS5xkMslNmzaxoqJCiuG+OjjXJmYNwWBQTj8FUYLBYK\\/1JygdLIgjiOK1scRiopjaqv8LwhmGQb\\/fz0AgQNu2XecQ9yPuUxyjXmM4SSMII6Tk8uXL2d7eTsdxRhZxOjo6eOTIEc6aNUs+Uej5UeqTrXZovpthGK7BEavX6qBnk3aCGF4J1Ffra7BVIvb1XbEYOZykUSW7eP2Vr3yFXV1deSNNzjEb0WiU4XAY06ZNw8mTJ+E4DpLJJIBTMSbZYlZyQSgUgoj\\/BU4HRInr2LbdKxDL5\\/MhFArB7\\/djyZIlIIlAIICJEydiypQpGD9+vAzQEpJcBG4BkDE5mUwGr7\\/+OqLRKJqamlBfX4\\/m5ma0tbUhFoshmUzCsiwZ0WdZFnRdl4FZhmHI+xbIVXNonpgfkqioqEB7eztSqRTC4TA6OzuxYcMGLF++PC+BXjmfgCTvvPNOPPfcczLQSNM02LaNTCaDRCIho+u8HZYrxO\\/XenYTGIaBVCqFWbNm4eqrr8Yf\\/\\/Ef4+KLL8bEiRMRCoXUe0YymZRxwQPtyFQqRQBy54JAa2sr6uvr0draiu3bt+P111\\/Hzp07EY1GAbgfnmyDnAu857Msy9XPhmHAcRyYpoldu3Zh3rx5sG373AV4keRPf\\/pTqY7ELKMv9aSqj1yamMVomsbS0lJec801fPTRR7llyxYeP36cjY2NjMfj58QAJEmhrjds2MBvfOMbvOSSSxgOh4fFeZntfKqNJfrcsix+\\/vOfZywWY3d397mxbzKZDA8dOsRIJELbtl1Tz8F0ivd4MQNRp8I+n89lK+i6zurqan7pS1\\/ixo0b2dnZOSJnCIK4HR0dfP7553nrrbcyEonIh0r9TUVFRa5+CYfDrqk7PGQYSMs2Ff\\/6179+7voqmUzyL\\/\\/yL6W13teNDvaHQekkdRbk9\\/up6zovu+wyrl27VvoghMoY6XAch+3t7ezo6OC\\/\\/uu\\/csGCBS7fDxTJkG2dyft6IC0baQzD4CuvvMLOzs6z228kuX37dtq2zWAwKAd5KLODbD8sEonIc44bN44AWFJSwg0bNrC7u3vkTR8HCRGtuGrVKlZVVUmSCGkTDodp27ZLnavRAANt2foWAOfOnctPP\\/307EqclpYWXn\\/99fLmhLgdis7ONmVUpYumabz++uu5b9++s\\/90DCPEcsv27dt51113SVKoD4zaLMsasFsAZyBNaWkpAXDNmjVnjzQkuW7dOilZxA8CkBebBjjtpR0\\/fjx\\/\\/OMfs7u7m\\/F4\\/LwhjArHcUiSL7zwggwVETsn0NO3aigE8iBpdF1nTU0N\\/\\/CHP7Cjo2P4+zUWi\\/Gqq66S3l7xhKhbRHIhjXiapkyZwt\\/+9rcj0sAdDpDkK6+8wkWLFkmJI8jiVVUDbX2RRuzwWL58+fCr+kwmw6eeekqu60CRNn3d6GB\\/GADOmjWL69evZyaTGROEEXAchydOnHCpftFUN8ZAWzbS2LbNkpISAqdsqKNHjw5vDE4mk+E111wjWa8SJ9ti3FBIEw6HuXnz5jEjYbxIJpNsbW3l7bffLqWCUEv5sGnEZ0IV3nnnncPX147jsLa2tlcogPcmB\\/qDxE2rBl5NTQ337t3L5ubmMUkYgWQyyU8\\/\\/VSqKjGrEup7sDE\\/alM1g5BeH3zwwfBIG5L83ve+d8abHugPEZLKu5j5y1\\/+cmxsyxgAWltbuW\\/fPulyAE7H+uRCGqD37s41a9bkdUFTorGxkTU1NXlxgaveXmHsffGLXxw1jrqzBZJ86qmnWFJSIvurr74fzJh4IwImT57MY8eO5bfv4\\/E4N2\\/ePGB9OZAmpumhUIjTp0\\/ne++9VyBNFnR1dfGf\\/\\/mfZZ\\/11c\\/qgziYJsbh6aefzu\\/EI5VK8cEHH+yVNWGopBEsF0sQ69atG7OG70AQj8e5ePHiYSONpmlcunQpk8lk\\/sYgFotx2bJlvcgy2BsUTRhjpmly3rx5BTumHwgfDvKknrzHBQIBRiIRHjx4MH\\/j8Oabb3L69OlSH+ZqCIvz2LbNJ554oiBlBgCSvPrqq\\/NiCHt9a0Ly\\/+M\\/\\/uOAnH16fwc4jsO3334bjY2NAE5HyuUCkSFqxowZuPHGG0dN2rBzja9+9as59z1wOmsXABmxqOs6Nm3alPO5AZxi+Ne+9jVpMKmLkhigKMym0kzT5Jo1a5hIJApSZoBwHIeLFy92GbDo6WPh98pma\\/ZnUojPdF0f0NS7X0mTSCTwv\\/\\/7v5KNuUJk5nQcB1OmTIHP58v5nGMJ999\\/P0pKSlxhorquo6urKy9S6PDhw\\/0e0y8LDMPAhx9+KF\\/nA+zJpjl9+vSCahoEDMPQbrrpJlx88cWuRJFiXPIxPvv27euV2d2LfkkjslGq6VRzgThHaWkpJkyYkPP5xhpCoRBWrFjhkvpijPOx8+O9997r95h+SdPU1ASg71oBQ4FlWZg2bRoikUjezjlWoGmadvPNN8Pv9wM4bciKxNe5Yu\\/evWhrazvjMf2Spq6uDul02pXMOR+YOHFi3s411jBp0iRUV1cDgMyeni+vxb59+3DkyJEzHtMvaVT2isTNuSKVSsGyrF4JnAsYOJYuXQoArgzp+bBpGhsbUVtbe8Zj+iVNMBiUA5yPzW4iJb3jOHmVXGMJjuPg5ptvhm3bcjOieD8f6OjowJmcfP2SJh6Py\\/TsgFsMDmXQxdNgWRaCweCgv18AYJqmdtlll6GyslLaMsI+tCxL7Bp11XwQqfd7vt9LKon\\/fT4fDh06dEZ1N6DZU7bXQ4WYPbW3t6Orqyvn841VaJqG6upqOI4Dy7LkFuBkMin3ktu2Ddu25dZcocrS6bRL0pNEOp2W25Xr6urQ3d3d57V716nxQNd1ufndMIycDS5hUB85cgSxWCync411VFdXo6KiAk1NTdA0DaFQCJlMBul0Gul02lW7St3rLsZQGNHiONu2kU6noeu6a++7FwNy7gljOF8Wus\\/nw7Fjx\\/qd2hXQN2zbxqxZs+SYmKaJzs5OdHV1yWJomqeuVTKZdI1hIpGQ5gdJxONxpNNpJJPJM5YwGpAhLPRdvkgjbujw4cP9eh8LyI5UKoVLL70Uzc3NCIfDLltR13WZqSObeWFZFizLkuPp8\\/kQCATk8ZFI5Iwz5X7VU1FRkSju6SoMOlSIdSe\\/348dO3Zg5cqVOZ1vrMLn82m7d+9mVVUV6urqAECqH+AUMcrLyzFu3DiMGzcOlZWVKCsrw+TJk1FWViaJUVFRgZqaGpSWloIkIpEI4vH4Ga\\/dL2nC4TBs285bgiKRv0bXdWzduhX79u3L+ZxjFXPmzMGvf\\/1rbNu2DZMnT0ZlZaWUMuFwWBYcAyCTO5WXl8M0zeH1dZDkjBkzegU257IZTt3M\\/rOf\\/awQhJUDSLK7u3tkbSzs7u7mN77xDRkDM9h4mmxNxBpHIhHOnz9\\/ZP3gAvpFv4aw3+9HTU0NgPysoopzAkA0GsXHH3+MJ598smAQn2\\/YtWsXJ02aNKTIvWzNm1u4pqaGb7\\/9dkFNnU+IRqP8kz\\/5E1e9oVxII5qaRevGG29kfX19gTjnC0jy7rvvlomW80EadY+OiG9dtmwZU6nU2cmZUsDwgiSffPJJ1\\/aJoZJGzTCuvie2VaxYsYKZTKZgHJ8P+Pjjjzlz5sycSaPuuVH3E4v0+AB43XXXsa2t7bxKlzYmQZL33XdfXtSTII44jyp9BJEuv\\/xy7tu3jySHJ6NBAcOPzs5O1tXVMRKJyJx4UIggajrlg1R+v5+mabK8vJz33XcfDxw4QJKFPVKjEV1dXVy+fLkc3KqqKlfOX+SBNGoyQpF0JxwO84EHHmBDQwM7OjoK9s5oAkm+9NJLcqqsLi2ohbTyMbvyft\\/n8zEUCvHee+\\/lG2+8QZIF8owWdHd38+677+5TSuRrmUFkoMz2eWVlJb\\/0pS9xy5YtIh1vftNkFJBfkOS+ffsIgKWlpS4HndgPnAtp1O\\/5\\/X6WlJTIFPdqIiShxkpLS7ly5Uq++OKL7OrqkiQ6u71SQL9IJpP82te+5hpcMdj58OOINO\\/q+97Ey2KmpS5JTJ8+nTfffDPXrl3LDz\\/8kOl0ukCgkYJEIsG6ujpWV1cTOJUUR60Uki9JY5omw+Gwi5TokTRqSZqysjJXttBgMMiamhpZpaW5uZnJZJLxeLwwAzuXiMfj\\/Ld\\/+zeZfTJfkgY4XYdaPacwutXXmqa5JJC3eKlKtgULFvDBBx\\/kgQMH2NjYyEwmU1Bl5wKO43DVqlXSllFzAgeDwT6Lj+cjBdtAm\\/d6oVCIEydO5FVXXcVvfetb3LRpE0+cOMFEIlGYjZ0NkOTRo0d5zTXXuKSM8K+I0j7i9XBUVuuvZbteMBhkcXGxJPm0adP4V3\\/1V3zyySf55ptv8tixY7IyXUESDQPS6TQ\\/+ugjVlVVSfsGQNZaRcNRLba\\/NtDric\\/D4TCLioo4a9Ys3n\\/\\/\\/Xz55ZfZ1tZGkozH46O+1lQ+kJcAY8dxuGnTJqxevRqHDh2S2a5EtgkAiEQiiEajeS\\/82R+81wsGg0in00ilUvLe1G0e4j2x8SyVSiEYDOKCCy7AxIkTcfXVV+OSSy7BokWLUF5ejnQ6Db\\/fX9iUPhSQ5IsvvsgpU6bIp1ety1hcXDwibBrxvqjZrb6naadqaHrfN02Tfr9f+qTC4TAXLlzIVatWccOGDTx06BCbm5uln2h4e\\/o8A0n+z\\/\\/8D6dOneoaOGHjiETH55I0al1M0QZTta2vQLTq6mpeccUVfPzxx\\/n+++9LeyiRSDCdTheIdCaQ5Pr16zl37lxZSRc4vQp+rkkj3vf7\\/S7\\/kjjW7\\/fT5\\/O51tHENF+NNhRF0cSUX0gpXdcZDoc5adIkXnXVVXzwwQf56quvSl\\/RsA\\/AaIXIsL1w4UL5dGqaNiIMYbE+1tdx\\/Z0n27HZkkGrRSsCgQCvueYa\\/uAHP+Cbb77Jo0ePMhqNFlSZF0I8X3\\/99bJGFDxiHkqnA+5QUO8g6Lo+6BqOI6F5SWtZFi3L4sKFC\\/lP\\/\\/RPrK2tJUk6jlOQRMCpwK14PM5\\/\\/\\/d\\/lx2mkiEcDkuiCPUldjwYhkGfz9cr2Gu0NS9pBPnVsNfS0lLecccd\\/M1vfsO6ujpZczyvgzHaQJIHDx6U9RXETApw12YUMTnif2\\/njsZ2JnVsWZY0rMV7c+fO5Ve\\/+lVu3LhR1s7u7u4emwTq7OzkJ598wh\\/+8Icy1AE9HSWcfxUVFf3aFX19NlKblzSGYdDv9zMYDLoeEMMwXFN64JTnevXq1Txx4gRJjt16WI7jsLW1lbfeeqvLRhFFxoHTPhR4Oh7DNLDD2bKpJ+8xgUAgqxpW+6CmpoY\\/+MEPePLkScZisbHnmW5vb2dnZydfeOEFXnHFFVJFqcRRSdJXodXR0LKpJ7\\/fz0gk4lqFF5+LsFbxvm3bsn80TWN5eTm\\/853v8KOPPhqba2Pd3d1sa2vjpk2bePnllxNwe5EB907M0UicbKTxRgSc6bvqa1HMCzilwlatWsX3339fhnnkZVBGCxzHYUNDA7dv387Pfe5zvVRVttejpWXzE3l9PGpQvjdiUT1G\\/K\\/GT5eVlbmC7cec2spkMmxra+OWLVt47733yshAwB3uKTofnsFR\\/wLu6bs63RfTXuHlHcwywrluwpgGTqltEVUwYcIEfv3rXx+7SRTETOGDDz7gww8\\/zHnz5kk1FQwG5eCbpikXGE3TpGVZWR2A4ilGD5GyHZNrib+z2dQF1UAgIJ2n48eP56WXXsrNmzczlUqN3aCyVCrFWCzGN954g\\/\\/yL\\/\\/C2bNnu3ZAZCOAcCSq74VCITnVF+pAzGYEkUYLabxSUzWchSS69dZbefDgwbEpdVSkUimePHmSv\\/nNb3jPPfdw8eLFrK6ulsQRoho9HSsWJLORYTRJFrWpdp1QU2KhVfSDOGb27Nl85plnZBRi\\/kZiFEJMNePxOHfv3s3vf\\/\\/7nD9\\/viQLsnSwCIsQ9o2wd6AMyGhY21LjrtWEl6oK9vl8LCkpke9\\/+9vfZl1dXYE4AoJA6XSaHR0d3Lp1K1etWsULL7xQdqht2y4pJJpYpjBNU9pE3mNGWlN3ZagGsfDlqA+CGrpx7bXXyiwc+R2B8wBib1NTUxO3bdvG7373u1y2bBmnT59O27ZZVlY2KsjRV8tmewUCAbn0IP56p+6WZXHq1Klcv3494\\/F4gTh9QawWk2R9fT03btzIL3\\/5y7zyyitZVlbmenpHi6QRTcTr+Hy+XmpWDSMJBoNSygYCAVZXV\\/PVV18tSJyBQkzlHcdhNBrl3r17+fjjj3PFihUun5AQ\\/d7B8MYNZzNKhc9HzMyynccbBeg9dz6b17koPMubN28eMnHGfBQ9ScZiMdTW1uKTTz7Brl27cODAAezZswcnTpxAJpOBaZpwHAeJREIWmtA0TZbB0XUdPp\\/PVf3EOx6i4IVaNlDdDZHJZPKWp1mF5tmNIUoxTZw4Ec8++yz+6I\\/+CCUlJWOeBzlBuOJPnjzJDRs28P777+f8+fNZVFTUS315twQLyWMYBsPhsJzyZ5MsUCRBXw7HfLRsa1\\/jx4+X13vvvfcKEYP5BBXU1dXxnXfe4S9\\/+UvedNNNLCsrk3aQSohwOJyVIP1lRj0TsXJp2da+gFMzq0gkQk3TuHHjxkGpqoJYGiQymQybm5vR1taG\\/\\/u\\/\\/8OuXbvw+uuv4\\/Dhw2hubpZ1zA3DQCQSgeM4slSgz+eTldt0XXeVARwueNWTei2hRi+++GI8++yzmD9\\/PgzDKHBiuCEkUW1tLTds2MC7776bl112mWupI1vLppaGwxj2Shqfzyen46ZpMhKJ0Ofz8a677mJbW1tBTZ1ttLW1ydiWxsZGvvDCC1y5ciUnTJggbZ5QKNRrr5UaCophJo2a1UMcI1TVI488wlgs1i9xCqJoGNGzwxL19fV46623sHv3bmzfvh11dXWoq6vrVec826wrV3jVk6ZpyGQy8Pv9SCQSrlLMfr8fBw4cQFlZGYqLiwvcONdwHIeO4zCVSvEPf\\/gD\\/\\/qv\\/5oXXHCBNIJVn4+65BGJRFzSwbtjA4Arjdxgm2qgA+Cf\\/dmfFWpTjESoCSX37NnDe+65h5WVlQTcGwbV3MwqkYQn2Eugoag3L2kMw+DmzZsHpKYKOEcQ5Pnoo4\\/49NNPc+HChSwpKellFKvLBaq\\/SJUw2UJF+2te0gDg0qVLGY1GC6QZDRDbe37605\\/yoosukqvv3gBzlRxqvNBQ\\/Dxe0ggD+T\\/+4z8KTr\\/RBLGr8qmnnuLMmTOpaZqcGqNnYIWE8QadD7Z5SSOu8ZnPfGbsBamfDxBxQn\\/3d3\\/Xa7C9Pp6hRiJmU0\\/i9SuvvFKogDMaIWZdzz33HCsqKlhRUZHVhhnqjgovacQ5KysruXTpUh4\\/frxAmtGKRCLBlpYWrlixQgZaBQIB16wHeVBPqpFtWRZ37tw5dnc1nA9wHIddXV184oknXH4dNaFCPsoMqIb1Pffc08u2Mc\\/S7y0gDxCLiXV1dcxkMvj2t7+NRCIBx3GQyWRg2zZSqVRO10ilUjAMA7quI5VK4dChQ7081wWMUiSTST7yyCMy10++irSJJiRZRUUF9+zZUwgPPV+QTqd5xx13EDgdx5OvasZQpvNr1qwpTL\\/PF2QyGR45ckRmGBP1KPJFGiG9Fi1aNDySRo1y6+7uLtRaOksgybVr1+ZVPQkJI84RDoddWbgGZAgLd7JlWejs7ERLSwsaGxvR3t6Ojo4ONDU14dFHH0UsFkNbWxvq6upQVVWFJUuWgCQ17\\/p8AXmDpmlaPB7n22+\\/jaeeeiov58xkMrAsC47jAADi8Tjq6upOXxOQDiSQxIEDB9DZ2YloNIpYLIbm5mbU1dWho6MDmUwGsVgMH3\\/8MY4ePYqGhgbE43FXyGIgEEBXVxds28all16KnTt3FkIIhxkk+fvf\\/x633XYbGhoa5FgMRdCLXRWiXgRJGIaBHTt2YMmSJafHUbiqp0+fnhfxJha9fD5foZLbWUJXVxe\\/\\/OUvS3UCxS4Z7IKmOE71OK9bt06Oow4A9fX1ePXVV3H8+PF8\\/QAAp8RcYY5\\/dhAIBHDllVcCgKvPM5nMoCWO2H+lfq+urg6dnZ0Eemwa0zTR3d3tEktDhdj4JTaYnTx5MqfzFTAwaJqm1dbWMhgMyodWbIwbCsR3xXgePXoUnZ2dpz4DgPHjx2PhwoU5E0aFYRggid27d6Mwizo7qK6uxowZMwBAbpHx7uLsD4IDgjRiDnP8+HEpwSRLJkyY0CsIeSjIZDIuhm\\/dunXYC4EVcAq6rmPJkiVy67Dod03TBjy22QSHpmlobW09TUAAojoafD5fXm5ebAoDgF27dqGlpSUv5y2gf1x99dUIBAKu9wYjDATRBEGEEHBV4gMAy7K0WbNmwTTzs34pTq5pGmpra3HixIm8nLeAM8MwDO2SSy6Bbdsuoqhqqj8IDeE1hjVN662eFi1ahHg8npebFyutmqahq6sLdXV1KFRXOzuYMGGCXKUWxBH7mgZrfqiqStf13qS54IILEIlEZKoMTdNckkfoyYFAsFPc+EsvvSTTaxQwvEilUiguLkYqlYKu64MaNxXCcDYMQ0qfSCRy6jP1wLKyMgCQuVJU6zmdTg+KqeKiwsvc0NAwpJsvYHAQ02Tg1MObSqVcEmewEN9JJpOSPC7STJkypZcuFBKC5KAMZTHlA4B33nkHu3btQmF5ffghtIQq2UWWilzOqToJXWeaM2eOS7XkAnERXdfR3t6OTZs25dUPVEB2aJomI\\/m87w\\/0+wBc61eapqGkpAR+vx+AQhpN0zB\\/\\/nz5JWHPpNNpyVoxjR4IxE0L6bRlyxbpUSxg+NDe3o5EIuEyfIWpMRCoqk1A0zRMmzYN4XD41DHiA8MwtDlz5qCyshIAXBcRJxrItE1ltKZp0HUdtm3j2LFj2LZtW8E7PIzIZDL84IkzutYAAAx7SURBVIMPZBIl73gNRdILyTVv3jwEg8FT51EPmDJlChYtWpTTmoX3JtXFs7Vr16KjoyPn8xbQN1577TV0dHS40pYITTEQFeUlmvjuRRddBNu2NcBDmtLSUhejhIoaStZJMd1Op9MyK+amTZtw9OhRNDU1FaTNMGH\\/\\/v1IpVKuSctg3B2qMw84LZ2qqqqyfyGTyXDPnj0yEl3Ei6ppLgYbb+PNxLRs2bJCGOgwobW1lSUlJTJWGMoYYABjpR4r6keI9xobG\\/ses4aGBo4fP14SRS1EJcoB50Ia27a5YcOGAnGGAXv27KHf7++12zLbfu2+mtgfro7xpEmTXMF0vSyjcePG4fOf\\/7xrSUEsCwxm9tQXDMPAj370o5zPU4AbsViM\\/\\/3f\\/y03zw0VYozF0oNhGLj88svP7KMjyS1btsiwTRGVrqa2yEXSCKn1zDPPFKRNnpBOp\\/nuu+9y9uzZectFLFRTOBzm888\\/3\\/9YZTIZzp49WyZWVmtB5koa9BBv6tSp3Lt3b2ETVh5Akg888IA0J3ItgKaaJDU1NRzQxIUk\\/\\/7v\\/76XnhvKZqxskkZUQfvCF77AlpaWAnFygKg0LCoMe\\/t7qOQR3\\/vTP\\/3TgWuEvXv3ykJbajWzXEmj7uALhUJcvXq1ayNWAYNDc3MzH3roIflQ4wzjMFjVZds2H3\\/88YGPT3d3N++55x5ZiXWoO\\/iysV4lTiAQ4MMPP1ywb4YAknzrrbekzSmIkYt6Usk1ZcoUHjx4cODjEovFePjwYXkytdxdrvuihLpTU8Hv3bu3sEdqEEgkEqyvr+eVV17pGp\\/BqCZBMLWYPJQx\\/uY3vzn4ZI2NjY385je\\/2esi+dCVopWUlEhn4n\\/+53+SJFtbWwvkOQM6OztJktdeey1DoZDUAmJj3EBIo0oltYki9wD49ttvDz4LFknu37+f48aNY1FRUd4kDQCWl5fLHyvOXVRUxIceeogkC8bxGUCSq1evdql50YcDIY34TCWLenxxcTFnzpw59CSN3d3d\\/Iu\\/+AuXtMmFNGraL5GQBz0kEj9o1apVdBynkDXbA5JMJpP8xS9+waKiol7FTjEA0vRHGPRIrJ\\/\\/\\/OdDn6CIVOx+v59FRUU5k0boXtHC4bA8V0lJifQPzJgxg\\/v37y8YyD2IRqNsb2\\/nAw88wHA47FoqEH0m8uXlQhrTNFldXc329vbc+p0kf\\/GLX+RNPVmWJXP7o4cs8JAqFArRsiz+wz\\/8Azs6OsY0eUjy2LFjvPPOO3ulsvdKm3yop5\\/85Cf56W+SecsqIcob27YtdTE8qss0TVk38vbbb+drr71GkmPKp0OSmUyGL730Eq+66ir5wAlbxu\\/307IsF5FyNYSXLVvG7u7u\\/PRxPB7nli1bciaNEKWCIEKyCPKI9Kbi\\/OK40tJSPvDAA0wmk7JMcl5+2AgFSSYSCX73u9912X5COqur2YZhSPdFrlPu9957L79SnSRvueUW6rouxWEwGOwl7vIxuxLN2wmTJ0\\/mmjVreOzYsfNSZaVSKX7yySdcu3YtP\\/vZz0ov+lD8MOrxYmyylUkU79133335fxhJsr6+nosXL3YZYuKGxOvhJI1wlc+aNYs\\/\\/\\/nP2dTUdF5M0Umyvb2d69ev5xe+8AXZj+ogFxcX50wa8R56xkrUmZo5cybb29uHpx9JcsOGDXKBDIoKiUQiw04awF3jqLy8nLfffjtffPFFNjQ0jKoEkaLeZWtrK5988kleeumlvUo2A+7yPPkgTSAQoGma8gEsLy\\/n9u3bh9fFQZKPPfaYizCiDTdpsnWYrussKyvjhRdeyO9973vcunUr29ramE6nR5zhHI\\/HmUwm2djYyPXr1\\/OWW25hZWUlfT6f7EtN0+TsUu8pVeiNqBsqacT5xOc+n4\\/f+c53zs6D1tXVxa985SvywuJpGG7SqCK2qKgoazW1cePG8YorruC3vvUtbtmyhU1NTXQchwLD3jkKhEOuqamJtbW1\\/N3vfse\\/+Zu\\/6bOCXHFxca+SPKqLP1fSqEXHbNvm4sWLmUgkBrXuN+QsRiTZ3NyM2267Ddu2bZPhgGqmz3yMj5alGLnIQCkwbtw4OI6DlpYWBAIBJBIJmcLNMAxomobJkydj4cKFWLZsGaZPn46LLrpIbmgXcBwHpmkOuk8EER3HgWEYSKfTiEajqK+vx+HDh\\/H6669jx44deP\\/99+WeJJEOJB6PQ9M0BAIBaJqGWCwGy7Lg9\\/sRi8VkfhitZ\\/9Rtv4YSP9pysa5UCgEn8+H1tZWHD58GFOnTh3U784p9RVJHjhwADfddBNqa2sRj8dde7iHgzQiLRtwanuFSlIvBGFE3Ov48ePR0NCA4uJiVFRUIBQKobS0FNXV1Zg4cSKKiopQXV2N0tJSFBUVye9rmoZUKoV4PI7i4mKZq6W9vR2NjY1oaGhAfX09WltbcfToUZlbuaOjQ+52zHZvaiyv1rNPKRwOu3aimqYp798wjF7biQZLGhH7W1ZWhnXr1uGGG26AZVlnN2VvMpnk8ePH5VrIcKsnbz0iVT+rW27U5QqvuPdG6wcCAdd5bNuWJf+EfSGO8fl8tG3bVeJG+DmEGjAMQzrhxKqx6BevA1O8HugOgnzYNIFAgM899xxFts5zAsdx+MEHH3Dq1KkE3HEy6uqrYRj0+XyuKZ\\/6A3OpxTgWm5cMov\\/USEtxnBiHQCDAl156aWQU\\/upRVbzwwgt7hTwI\\/wI8P1r80HxJpbHWspFGECYUCsmlGHF8UVERn3nmmZEVPeA4DpubmzljxgzJcnV3puoOF81r0RdabqTxRhEAp2a3fr+fv\\/rVr0Zm2eRkMsmOjg5+8YtfZCQScbEcgNT3qipSp9KFlhtpgFPrUqrdZds2N27cOLKdnsIf8vTTT7tUFHp+rCCOKl0KxMkPaTRNk0sDALhgwQJu376d0Wh05BJGRUdHB\\/fv388rrriCgHsXgpgJeSUOzkJnny+tL9IApx7MZcuW8f333x\\/ZEiYb4vE4o9Eo\\/\\/zP\\/5y6rjMSibh+mLf8Hc5yx4\\/mlo00gUCAlmXxscceowivGMq4nXOIhbl169ZxxowZrim5Kmm861iFNnjSLFu27PwKG3EchydPnuSjjz7KadOm9frxapIBtda0aZouQnkllPiOONdAFjnPVVN9VKpzDzjlVLRt27XG5HXwqd8RDkjglO3yk5\\/8hNFodOi7CEYySHLXrl1csWKF9KaKZXp1AVJkrUBPZ6tR92rTdV3aRyOdNKoKFivO2cIh1P8Nw3CRJRQKuVbE77jjDu7atWtkOOyGE+l0mo7jcOvWrVyxYoUki5qFK5vPIZtIVjt0NJDGG9ah+qmqqqpckkdV5aoLQ9d1Ll++nG+99RbFSnreB2mkgiRbWlr4q1\\/9infddZcr9ZcYaL\\/fL8NK0c9AjHTSAKdUjFe9Cokr\\/veuhYkHIxwO87bbbuO2bdvY2dl5btePzjWEpX\\/8+HGuXr2aFRUVkgTqelUoFJKLh97perZ4k5FIGsAd1C0WNw3DYGlpqXwIVFVdUVHB6667jr\\/+9a8ZjUbPH0M3H4jFYnQch8lkkjt27ODKlSvlUoRXXWVbuxrppFFtFeGrOpOrYcaMGfz+97\\/PAwcOnJMgsmwY0aWPE4kERU3onTt34pVXXsE777yDtrY2tLW1yTgTNWakvz49131uWZartJG4H8uyUFxcjKamJsyYMQPXX389brzxRixatAilpaWiVvaIGK8RcRMDgXjI9u3bh7feegsvv\\/wydu\\/ejU8\\/\\/VQOghoAdobznI3b7ReiJpO492nTpmHu3LlYuXIlFixYgBkzZoiIvRE3RiPuhgYCQSDHcdDU1IR3330XO3fuxP79+\\/H73\\/8eXV1drvJ5gDviT0Sv9QURradcr1f2b\\/U99VwiIk\\/rqZelFrcQlWwty8KECRPw2c9+Ftdeey2WLFmCqVOnyqTfI5EoKkb0zQ0UmUyGsVgMXV1dOH78OFpaWtDc3Iz6+nrU1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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"203.67","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":107.46,"width_of_line_2":204.3,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":129.04,"nested_area":59.15,"occupied_area":27.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"203.67","width_of_smaller_line":107.46,"other_dimension_of_sign":75.28,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1459}},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"17.0459"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"261.355458"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"4.06476"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"28.6197816"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":23.712500000000002},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":230.181042},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"4.732"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"226.01215"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.485"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"7.6615"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0125434651232},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":12.5434651232},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0009962429533333335},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.9962429533333333},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.009502625093333333},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":9.502625093333334},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.019530200213333"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"19.530200213333"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00947862608"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"9.47862608"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0126914656"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"12.6914656"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.0010126523733333"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"1.0126523733333"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":13.151055487306593},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":44.3625},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"44.954"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"7.6909037180295"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":928.7387645238397,"totalDenseWeight_before_formula":105.22881899546604},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1021.6126409762237},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":11,"totalDenseWeight":115.75170089501266},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":11,"sign_depth":"1"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":22.89,"height":30.76,"depth":"1"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":25.39,"height":30.76,"depth":"1"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":28.61,"height":30.76,"depth":"1"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":28.61,"height":30.76,"depth":"1"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":27.18,"height":31.83,"depth":"1"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":24.5,"height":31.83,"depth":"1"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":27,"height":31.83,"depth":"1"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":22.89,"height":30.76,"depth":"1"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":24.14,"height":31.29,"depth":"1"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":19.31,"height":30.76,"depth":"1"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:01] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":23.25,"height":30.76,"depth":"1"},"timestamp":"2026-04-15 07:45:01"} 
[2026-04-15 07:45:02] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1776239102_c1c389b6506b5de60ca2b1bae81cd4e2","bins_packed":[{"bin_data":{"w":28.91,"h":32.13,"d":14.3,"id":"unique","used_space":85.1848,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":32.13,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/1d4b1104c020cab6b4e75d41076e46bd/1776239102-6914-6460725.svg","items":[{"id":"item-3","w":28.91,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/1d4b1104c020cab6b4e75d41076e46bd/1776239102-6907-4077372.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":28.91,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/1d4b1104c020cab6b4e75d41076e46bd/1776239102-6908-7580470.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":25.69,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/1d4b1104c020cab6b4e75d41076e46bd/1776239102-6909-9276515.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":23.55,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/1d4b1104c020cab6b4e75d41076e46bd/1776239102-691-9423472.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":23.19,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/1d4b1104c020cab6b4e75d41076e46bd/1776239102-691-2827954.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":23.19,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/1d4b1104c020cab6b4e75d41076e46bd/1776239102-6911-4179404.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":19.61,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/1d4b1104c020cab6b4e75d41076e46bd/1776239102-6911-1384208.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-9","w":24.44,"h":31.59,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/1d4b1104c020cab6b4e75d41076e46bd/1776239102-6912-9018757.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":27.48,"h":32.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/1d4b1104c020cab6b4e75d41076e46bd/1776239102-6913-7899043.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":27.3,"h":32.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/1d4b1104c020cab6b4e75d41076e46bd/1776239102-6913-3802724.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":24.8,"h":32.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/1d4b1104c020cab6b4e75d41076e46bd/1776239102-6914-5280216.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-15 07:45:02"} 
[2026-04-15 07:45:02] local.INFO: Box added from packed bin {"data":{"length":14.3,"width":28.91,"height":32.13,"denseWeight":115.75170089501266},"timestamp":"2026-04-15 07:45:02"} 
[2026-04-15 07:45:03] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":16.3,"width":30.91,"height":34.38},"quantity":1,"denseWeight":115.75170089501266}],"cheapestShippingCost":1253.8499749867697,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":16.3,"width":30.91,"height":34.38},"denseWeight":115.75170089501266,"volumetricWeight":57,"higherWeight":115.75170089501266,"quantity":1}],"totalHigherWeight":115.75170089501266,"DS":0,"rate":1513.004934805217,"tariffAndDS":1513.004934805217,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2757.1891575861155,"totalShipmentCostFormula":"(tariffAndDS (1513.0049348052) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 2757.19","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":16.3,"width":30.91,"height":34.38},"denseWeight":115.75170089501266,"volumetricWeight":57,"higherWeight":115.75170089501266,"quantity":1}],"totalHigherWeight":115.75170089501266,"DS":0,"rate":847.4124505514927,"tariffAndDS":847.4124505514927,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1629.9417262540078,"totalShipmentCostFormula":"(tariffAndDS (847.41245055149) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1629.94","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":16.3,"width":30.91,"height":34.38},"denseWeight":115.75170089501266,"volumetricWeight":57,"higherWeight":115.75170089501266,"quantity":1}],"totalHigherWeight":115.75170089501266,"DS":28.937925223753165,"rate":793.52,"tariffAndDS":822.4579252237531,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1253.8499749867697,"totalShipmentCostFormula":"((tariffAndDS (822.45792522375) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 1253.8499749868","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":16.3,"width":30.91,"height":34.38},"denseWeight":115.75170089501266,"volumetricWeight":57,"higherWeight":115.75170089501266,"quantity":1}],"totalHigherWeight":115.75170089501266,"DS":0,"rate":752.3860558175822,"tariffAndDS":752.3860558175822,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1469.0050241326571,"totalShipmentCostFormula":"(tariffAndDS (752.38605581758) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1469.01","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":16.3,"width":30.91,"height":34.38},"denseWeight":115.75170089501266,"volumetricWeight":57,"higherWeight":115.75170089501266,"quantity":1}],"totalHigherWeight":115.75170089501266,"DS":0,"rate":1178.3523151112288,"tariffAndDS":1178.3523151112288,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2022.9952545829574,"totalShipmentCostFormula":"((tariffAndDS (1178.3523151112) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 2022.995254583","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":16.3,"width":30.91,"height":34.38},"denseWeight":115.75170089501266,"volumetricWeight":57,"higherWeight":115.75170089501266,"quantity":1}],"totalHigherWeight":115.75170089501266,"DS":0,"rate":1433.8894576076077,"tariffAndDS":1433.8894576076077,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1433.8894576076077,"totalShipmentCostFormula":"((tariffAndDS (1433.8894576076) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 1433.8894576076","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-04-15 07:45:03"} 
[2026-04-15 07:45:03] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-15 07:45:03"} 
[2026-04-15 07:45:03] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-15 07:45:03"} 
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(2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":115.75170089501266,"result":1021.6126409762237,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"203.67","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":107.46,"width_of_line_2":204.3,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":129.04,"nested_area":59.15,"occupied_area":27.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"203.67","width_of_smaller_line":107.46,"other_dimension_of_sign":75.28,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1459},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1459},"timestamp":"2026-04-15 07:45:03"} 
[2026-04-15 07:45:03] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-15 07:45:03"} 
[2026-04-15 07:45:05] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":75.28,"sign_width":"203.67","dimensions":[{"id":"a2e71953-c3b3-4991-a9f9-f44c79a138a7","height":30.76,"width":22.89},{"id":"10caf3f4-b8a8-4827-8a21-97f39e51e491","height":30.76,"width":25.39},{"id":"6a763f14-574c-4e71-9ea0-6ee3ebad7d37","height":30.76,"width":28.61},{"id":"3c231459-678e-417d-a5cd-aa69aeb1a01e","height":30.76,"width":28.61},{"id":"238ca76c-0014-4157-8051-b59fd77baf08","height":31.83,"width":27.18},{"id":"e2343be8-a86e-4a83-be32-f21ad478ecac","height":31.83,"width":24.5},{"id":"3166c887-36f4-4dbc-8404-a497a33abec2","height":31.83,"width":27},{"id":"54e1788d-1fc0-4dfa-b130-872fadf1d547","height":30.76,"width":22.89},{"id":"d0f9333c-7986-4797-8527-86dadf7b8f38","height":31.29,"width":24.14},{"id":"6e0990f1-9973-473f-b69f-fe5beec7edc1","height":30.76,"width":19.31},{"id":"b28b955f-72ac-4c08-b297-97106da1af60","height":30.76,"width":23.25}]},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] 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":75.28,"sign_width":"203.67","dimensions":[{"id":"a2e71953-c3b3-4991-a9f9-f44c79a138a7","height":30.76,"width":22.89},{"id":"10caf3f4-b8a8-4827-8a21-97f39e51e491","height":30.76,"width":25.39},{"id":"6a763f14-574c-4e71-9ea0-6ee3ebad7d37","height":30.76,"width":28.61},{"id":"3c231459-678e-417d-a5cd-aa69aeb1a01e","height":30.76,"width":28.61},{"id":"238ca76c-0014-4157-8051-b59fd77baf08","height":31.83,"width":27.18},{"id":"e2343be8-a86e-4a83-be32-f21ad478ecac","height":31.83,"width":24.5},{"id":"3166c887-36f4-4dbc-8404-a497a33abec2","height":31.83,"width":27},{"id":"54e1788d-1fc0-4dfa-b130-872fadf1d547","height":30.76,"width":22.89},{"id":"d0f9333c-7986-4797-8527-86dadf7b8f38","height":31.29,"width":24.14},{"id":"6e0990f1-9973-473f-b69f-fe5beec7edc1","height":30.76,"width":19.31},{"id":"b28b955f-72ac-4c08-b297-97106da1af60","height":30.76,"width":23.25}]}},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"a2e71953-c3b3-4991-a9f9-f44c79a138a7","height":30.76,"width":22.89},{"id":"10caf3f4-b8a8-4827-8a21-97f39e51e491","height":30.76,"width":25.39},{"id":"6a763f14-574c-4e71-9ea0-6ee3ebad7d37","height":30.76,"width":28.61},{"id":"3c231459-678e-417d-a5cd-aa69aeb1a01e","height":30.76,"width":28.61},{"id":"238ca76c-0014-4157-8051-b59fd77baf08","height":31.83,"width":27.18},{"id":"e2343be8-a86e-4a83-be32-f21ad478ecac","height":31.83,"width":24.5},{"id":"3166c887-36f4-4dbc-8404-a497a33abec2","height":31.83,"width":27},{"id":"54e1788d-1fc0-4dfa-b130-872fadf1d547","height":30.76,"width":22.89},{"id":"d0f9333c-7986-4797-8527-86dadf7b8f38","height":31.29,"width":24.14},{"id":"6e0990f1-9973-473f-b69f-fe5beec7edc1","height":30.76,"width":19.31},{"id":"b28b955f-72ac-4c08-b297-97106da1af60","height":30.76,"width":23.25}],"sign_height_raw":75.28,"sign_width_raw":"203.67"},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":76.0,"sign_width":204.0,"tax_factor":0.0887},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Dimension Calculation {"data":{"dim_id":"a2e71953-c3b3-4991-a9f9-f44c79a138a7","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Dimension Calculation {"data":{"dim_id":"10caf3f4-b8a8-4827-8a21-97f39e51e491","height":30.76,"width":25.39,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Dimension Calculation {"data":{"dim_id":"6a763f14-574c-4e71-9ea0-6ee3ebad7d37","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Dimension Calculation {"data":{"dim_id":"3c231459-678e-417d-a5cd-aa69aeb1a01e","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Dimension Calculation {"data":{"dim_id":"238ca76c-0014-4157-8051-b59fd77baf08","height":31.83,"width":27.18,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Dimension Calculation {"data":{"dim_id":"e2343be8-a86e-4a83-be32-f21ad478ecac","height":31.83,"width":24.5,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Dimension Calculation {"data":{"dim_id":"3166c887-36f4-4dbc-8404-a497a33abec2","height":31.83,"width":27,"ceilHeight":32.0,"ceilWidth":27.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Dimension Calculation {"data":{"dim_id":"54e1788d-1fc0-4dfa-b130-872fadf1d547","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Dimension Calculation {"data":{"dim_id":"d0f9333c-7986-4797-8527-86dadf7b8f38","height":31.29,"width":24.14,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Dimension Calculation {"data":{"dim_id":"6e0990f1-9973-473f-b69f-fe5beec7edc1","height":30.76,"width":19.31,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Dimension Calculation {"data":{"dim_id":"b28b955f-72ac-4c08-b297-97106da1af60","height":30.76,"width":23.25,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":11,"baseProductionCost":4380,"result":[{"id":"a2e71953-c3b3-4991-a9f9-f44c79a138a7","height":30.76,"width":22.89,"depth":2,"price":392},{"id":"10caf3f4-b8a8-4827-8a21-97f39e51e491","height":30.76,"width":25.39,"depth":2,"price":392},{"id":"6a763f14-574c-4e71-9ea0-6ee3ebad7d37","height":30.76,"width":28.61,"depth":2,"price":392},{"id":"3c231459-678e-417d-a5cd-aa69aeb1a01e","height":30.76,"width":28.61,"depth":2,"price":392},{"id":"238ca76c-0014-4157-8051-b59fd77baf08","height":31.83,"width":27.18,"depth":2,"price":409},{"id":"e2343be8-a86e-4a83-be32-f21ad478ecac","height":31.83,"width":24.5,"depth":2,"price":409},{"id":"3166c887-36f4-4dbc-8404-a497a33abec2","height":31.83,"width":27,"depth":2,"price":409},{"id":"54e1788d-1fc0-4dfa-b130-872fadf1d547","height":30.76,"width":22.89,"depth":2,"price":392},{"id":"d0f9333c-7986-4797-8527-86dadf7b8f38","height":31.29,"width":24.14,"depth":2,"price":409},{"id":"6e0990f1-9973-473f-b69f-fe5beec7edc1","height":30.76,"width":19.31,"depth":2,"price":392},{"id":"b28b955f-72ac-4c08-b297-97106da1af60","height":30.76,"width":23.25,"depth":2,"price":392}]},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":76.0},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":4.0,"PSUCost":197.96},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Total Production Cost and Tax {"data":{"productionCost":4577.96,"taxFactor":0.0887,"tax":406.065052},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Box Calculation Details {"data":{"breadth":82.0,"boxDepth":8,"oneBoxCapacity":-21.0,"noOfBoxes":-9.0,"noOfFullBoxes":-10.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-21.0,"widthOfHalfBox":-6.0},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":707.9136690647482,"shippingWeightInKG":321.04928302256155},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":321.04928302256155,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":13,"min":"321","max":"390","rate":"300","created_at":null,"updated_at":null}}},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":300,"defaultShippingRate":null},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":4380,"PSUCost":197.96,"tax":406.065052,"shippingRate":300,"miscellaenous":0,"signPrice":5284.025052},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"203.67","sign_height":75.28,"sign_depth":2,"totalCost":5284.025052,"TATDays":7,"baseProductionCost":4380,"productionCost":4577.96,"PSUCost":197.96,"tax":406.065052,"shippingCost":300,"uniqueReturns_count":2,"objects_count":11},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"a2e71953-c3b3-4991-a9f9-f44c79a138a7","height":30.76,"width":22.89},{"id":"10caf3f4-b8a8-4827-8a21-97f39e51e491","height":30.76,"width":25.39},{"id":"6a763f14-574c-4e71-9ea0-6ee3ebad7d37","height":30.76,"width":28.61},{"id":"3c231459-678e-417d-a5cd-aa69aeb1a01e","height":30.76,"width":28.61},{"id":"238ca76c-0014-4157-8051-b59fd77baf08","height":31.83,"width":27.18},{"id":"e2343be8-a86e-4a83-be32-f21ad478ecac","height":31.83,"width":24.5},{"id":"3166c887-36f4-4dbc-8404-a497a33abec2","height":31.83,"width":27},{"id":"54e1788d-1fc0-4dfa-b130-872fadf1d547","height":30.76,"width":22.89},{"id":"d0f9333c-7986-4797-8527-86dadf7b8f38","height":31.29,"width":24.14},{"id":"6e0990f1-9973-473f-b69f-fe5beec7edc1","height":30.76,"width":19.31},{"id":"b28b955f-72ac-4c08-b297-97106da1af60","height":30.76,"width":23.25}],"sign_height_raw":75.28,"sign_width_raw":"203.67"},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":76.0,"sign_width":204.0,"tax_factor":0.0887},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Dimension Calculation {"data":{"dim_id":"a2e71953-c3b3-4991-a9f9-f44c79a138a7","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Dimension Calculation {"data":{"dim_id":"10caf3f4-b8a8-4827-8a21-97f39e51e491","height":30.76,"width":25.39,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Dimension Calculation {"data":{"dim_id":"6a763f14-574c-4e71-9ea0-6ee3ebad7d37","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Dimension Calculation {"data":{"dim_id":"3c231459-678e-417d-a5cd-aa69aeb1a01e","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Dimension Calculation {"data":{"dim_id":"238ca76c-0014-4157-8051-b59fd77baf08","height":31.83,"width":27.18,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Dimension Calculation {"data":{"dim_id":"e2343be8-a86e-4a83-be32-f21ad478ecac","height":31.83,"width":24.5,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Dimension Calculation {"data":{"dim_id":"3166c887-36f4-4dbc-8404-a497a33abec2","height":31.83,"width":27,"ceilHeight":32.0,"ceilWidth":27.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Dimension Calculation {"data":{"dim_id":"54e1788d-1fc0-4dfa-b130-872fadf1d547","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Dimension Calculation {"data":{"dim_id":"d0f9333c-7986-4797-8527-86dadf7b8f38","height":31.29,"width":24.14,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Dimension Calculation {"data":{"dim_id":"6e0990f1-9973-473f-b69f-fe5beec7edc1","height":30.76,"width":19.31,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Dimension Calculation {"data":{"dim_id":"b28b955f-72ac-4c08-b297-97106da1af60","height":30.76,"width":23.25,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":11,"baseProductionCost":4600,"result":[{"id":"a2e71953-c3b3-4991-a9f9-f44c79a138a7","height":30.76,"width":22.89,"depth":3,"price":412},{"id":"10caf3f4-b8a8-4827-8a21-97f39e51e491","height":30.76,"width":25.39,"depth":3,"price":412},{"id":"6a763f14-574c-4e71-9ea0-6ee3ebad7d37","height":30.76,"width":28.61,"depth":3,"price":412},{"id":"3c231459-678e-417d-a5cd-aa69aeb1a01e","height":30.76,"width":28.61,"depth":3,"price":412},{"id":"238ca76c-0014-4157-8051-b59fd77baf08","height":31.83,"width":27.18,"depth":3,"price":429},{"id":"e2343be8-a86e-4a83-be32-f21ad478ecac","height":31.83,"width":24.5,"depth":3,"price":429},{"id":"3166c887-36f4-4dbc-8404-a497a33abec2","height":31.83,"width":27,"depth":3,"price":429},{"id":"54e1788d-1fc0-4dfa-b130-872fadf1d547","height":30.76,"width":22.89,"depth":3,"price":412},{"id":"d0f9333c-7986-4797-8527-86dadf7b8f38","height":31.29,"width":24.14,"depth":3,"price":429},{"id":"6e0990f1-9973-473f-b69f-fe5beec7edc1","height":30.76,"width":19.31,"depth":3,"price":412},{"id":"b28b955f-72ac-4c08-b297-97106da1af60","height":30.76,"width":23.25,"depth":3,"price":412}]},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":76.0},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":4.0,"PSUCost":197.96},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Total Production Cost and Tax {"data":{"productionCost":4797.96,"taxFactor":0.0887,"tax":425.579052},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Box Calculation Details {"data":{"breadth":82.0,"boxDepth":8,"oneBoxCapacity":-21.0,"noOfBoxes":-9.0,"noOfFullBoxes":-10.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-21.0,"widthOfHalfBox":-6.0},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":707.9136690647482,"shippingWeightInKG":321.04928302256155},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":321.04928302256155,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":13,"min":"321","max":"390","rate":"300","created_at":null,"updated_at":null}}},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":300,"defaultShippingRate":null},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":4600,"PSUCost":197.96,"tax":425.579052,"shippingRate":300,"miscellaenous":0,"signPrice":5523.539052},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"203.67","sign_height":75.28,"sign_depth":3,"totalCost":5523.539052,"TATDays":7,"baseProductionCost":4600,"productionCost":4797.96,"PSUCost":197.96,"tax":425.579052,"shippingCost":300,"uniqueReturns_count":2,"objects_count":11},"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:05] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-15 07:45:05"} 
[2026-04-15 07:45:06] 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":75.28,"sign_width":"203.67","shipping_weight":115.75170089501266,"shape":"rectangular","dimensions":[{"id":"a2e71953-c3b3-4991-a9f9-f44c79a138a7","height":30.76,"width":22.89},{"id":"10caf3f4-b8a8-4827-8a21-97f39e51e491","height":30.76,"width":25.39},{"id":"6a763f14-574c-4e71-9ea0-6ee3ebad7d37","height":30.76,"width":28.61},{"id":"3c231459-678e-417d-a5cd-aa69aeb1a01e","height":30.76,"width":28.61},{"id":"238ca76c-0014-4157-8051-b59fd77baf08","height":31.83,"width":27.18},{"id":"e2343be8-a86e-4a83-be32-f21ad478ecac","height":31.83,"width":24.5},{"id":"3166c887-36f4-4dbc-8404-a497a33abec2","height":31.83,"width":27},{"id":"54e1788d-1fc0-4dfa-b130-872fadf1d547","height":30.76,"width":22.89},{"id":"d0f9333c-7986-4797-8527-86dadf7b8f38","height":31.29,"width":24.14},{"id":"6e0990f1-9973-473f-b69f-fe5beec7edc1","height":30.76,"width":19.31},{"id":"b28b955f-72ac-4c08-b297-97106da1af60","height":30.76,"width":23.25}]}},"timestamp":"2026-04-15 07:45:06"} 
[2026-04-15 07:45:06] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-15 07:45:06"} 
[2026-04-15 07:45:06] local.INFO: Input Parameters {"data":{"dimensions_count":11,"shape":"rectangular"},"timestamp":"2026-04-15 07:45:06"} 
[2026-04-15 07:45:06] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-15 07:45:06"} 
[2026-04-15 07:45:06] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-15 07:45:06"} 
[2026-04-15 07:45:06] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-15 07:45:06"} 
[2026-04-15 07:45:06] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-15 07:45:06"} 
[2026-04-15 07:45:06] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-15 07:45:06"} 
[2026-04-15 07:45:06] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-15 07:45:06"} 
[2026-04-15 07:45:06] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":2394.7000000000003,"dimensions_count":11},"timestamp":"2026-04-15 07:45:06"} 
[2026-04-15 08:07:05] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"204.25","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpD031.tmp"}},"file_present":true},"timestamp":"2026-04-15 08:07:05"} 
[2026-04-15 08:07:05] local.INFO: Validation Passed {"data":{"sign_width_or_height":"204.25","user_input_dimension":"width"},"timestamp":"2026-04-15 08:07:05"} 
[2026-04-15 08:07:08] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":11},"timestamp":"2026-04-15 08:07:08"} 
[2026-04-15 08:07:08] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":11},"timestamp":"2026-04-15 08:07:08"} 
[2026-04-15 08:07:08] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":11},"timestamp":"2026-04-15 08:07:08"} 
[2026-04-15 08:07:08] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":11},"timestamp":"2026-04-15 08:07:08"} 
[2026-04-15 08:07:08] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"204.25"},"timestamp":"2026-04-15 08:07:08"} 
[2026-04-15 08:07:08] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"204.25","file_size":40626},"timestamp":"2026-04-15 08:07:08"} 
[2026-04-15 08:07:08] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":657,"y":246,"width":160,"height":172},"scaled_width":28.67,"scaled_height":30.82,"actual_filled_area":349.18,"bounding_box_area":883,"exact_perimeter":118.31,"approximate_perimeter":111.1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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":164,"y":246,"width":160,"height":172},"scaled_width":28.67,"scaled_height":30.82,"actual_filled_area":349.22,"bounding_box_area":883,"exact_perimeter":118.41,"approximate_perimeter":111.35,"convex_hull_perimeter":98.64,"perimeter_pixels":660.9015869776663,"original_contour_points":353,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.313,"perimeter_to_area_ratio":0.3391},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":496,"y":243,"width":151,"height":178},"scaled_width":27.05,"scaled_height":31.89,"actual_filled_area":262.66,"bounding_box_area":862,"exact_perimeter":159.25,"approximate_perimeter":141.81,"convex_hull_perimeter":95.3,"perimeter_pixels":888.8498551495572,"original_contour_points":375,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.1302,"perimeter_to_area_ratio":0.6063},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":334,"y":243,"width":137,"height":178},"scaled_width":24.55,"scaled_height":31.89,"actual_filled_area":302.9,"bounding_box_area":782,"exact_perimeter":180.7,"approximate_perimeter":154.98,"convex_hull_perimeter":93.47,"perimeter_pixels":1008.5483399593926,"original_contour_points":448,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.3,"compactness":0.1166,"perimeter_to_area_ratio":0.5966},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":243,"width":152,"height":178},"scaled_width":27.23,"scaled_height":31.89,"actual_filled_area":263.05,"bounding_box_area":868,"exact_perimeter":159.61,"approximate_perimeter":140.26,"convex_hull_perimeter":95.33,"perimeter_pixels":890.8498551495572,"original_contour_points":389,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.17,"compactness":0.1298,"perimeter_to_area_ratio":0.6068},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":473,"y":2,"width":128,"height":172},"scaled_width":22.93,"scaled_height":30.82,"actual_filled_area":303.8,"bounding_box_area":706,"exact_perimeter":176.39,"approximate_perimeter":167.12,"convex_hull_perimeter":106.08,"perimeter_pixels":984.4852813742386,"original_contour_points":18,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.34,"compactness":0.1227,"perimeter_to_area_ratio":0.5806},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":10,"position":{"x":4,"y":2,"width":130,"height":172},"scaled_width":23.29,"scaled_height":30.82,"actual_filled_area":632.32,"bounding_box_area":717,"exact_perimeter":105.39,"approximate_perimeter":101.2,"convex_hull_perimeter":98.76,"perimeter_pixels":588.2497833620564,"original_contour_points":125,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.32,"compactness":0.7154,"perimeter_to_area_ratio":0.1667},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-15 08:07:08"} 
[2026-04-15 08:07:08] local.INFO: Nested area calculated {"data":{"nestedArea":8545.6426},"timestamp":"2026-04-15 08:07:08"} 
[2026-04-15 08:07:08] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"0613c45c-e525-4d7c-b154-39c16b62945f","height":30.82,"width":28.67,"perimeter":118.31,"area":349.18,"image":"data:image/png;base64,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"},{"id":"3cab5b3c-97c8-46b7-a979-2df1b99724dc","height":30.82,"width":28.67,"perimeter":118.41,"area":349.22,"image":"data:image/png;base64,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"},{"id":"216a5b21-0d3f-4f7d-a2b1-78b879e21f65","height":31.89,"width":27.05,"perimeter":159.25,"area":262.66,"image":"data:image/png;base64,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"},{"id":"579fbb0d-62c7-4328-8c75-554f79909abd","height":31.89,"width":24.55,"perimeter":180.7,"area":302.9,"image":"data:image/png;base64,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"},{"id":"033d2bd0-74a3-4695-9f78-60c2ca934137","height":31.89,"width":27.23,"perimeter":159.61,"area":263.05,"image":"data:image/png;base64,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"},{"id":"bd1f24a3-19c1-4ff2-a7fc-d47c90e27eb2","height":30.82,"width":22.93,"perimeter":176.39,"area":303.8,"image":"data:image/png;base64,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"},{"id":"ef9e3cef-9b6e-4bdd-952c-2885da2b4129","height":31.35,"width":24.37,"perimeter":154.09,"area":270.13,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-15 08:07:08"} 
[2026-04-15 08:07:08] local.INFO: Number of letters detected {"data":{"noOfLetters":11},"timestamp":"2026-04-15 08:07:08"} 
[2026-04-15 08:07:08] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1550.36,"perimeter_in_feet":129.2},"timestamp":"2026-04-15 08:07:08"} 
[2026-04-15 08:07:08] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[305.17,699.01,349.18,349.22,262.66,302.9,263.05,303.8,270.13,167.18,632.32],"actualFilledAreaSum":3904.620000000001},"timestamp":"2026-04-15 08:07:08"} 
[2026-04-15 08:07:08] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":27.12},"timestamp":"2026-04-15 08:07:08"} 
[2026-04-15 08:07:08] local.INFO: Average character height calculated {"data":{"avgCharHeight":31.16},"timestamp":"2026-04-15 08:07:08"} 
[2026-04-15 08:07:08] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":1140.0,"originalHeight":423.0,"ratio":2.6950354609929077},"timestamp":"2026-04-15 08:07:08"} 
[2026-04-15 08:07:08] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"204.25","otherDimensionOfSign":75.79},"timestamp":"2026-04-15 08:07:08"} 
[2026-04-15 08:07:09] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"19608\" height=\"7275.599999999999\" viewBox=\"0 0 1140 423\">
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","detection_approac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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":164,"y":246,"width":160,"height":172},"scaled_width":28.67,"scaled_height":30.82,"actual_filled_area":349.22,"bounding_box_area":883,"exact_perimeter":118.41,"approximate_perimeter":111.35,"convex_hull_perimeter":98.64,"perimeter_pixels":660.9015869776663,"original_contour_points":353,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.313,"perimeter_to_area_ratio":0.3391},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":496,"y":243,"width":151,"height":178},"scaled_width":27.05,"scaled_height":31.89,"actual_filled_area":262.66,"bounding_box_area":862,"exact_perimeter":159.25,"approximate_perimeter":141.81,"convex_hull_perimeter":95.3,"perimeter_pixels":888.8498551495572,"original_contour_points":375,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.1302,"perimeter_to_area_ratio":0.6063},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":334,"y":243,"width":137,"height":178},"scaled_width":24.55,"scaled_height":31.89,"actual_filled_area":302.9,"bounding_box_area":782,"exact_perimeter":180.7,"approximate_perimeter":154.98,"convex_hull_perimeter":93.47,"perimeter_pixels":1008.5483399593926,"original_contour_points":448,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.3,"compactness":0.1166,"perimeter_to_area_ratio":0.5966},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":243,"width":152,"height":178},"scaled_width":27.23,"scaled_height":31.89,"actual_filled_area":263.05,"bounding_box_area":868,"exact_perimeter":159.61,"approximate_perimeter":140.26,"convex_hull_perimeter":95.33,"perimeter_pixels":890.8498551495572,"original_contour_points":389,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.17,"compactness":0.1298,"perimeter_to_area_ratio":0.6068},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJwAAAC2CAYAAAAsj+QdAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1da3Rc1XX+7tzHvKXR6GlJlsCSbNmWhR+1hYttjI0hFIJL3bQUKHUJNJA2q2kXafECksVqskjT0CS8YkJXGgg0rIJZLg+bxomNecg21E/JRrasl229LY2k0Wied3Z/2Odw72j0vpIl635rneXxaObMved8d+999t5nH8CEiSmEcKUvYKaAiAgA4vE4iAgWiwWCIEBV1RG/KwgCb5f/P2vHfdbeeDIwUvX396OtrQ3d3d1oamqCz+dDR0cHuru74ff70dvbi66uLvT29kKSpGH7zM7ORmpqKrxeL1wuFxwOBzIyMlBQUICcnBwUFBRAlmUoigKbzXbVz8dVf4NDgYior68Pfr8fHR0dOHfuHFpaWtDR0YHm5mY0NDSgvb0dnZ2dGBgYwMDAAIiIEywSieAyP0eEJElQFAWxWAyxWAx2ux1ZWVnIyMhAeno65s6di9LSUhQVFSE7OxsZGRnIyspCSkoKIpEIrFbrVTNPV82NjIR4PE5MHba1teHjjz9GZWUlDh8+jM7OTrS1tSEQCEAQBEiShHg8jlgsxr/PtCARQRAEiKIIURQRiUSG/V1ZlqGqqk71st8QRRGqqkIQBMTjcaiqCkmSkJubi/LycsyfPx/33HMP8vLykJ2dzb47o+dsRl/8SPD5fCQIAmpqavDpp5/i008/xalTp9DW1oZgMIh4PI5oNAoAsFgskGWZky0UCnEJJooiLBYLJwWDxWIZUcrJsoxYLIZ4PM6/k8z2UxQFgiAgHA7z33Q4HIhEIsjKykJZWRnWrFmDdevWYfHixfB4PLBYLDNu/mbcBY8EpirPnj2Luro67NixA6dOnUJtbS1CoRAEQeAkURQF0WiUv6clD5NCsVhM974oilwiMRKNBLZg0P6GxWLhhB1q4aH9LeCSak5PT8eKFSuwZcsW3HzzzcjLy2P9XXVzOW1Bl9HZ2UmvvfYa3X777ZSZmUlWq5UAzOgmCAJZLBYSBIG/J8syeTweysnJoQcffJDef/99ikQiRKM1Kk2MD7FYjKLRKL3zzjt07733UlFREdlsNj4xLpfrihNmoo0RzmKx6N6XZZmcTic5nU4SRZGWLFlCzzzzDDU0NFA0Gp22xJuRYjgWi9GFCxdQX1+Pn/70pzhz5gwaGxuhqiqsVisikciIxvxMArP72KKHgalpq9XKbcDS0lJs2bIFd9xxB4qKimaFq2XSMDAwQPX19bRjxw7aunUr5ebmUkpKSlLJIIriVSHhkCDlmGpl7+Xk5PDPORwOkiSJRFGkjRs30vbt26m1tZVCodC0lXjTEkREFy9epFdffZVuuukmndqUZZm/tlgsJEnSFSeI0U0QhEFNFEXdvWptPEVRyOFwkM1mozVr1tBrr71G4XDYtPFGAhGRz+ejt99+m+69917Kzc3VDaqiKDqyybJMsiyTJEkky7Lu7zO1JS4YEpsoimS1Wslut+sePvZdu91OHo+H/vzP/5wOHjxoki4ZiIg6Ojro888/p3vuuYcWLVrEjWY2iFoyCYJAsiwPmhhRFK84YSbahiMbLj947LUkSaQoCv+OLMuckG63m1atWkUvvvgiBQIBk3gM0WiUqqqq6Dvf+Q7NnTuXHA6HbnC1E5CMUKIokqIoVwXZEpvFYiFRFEkURT4OiqJwKcjsN+3ntZ8BQB6Phx566CE6dOjQ7CYdEVFvby/993//N91+++3kdrunfDIlSSJJknSkZjYTm+xE90SyfhJJwf6v7TPZ68lo2kWG3W7nr++66y76n//5n9lJOiKis2fP0uOPP06FhYV8sJxO56QTTUuMxGaxWEhRFJIkaUiiMRKOREz2GS2xh/tto5p2FW+1WvlCw263U1FRET311FPU19c3e4hHRLRz50664447plyqIYm0kSSJrFYrJ1ri5xlh2AJlJIk33Kp5OLXPCGzkvbKHQdtvXl4ePfTQQ1RbW0uRSOTqJR0RUXd3N23fvp3Wr1/PB8Dr9XL/2UiTaURLlF6Jq0JGrqGkXCIptBJMkiSy2Wz8taIoupXkcIRi0tCIe5RlmWw2m64/tpDAZeLfdddddOLEiatT0hERnT59mp588knKzc0lt9s9aHAFQZiSWGiy35VlmaxWq+73E0mYSJ7EPpJJKEVRyGazDbLnEj+nVc8TvT+tTcoehsQHjK10v/rVr9KhQ4coFotdPaQjIjp48CDdc8893L5goh6aQboSq8xkEocRP9Gnx8jDiKeVatoJtdlsXMpp+9TacVobcKTrmUizWCzcjtOOuSiKfEGxefNmOn78OAWDwUkh3fD50QYjFArRzp078cwzz+CTTz7h2bNEBFEUebIiS3xk6UGTCZYmBECXJiRJEiRJQkpKCrKyspCVlQWXywW32w2v1wuPxwNFUaAoCr8HBnYPqqqiuroaANDX14fW1lb4fD6EQiEEAgGEw2FdinqiNjNCu0mSpLs/lm/HkkhVVYUoiggGg5BlGR988AECgQC+//3vIxQKkdGx2CkjXDQapX379uG5557Dp59+ygcBuDTpsViMJ0MKgsDfm2xo89oURUFmZiZKSkqwePFiFBQUoLS0FHPnzkV+fj4cDgdEUeSTqKoqFEVJOiGBQIBY4qXD4UA4HEZjYyNqa2tx9uxZVFVV4fTp0zh27Bj/zmSYT7FYjOfdafMAWfKp3W7nxGfj/7vf/Q6yLOP73/8+iIhmXJYxEdEHH3xAN9xwA9ntdp1vCAaoikRbivm9mGpLjDvistqWJImKi4vpvvvuo9/85jdUV1dHfX191N/fT4FAgMLh8KSolXA4TMFgkILBIHV3d9Mnn3xCTzzxBK1YsYKPD1OzWjsyMaogimLScFay10M1remifZ2Tk0OrV6+mw4cP08DAwMyx6YiI3nzzTbrpppv4gCVbno+3sUC+IAiUmprKJyiR1MzxmZOTQ2vWrKFt27bRjh07qLa2ljo7Oykej1+xQVVVlXp7e6muro727t1LTz/9NN1www38ut1ut45siWE9Fl0ZTSQmsbEHURRF3UpWkiRKT0+nr371q1RTU0Oqqk5/0kWjUdq1a5fO7QHNoBm1MNBmj2ifahbQVhSFCgoK6O6776ZXXnmFzp49O60zZEOhEB05coT+67/+i0pLS/l9paWl8XtzuVzk9Xp1pINmTBIXYiM1tjpPlJiSJNEjjzxCHR0d03KsOKLRKO3du5fWrFnDpU5aWppuZWSEhNMOEIu7asM4c+fOpe985ztUVVVFqqpOW5IlQzAYpIsXL9Lbb79Nt956K3fXJMaXE4k1nMsmWUvm/GbuFEVRyOVy0U9+8hNqaWmZnmNHRLR3715au3atTuKMJhY5nma32/mgMxWxaNEievzxx+nkyZMzPnQTiUSopaWFtm/fTgsWLCAAlJqaSg6HY5BTmqVpjXacGYkTHdLaPu12O82ZM4c+/PBD8vv902sciYiqqqro5ptvTiqFtE+jEflqrD+WEZuSkkL33HMP7du3j3p7e6d1fv9YEQ6H6fDhw/Too49Sfn5+UpWY+IBjFGPIoimJCw72fxbTvu2226i6unrSFlNjxsDAAHV0dNC3vvUtAsBVKXuC2JMDzY1iFAMyUpNlmdLS0mjjxo30m9/8hvx+/4yWaMOB7VB7//33ae3ateTxeHQP3UQeaLaaZ2TTZrmkpqYSANq2bRvV1NRMj7ENh8P05JNPksfj4XaGNraIyzdms9kMC1spikI5OTn0yCOPUFVV1VVLtET09PTQZ599RrfddhvNmzePSyOr1TqmxUKi9kmWyMqiIMx0efbZZ6m3t/fKjjMR0X/8x39QWVmZzv2BcRJJ27RpSuymGWFXr15NP//5z6mrq2vWkI2BiKixsZEeffRRvpmGJQxAI+G06pFpmbEs2DweD+9HlmVatWoV7dmz58r554iI9uzZQ3feeSfP9JisWKg25vjggw/SsWPHqKenZ1YRTYv+/n7q6emhbdu2UWFhIX8Qh1Onyfa5DvdZpp2YurXZbHT//ffTyZMnr8y419fX09atW3WSyMhMD6fTyZ9Kp9NJFouFnnzySTp58uSsk2rJEA6HqaOjg/75n/+ZMjMzyel0kiAIOqd4sjSq0ZCOfYapWkbktLQ0+s///E/y+XxTO/5+v5+ef/55KigoGCTZjFKp7CZFUSS3201PP/00VVdXm2TTQFVVam1tpccff5yrQObr1C4GoNEUo5kfRlTtApDN8V133UXV1dVTNweqqtKuXbto7dq1Y7qJsTTmwAUurZReeuml6euAvMJg+0L+8R//kdxuN1eFyTZSA6OLZTO7LdG7YLFYyOFw0L//+79TX1/f1MxHU1MTPfDAA1x0M+YPlZ49nsaMXI/HQ6+++ur0czxOMxARtbe303333UcOhyOpKh1LgqdWHWtDiMwLsWrVKjpw4MDkaxufz0c//elP6ZprruEXwZbYoijqwi8TabIsU0pKCr300kvTP543TdDf30+HDh2ilStXktvtTpphPB5tpNU2bHEoSRI9+uij1NzcPHlzE4/H6cSJE7Ru3TqdZNNmthol4dxuN/3bv/2bqUbHiM7OTnr33XcpPz+fUlJSdGnmY0kPS5bFzCIT7P+LFy+m9957b/JqmEQiEfrGN77BjdOJNO2yO/EJslqt9PTTT9O5c+dMso0D0WiUnnrqKcrJyRkkzYysweJ0Ounb3/42tbW1GT9PgUCAdu3aRStXrjTM16bth9U7UxSF/uqv/ooOHz5skm0COHHiBG3ZsoUURaHU1FROvMTNPBNtK1eupP/93/813hlcV1dHW7duNfQJ0abY2O12cjqdVFFRQR999NHMSPybxiAieuONN6iwsJBcLteQFQDG27QJnN/97neNDXlFIhF64403qKSkZJBkmkiz2+18RxEAmjdvHv3yl7+cWanN0xg9PT308MMPc6mmXdxhgnPHCuYAoE2bNlFVVZVxc9bU1ER//dd/zb39RlwwU5/sdXp6Ov393/89dXZ2mmQzCERElZWVVFFRoasYoHVzTKSxKFBGRga9+uqrxiwewuEwvfHGG1RcXGzoJuVE0v7FX/wFVVdXX91lB64AYrEY/eu//itlZWURcMmGM3LfK1Otf/d3f2dMuKuuro7uu+8+Lo3GksI8miYIAi1cuJDeeustM2Q1STh+/DjdddddhhbRSXSDrVy5kvbt2zfk/FmG+oMWfX191NzcjEOHDiEWi/GDLUY6Z2q0kGUZsixj7dq1WLFixYw/bWW6orS0FLfeeitKSkpARHwT90RAl0/micfjkGUZJ0+eRGVlJbq7u8cvNHp6eujBBx/Uxee0PrORmjapj/ndmKebqeZFixbR73//e1O6TTLOnz9PGzZs0K0ucXmetIULk9W0S4zJaqUk03h2u502bNhAp0+fTjqPI0o4IqKjR4+itraWHxcEgO/SHg3YZyVJgiAI/HSXeDyOcDgMp9OJ9evXo7i42JRukwy3243169fDbrdDFMVBJSrY/LL5YVUG2M79xOZwOABcmmNFURAKhXDgwAF8/vnnSX9/RMJFo1F8+OGH+OKLL3THAMViMYiiOOINauuHSJI06JwBAFi8eDHuvPNOFBQUjNifiYnB4/EId955J/Lz8yHLsu4oJu1RToxkrFyFzWaD1WoFAN0ZZMFgEMCl8hGsv2AwiPr6enR1dQ2SciMSrqmpCZ999hm6urq4hBK+PGh2xBvUkjIajerOjQIu2W8bNmxAeXm5Kd2mCIsXL0ZFRQUUReHk0Q69tsCP3W6HzWbjhXASBYbVauWnKgYCAQCA1WpFKBSCz+cb9NvDEo6I6KOPPsLp06ehqipkWUY8HucXMxpzix2eJmhO0BNFkZ+qUlxcjA0bNiAlJWXEvkwYA0mScMsttyA7Oztp5SiL5pTEYDCIUCiEaDQKURThdDrhdDq5aRQKhTg3RFGEzWaD1+uFzWZDamrq4N8e7sI6OjqwZ88etLe3AwCvZqTV8yOB2QGMYJIkQVVVXqLrhhtuQFlZGVwulyndpgiCIAgNDQ20fPlytLW1we/3A/hyPhNPSWRnw8bjcS7FLp9gjVgshrS0NMyZMwcLFy7E+vXrsWLFClxzzTXweDyD5nRYwn3xxReorq7m7GfGfzIxPBy0pbe0Nd8WLFiAm2++2ZRuVwC5ublYt24dPvvsM4TDYX42WWJpLwDc7cHmze12Y8GCBZg3bx7WrFmDVatWYenSpZAkCZFIBA6HY0hiDEm4aDRKr7/+Ovx+P9fJwJcHzjL/y0hgh9tqLx4AHA4HysrKsHTpUlO6XQFYrVZh//79lJaWhq6uLkQiEW67sVOqiQh2ux1z5szBkiVLsHr1aqxcuRIlJSVIT0+HoijMrh/1/A1JuHPnzuHjjz/GhQsXOLmISOcOGU3BQOYgZtUWWQXGUCiElStXmivTK4jVq1djyZIlaGhogCiKcLvdkCQJWVlZmD9/PsrLy7Fu3TqkpaUhOzsbHo9nwsJhSMI1NDSgrq5uIn1zRCKRQSJ63rx5mDt37rDi18TkwmKx4I//+I/5UecLFy7E8uXLUV5eDpfLBYvFglAohJSUlMmdo2g0Sj/72c9ozpw5uqLHGEesLdkBGaIo0t13300nTpwwowpXGEREPT09FIlEpqQoY1IJF41GUVdXh4sXL0647ixb3bC6vaqqwm63Y8WKFSgqKppQ3yYmjqn2fSb1w7W2tqKxsZHbaImrFoaxXKsoivzz6enpKC4uhtPpNNXpLMMgwl3ekYX6+vohiQaMnmzMpUJE/PWCBQuQn58/3ms2MYMxiHCxWAxHjx7F+fPn+XsTIR1b4TJnb0pKClauXIk5c+ZM4LJNzFQMIhwR4dy5c+jt7dX5z7QYiypltht7nZKSgtLSUni93nFesomZjEGMamlpQX19PT88Ipl0Y6o2MQSSDNo+iAg5OTm45pprTHfILMWgVWpbWxsCgYBhp8CwOCpbNOTm5iI9Pd2Qvk3MPOgkXDQapbNnz6K3t5eTxAgwKSeKIoqKipCZmWlIvyZmHnSEGxgYQHV1Nbq7uwGMzVYbClqV7Ha7UVJSYgbrZzF0hOvs7ERNTQ16e3sB6HOkxgtGWkmSUFBQgKKiItN+m8XQEa6jowPt7e18MWCEhGOkVVUVJSUlyMvLm3CfJmYuBhHO7/fDYrHo0o8nAq0frqSkBNnZ2RPu08TMBSdcNBqlixcvYmBggDtpjSAcIy8A5OXlIS0tbcJ9mpi54ISTJAmNjY08X80osK2AsizD4XBAkiTTfpvF0PnhwuGwIQsFLdgJypmZmWZ0wcSXhBsYGEB/f7/uTHQjwNKVMzMzk+7iMTG7wFVqT08Penp6+GYKIysuqKqK7OxsuN1uw/o0MTPBJVxHRwe6u7v5noXRxElHA1mWuQ/OJJwJLuHa2trQ09PDiWaULcdCZHl5ebwOhYnZC064zs5O9Pf3J639MRGwXdl5eXnIzc01V6izHBbgUqXr/v5+br8xGEE4RVHg8XjMDF8TADQ2XEtLC/r7+3W1Q4yw4yKRCGw225DJnCZmFzjhYrGYbv+BkWAVLk2YsACXVGckEpk0wtntdl5bzMTshgW4FO8Mh8O6LF+jVKAgCCbhTHDoCKeqKs/y1RYenAhY0TqjClCbmNngKpUVnUtW6WgiYDXhzOKWJgCNHy4cDusqIxmVnqQtq27ChAW45P5g9Xe1VRCNXDyYhDMBaFQqI0QsFuNVEI1Sg0buADMxs2F6Y01MKUzCmZhSmIQzMaUwCWdiSmESzsSUwiSciSmFSTgTUwoeS507dy7fc2BkqQdWkNAMbZkALhOOiHTOXqOTJc0ogwkGCQDPEtGenclOnjEC7MxNEyYswCVCWK1WndozMuCuTe40MbvBg/cul4vnrBkduA8Gg4M26JiYnbAAwLJlywSv1wuHw8Elm9GEY6cRmpjd4KsDr9cLp9PJszqMIhwRIRQKGV6VycTMBCec0+mctO180WhUl9xpYvaCs4vVADHauLfb7fD7/bhw4YKh/ZqYmeCEmzNnDjIzM3m1SuabmyiCwSACgQC6urrQ0dFhHlc5y8EZlZ+fj5ycHIiiyElnlHoNhUJobW3FwMCAIf2ZmLngjEpNTYXH4+FnmxoFFrlob283V6omviz1IAgCj6UywhmxUmVHHrW2tqK/v3/C/ZmY2eASjoiQkZEBu92uO4xtomBhrebmZvh8vgn3Z2JmQ7tKFXJycuB2u7laNSq0RUTo7OxET0+PIf2ZmLnQrQrS0tLgcDgmpZK5GW0wASQQLjs7G5mZmYjH44bVAhFFEdFoFJIkoaWlBRcvXjRdI7MYOsJ5vV4UFhbC5XIZtlJldqCqqujo6EAwGDSkXxMzE4MkXFlZGTIyMgyLpWpXvE1NTejr6zOkXxMzEzrC2Ww2oaioCCkpKYMqKY0XLGIRj8dRV1dnhrhmOQYxKicnh5e3N0KtalOdzp8/jzNnzqCzs9O042YpBq0MsrKyDD8TSxRFqKqK/v5+nD17FoFAwND+TUwcRES7d+9Ga2srPB4P5s6di/LychAR7Ha7YaGnQYTLzs5Gbm4unE6nIQa+dtdWPB5HU1OTGXGYhmhqasIvfvEL7N+/H4qioLCwEMuWLcOyZcvwySef0JIlS7ippSjKuAk4iHAul4tHHIyQRESEaDTK1XN7ezv8fv+E+zVhLM6dO4czZ87A5/NBURS0t7fj8OHDPEfS7XZj0aJFuOWWW3Ds2DEqKSmB1WrVlugdHwmj0Si9++67VFxcTKIokiRJBIAAkNVqJVEUCQBZLBb+/miaIAgkiiLl5eXR66+/TmR0qXQT4wYR0csvv0z5+fkEgGRZJgAkSRJZLBbdXFssFkpPT6eysjJav349fe9736MdO3ZQY2MjBYNBikQiw87rIAkny7JQW1tLhYWFqK+v1/1tPGc5sBUq+05/fz9Onz6Nrq6uUX3fxOSjo6MDX3zxBXw+n66YOBHxg2JEUUQ8Hkc8Hkd3dzcGBgbQ3NyMyspKOBwOXHvttVizZg02bNiA+vp68nq9XDKOKP3C4TD97d/+LdntdhIEgTObvQbAJd1IjUlI7ZPyla98hY4ePWpKuGmCyspK2rRpk26emXSDRrKJoqjjADRz7HK5yGazcW4sW7aMHnjgAXrllVfoyJEjFIvFCEgi4YBL6eaLFi2C1+tFc3MzgC8lFfOrsZXnSEjc6woAX3zxBVpaWsY/QiYMRVNTEy5cuMDnNRqNDioqzrQUSzcDLklAm82GQCDAF4JsgXjq1CmcOXMG77zzDh5++GGkpKRc+nuyC7BYLML8+fORmZmp+0H2Q2PZla/NOGHf7+rqQmNjI1RVNaXcFQYR0fnz59HZ2amr68zmOPHIA1VVoaoqFz5sYWm1WiHLMogIsVgM4XAYgUAAFy9e5EcyAMNUT8rPz8fcuXO5Ezixwrn21JrhoC2Mw74fiURw7NgxnDt3bkyDY8J4+P1+1NTUoLu7G0TEjxtlJEu2R5nZdvF4HIqiwOFw8Er4RARZlmGz2SBJEmRZxrx581BQUABgGMJlZ2ejoqIC6enpuoPZGHFGK+GYCrZYLFwFq6qKyspK/N///d/YRseEoSAiOnjwII4ePco1mKqqsFgsXKBoBQabR22LRCIYGBjgGUbsu+xkI4fDgfT0dDidTgEYhnBer1e4/vrr4fF4YLPZAID/CLuA0ZbCTyaWT506hVOnTsHn85lq9Qri008/RW1tLaxWK99iEIvFdOpU67jXNkEQeGaRqqr8e6wJgoBly5bpzsodNjq/du1alJaWcoNQlmVeaUkrsYaDJEmIRCKIRCI6Ue3xePDWW2+hurp63INlYmLw+Xw4duwYVFVFOBzWpZJZrVZOIEawRKiqimAwyL8nSRInKlOzZWVloyecIAgoLCxEamoqAOhsuNFCa+tp7YFQKISenh74fD6wJbOJqYOqqnTgwAG0tbVxg15VVZ3tNhok+xwRIRwOIycnBwsXLkRaWhr/27CEs1gsqKioQGFhIe9I++9Yob24cDiMrq4u7Nq1y3QCXwFEo1Hs378fjY2NXChoU9K05BsOyTbMs5XsokWLsGzZMqSkpPCOhiWcJEnC9ddfj7KyMthstnGfp8r8O4yobOExMDCA999/31SrUwwiopMnT+LgwYPo7OzkxGKSjtlrow2PMlteK1AsFguuu+46Lqz4+yN1lp+fj+uuuw4ZGRncZmOLh9FcEAuVaKWi9rvd3d04ePAg/H6/qVanCKqqYufOnTh+/Dji8ThkWdaRZqwaLJkazs/Px9KlS7k5xjAi4QRBEMrLy1FcXDzoB0Yj5bSrGwbtTcViMezZswdVVVUwA/pTg9OnT2Pv3r3o7e0FoD+MWev8HY9zn2H58uVYvHgxXC6XTiqNSi+yvCiPx8OLTzMn32iQzHHIbiwcDuPw4cPYtWsXuru7R9WfifGjv7+f3n33XdTW1kKWZVgsFkSjUa69tP620c6v1lvBatNUVFRg3rx5gz47KsJlZWVhwYIFSE1N5eGLoZbKg35A47djJcEY2JPk9/tx4MABVFVVIRqNmlJuEtHS0oL33nsPHR0dnCjaGDkj3Fi2iSaaS4qioKSkBF6vd5DNNSrCCYIg3HjjjZg/fz6vZDlaxy9baDCpmOgmAS7F4X7/+99jz549PFnAhPEIh8O0e/du1NTUALg07ommDgtRjbYmszYKBVySdrfffjuuvfbapJ8f9VIzLy8PN910E7Kzs7m4NWKHvizLnMRvvvkmLly4gJGS+EyMHUREhw8fxvvvv4++vj5eDcEouN1uiKKIefPmYdOmTUnV6Zhx+PBhWr9+Pc8ITZYbNZ7mcrn46wceeIBqa2tNwhmMYDBIjz32GDkcDhJFccwZ20M1RVEIADmdTgJA69atoxMnTgw5f2PaeFpaWoobb7wRHo8HAHiMdaJg9oIsy3jzzTfxzjvvmFLOQBARVVZW4oMPPkA4HIYsyzb0gz8AAA2mSURBVIjH47BarRPuOxaLQZZlBAIBKIqC8vJyZGVlGXDVuHThhw4dohtvvJEEQeAZnhNpVqtV96SIokirV6+myspK6u/vN0lnAJqbm+nrX/86ORwOslqtXDMxTTXR5na7CQBVVFTQ7373OwqHw8bNWzgcpu9973uUnZ1tyMUyUawlnMvloj/5kz+hlpYWk3ATRDAYpJ/85CdUUFDAH25oSGJEY/0+8sgj1N3dbeycXc6hottuu82wC2a58ox0bIfXM888Qw0NDSbpxolAIECvv/46XX/99QRAp5GMIhzb21JSUkKvvPKKsdKNgYjoiSeeoMzMTEMumhFNOxCSJJHX66U33niDzOrnY0dPTw+1trbSH/3RH+m2emq3fhq1cBAEgR566CFqbGycnHkiIqqtraXrr79ed9GyLHP7QCu+J9Lmz59Pe/bsMfexjhGdnZ10//338xUpa4IgjNm7oCiKTjom2n5r166lvXv3jrgnFRjnidCCIAiZmZnYtGkTvF4vFEWBLMs83GW32xEOhw0phtPU1IRvfvOb2LlzJwYGBkzSjQJ9fX304osvorq6WhcF0L7Wxk9HQiQSQTgc5hnAl8s9wGazweVyYfXq1SguLp5QCYgRQUR05MgRuu2227jNxaQdWwiMdu/qSE2SJFqxYoUp6UaB3t5eevnll6mwsJCru+EaRmmjIcH0YWp5w4YNtH///qmZl0gkQtu3b+d2V2pqKrcNJEkyzDHscDhIlmVavnw57d69m+LxuEm6JOjt7aWnn36aFixYMKR9xoiWWMJhqMY+w1SqxWLhKtXpdNILL7xAU5paVltbS/feey/Jsqzbma01VCfaFEXhN15RUUG7d++mYDBokk4Dv99PL774IuXm5uoeVCA54cZqyzGhIssyJ9y9995LNTU1UzsPkUiEKisraePGjVwEsxsxSqVqwydWq5Wuu+462rlzJ5k7vi6hr6+PfvzjH9PKlSsNW6yxxgQHM5NYKy4upl27dlEgEJj6OVBVlX75y1/SvHnzyGKx8Js2Ytltt9u5SNcOZl5eHv3oRz+itra2WWvX9fT00Pnz5+m5557jLipGELfbbYiWYX1o+yooKKAnnniC2tvbr9y4NzY20tatWzk5tAbmRFtKSgqXmkwV2O12stls9PDDD9OePXtGtSS/muDz+aiuro6+8Y1vkCRJ5Ha7+RjZbDZOkPG4QRIbe+hxWdt87Wtfo5qaGrqiuYtERLt27aI//MM/5DeqveDE1Y5RTkcAtGbNGvrFL34xK6QdXcbOnTtp48aNJIqiztc2HnJpbT3tIoH1jcsPPQC65ppr6O23354e49zV1UU///nPqaysjN+Ioii6IoZGSj5oBisrK4u++c1v0meffcbm5MoPiMEgImpqaqJt27bx2Ggyp+54HLuAvuCktkwb+9dut9O2bduop6dn+oxtZ2cnPfnkk3y1pJVkzF/H/m+UlJMkifdbVFRE//RP/0THjx+/qkjn9/tpx44dtHHjRkpLS+M5hBP1s2lNFafTyeeEuU6gIeRf/uVfUl1d3fQa18t7Hulv/uZvdKvVxHieUZKOSThBELgfEABt3LiRXnvtNQoEAtNrgMaAaDRKREQXLlygf/mXf6FFixbp7NnEMRwP4bTzog1ZaaWdy+WiTZs20eeffz49x5KI6KOPPqLNmzeTw+Hg1RPZDUiSZBjhtPFbtkJmixZJkmjdunX0ox/9iBoaGmaMqo1Go9TT00P19fX02GOPUWlp6ZAPWrI2FsIlxkUtFgu339h7CxYsoN/+9rc0rev5BYNB+vDDD+kP/uAP+MXbbDbusU5Ur+Nt2oGXZVn3xGp9SEuWLKGHHnqI3nrrLWpvb5+WxCMi6u/vpwMHDtA//MM/8MLeqamppCgKCYKgc3doV4/jbUwYMOLJsqxLE1u0aBE9++yzFAqFpt14DUIsFqMXXniBVq1axVUAuxltiGSizeFw6PK77HY7JyL7HavVSg6HgwoLC2nLli300ksv0eHDh6m3t/eKRi1UVaWBgQE6c+YM/epXv6K7776bCgsL+WJLe18ul4v7IhPdRJjA+EmSxOdCq3mWLl1KP/jBDwwdH2POqByqc0kS4vE4+Xw+dHV14fz584hEIhAEgZfxmiisVisGBgb4/wVB4LuRFEWBqqq8ZgZw6TyC5uZm7N69GzabDWVlZbjllltQXV1NpaWlvHbx5W2Qhmc/xONxisViiEQiiEaj+PWvf42PP/4YH330EVpbW8H+xqqH+/1+yLKMWCzGy6ZpKx8k1msZD5JVTXI6naioqMDXvvY1Q0+imbx0Eg0CgQC98soreOaZZ1BXV6f7m81m4wf3ut1uBAIBPthGnUg9HNhOcbfbjaysLBQVFWHJkiVYsmQJ5s6di2uvvRapqamw2+2Ix+NjIqGqqhQIBOD3+9HR0YELFy7gzJkzOHHiBI4fP85P5WGVCMZT12M0UBQFAPgDriUnS1NixWtsNhsURcHmzZvx3e9+F0VFReM/9CMJpoRwwCXSvfbaa3jsscfg8/mQk5ODtrY2XqZTK+2sViuvqHglYLfb4fF44HQ6UVRUhIyMDGRnZyMtLY2/9ng8kCQJwWAQkiTxcwwCgQC6u7vR1dUFv9+PlpYWtLa24uzZszh//jw/hUcURUiSBFVVdVUjjSYcKyyoLUTEKlkRERRFQTAYhNvt5uT/sz/7M/zgBz/AtddeC0mSpowjhiMajdLzzz/Pc7WY3eBwOHg0QptZasSusJEaWzGzVS1zosqyTDabjTs8nU4nX/2yuC5z7zgcDkpJSSGPx0MpKSm6mK/dbueRFebbYjYTs9OGysQ1Ir0r0e2RbKGWlZXFFw/f/va3qaGhga6aIpHBYJB+9atfUXl5OZ9s7aAoisKJaHTmg1FN62hOtqlYkiSy2Wy6DAvh8mEbiXmCQxFN63g1oiVGeWRZJovFQl6vl4BLC5Jt27ZRc3PztFzBTwjRaJTee+892rx5s06KaXPppkK6AV+unLUSTvt3bawS+HLVy4jD/j7UbnathEvsd7h7NIpw7OFITBuzWq38fufNm0c/+9nPqKen5+rNMwyHw3T06FHasmULT61JTU3VuUqMyqcba2NEGsptM1ygfDhP/1hUpBHuDtaGiiYAoIULF9Kbb745O7KoiYhaW1vpiSee4LFXJj0kSZoSlTpSnY2RMjGYXTcU+UbK4DCKVMM1LcmYVPV6vXTHHXfQkSNH6Pz581c/2RiIiHw+Hz377LNUXFxMAIacwMloWmmkzbxI/Ezi4WbMJhup/2RkTrThJvv+tMWCmCr/0z/9U6qqqrqyOW1XEkRE+/bto1tvvVU3OOxfrXrVrra0BjxribHbmdwS891YIoSWyEwbaO9XFEUe+tLakIsWLaIf//jH1NTUdPUtDsYKIqLz58/TCy+8QGvXriVAHytlu7fY/9PS0gaRbKok41Q1reRNZhMmmh1Op1OXZsSay+WirVu30sGDB6/ehcF4EY1G6be//S3dfffdSV0OWtKxJM/EyTAyVjsdWuIigql0JtmSPWhs7JYvX07PP/88NTY2mhWphkI0GqW2tjb69a9/rSucY7PZ+OBqbRPgy6xU5rCFgRM+HRqT4kziJWbGMFXL7DS3203f+ta36NChQ7NjFWoEWFr19u3bad26dTwioc1uYHYNiwBos1YxDYgykaZ9cFhkQ/ueNumURTlcLhc9+OCDVFVVRUREfX19JtnGCiKis2fP0nPPPUcbNmzgmzowxOQAwycpzpSmNQuY9Brqs5mZmXT//ffT3r17iWULGzD0sxuRSITOnTtHL7/8Mm3evJmysrJ0Z60bvSPsSrfE1HwmtWVZprS0NJJlmfLz8+nrX/86ffLJJ6Sq6vTOzJ2piEQi5PP56MCBA/TUU0/R0qVLdcWurwZ1qm2JNltaWhrNnz+ffvjDH9KRI0eIiGbE3tyZm3qiQSgUoo6ODnz++ef48MMPcejQIdTW1sLn8+k+J0kSTwniZ7AnnLjCDjJh+WnJcDk5k5euGg7JUskETaks7QkwLE8tmSZkx3p7vV5cd911uPPOO7F+/XoUFhZCluUZM48z5kJHA1VVSRAENDU1Yd++fTh48CD279+P3t5e+Hw+fh6EFpIkDTpVR0sS7ck7yXLWRjpvjPWrPVVZ+32r1aq7LvZQxGIxxGIxSJIEj8eDJUuW4Ctf+QpuvfVWLFy4EIqiGJoYOVWYcRc8WqiqSvF4HAMDA2hra8OZM2dw8uRJVFVVobq6GvX19TwZkkG4fOzPUNKN/V0rjUY6HIWRSys5WYo9Kzdvt9ths9ng9/sRi8WQkZGBG2+8ERUVFVizZg3S09ORnZ2NlJQUWCyWGT1nM/rix4qBgQHq7u5GS0sLmpub0dPTg6amJr7f4ty5c2hra0NfXx/C4TDPxk0kova9kQh3WRLxI4WAS+RzOp1wOByYP38+rFYrcnJy+IG2RUVFcLvdICLk5uZeVXN0Vd3MWBGLxYhtwGGbVNra2tDY2IiGhgZcvHgR9fX1ICKEQiH4fD50dHSgu7sboVCIl5cdDllZWXA6nTw9fc6cOSgoKEBhYSEyMjKwePFiWK1WKIoCi8Uyo+yx8eCqvrmJoKamhpjKZKcg0uUD6uLxOFeJ2h1jycAkIZOGTGqWl5ebY2/CxGTj/wGD4+nPaw4+5wAAAABJRU5ErkJggg==","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":473,"y":2,"width":128,"height":172},"scaled_width":22.93,"scaled_height":30.82,"actual_filled_area":303.8,"bounding_box_area":706,"exact_perimeter":176.39,"approximate_perimeter":167.12,"convex_hull_perimeter":106.08,"perimeter_pixels":984.4852813742386,"original_contour_points":18,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.34,"compactness":0.1227,"perimeter_to_area_ratio":0.5806},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":9,"position":{"x":165,"y":2,"width":107,"height":172},"scaled_width":19.17,"scaled_height":30.82,"actual_filled_area":167.18,"bounding_box_area":590,"exact_perimeter":99.05,"approximate_perimeter":98.9,"convex_hull_perimeter":88,"perimeter_pixels":552.8284271247462,"original_contour_points":7,"approximation_points":6,"shape_analysis":{"aspect_ratio":1.61,"compactness":0.2141,"perimeter_to_area_ratio":0.5925},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":10,"position":{"x":4,"y":2,"width":130,"height":172},"scaled_width":23.29,"scaled_height":30.82,"actual_filled_area":632.32,"bounding_box_area":717,"exact_perimeter":105.39,"approximate_perimeter":101.2,"convex_hull_perimeter":98.76,"perimeter_pixels":588.2497833620564,"original_contour_points":125,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.32,"compactness":0.7154,"perimeter_to_area_ratio":0.1667},"image_base64":"data:image/png;base64,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"},{"id":"0613c45c-e525-4d7c-b154-39c16b62945f","height":30.82,"width":28.67,"perimeter":118.31,"area":349.18,"image":"data:image/png;base64,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"},{"id":"3cab5b3c-97c8-46b7-a979-2df1b99724dc","height":30.82,"width":28.67,"perimeter":118.41,"area":349.22,"image":"data:image/png;base64,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"},{"id":"216a5b21-0d3f-4f7d-a2b1-78b879e21f65","height":31.89,"width":27.05,"perimeter":159.25,"area":262.66,"image":"data:image/png;base64,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"},{"id":"579fbb0d-62c7-4328-8c75-554f79909abd","height":31.89,"width":24.55,"perimeter":180.7,"area":302.9,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAI0AAAC2CAYAAADk4w7LAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO19eXBc1ZX+9/ptvajVanVrtbzIlmXAC8LYjpGDYnDGMGGJIQRI2Jlid1IEQkiRH2WKCmTYhgmBlMkwTAIzMTMe40xhFk8AWx4b4XjBki3jFW2WLFmytl7U6zu/P+x7fbslSy2rJWvpr+qW1N2vX7937/fOOffeswAppDBISOf7AkYSRESGYUCSYm87/nV/CIfDkGUZJpMJhmFAluUJ1YfAOCZNKBSiYDCIjo4ONDY2oqGhAe3t7WhqakIwGITH40FHRwc6OjrQ3d2Nnp4eRCIRWCyWfs+7YMECmM1m2Gw22O12OJ1O5OXlYdKkSXC5XMjJyUE0GgURwWazjcv+HfM3ZRgG+f1++Hw+hEIhNDU1obGxEV9//TUOHjyI+vp6tLS04OTJk/D5fAAAIkI0GkUkEkE0GuXnkiQJRNTv78myzCUTEUFRFNjtdrjdbjgcDixevBhOpxOTJk3C1KlTMWnSJLjdbqSlpUFVVWiaNub7fMzdQDAYJEVRYBgGWlpasHv3bmzatAkVFRWoq6tDR0cHQqEQDMOAyWSCqqrsewB6qyIigslk4ipHJFFfiEQiMaRh0HUduq7D6/Xyc8myDIfDgeLiYixYsADFxcUoKytDbm4uMjIy2PWMuTEYExdMROT1etHR0YGKigp8+eWX2Lx5M+rr6wEAJpMJPp8Pfr8fsiz3kh6yLLPzDEiKRGAymWKIw8gjSRKzc6BpGqLRKEKhEP/MYrFAURRkZ2dj9uzZuPzyy7F06VLMnj0bZrN5zBBo1F6kYRgUjUbR1dWF6upqfPbZZ9i+fTt2794Nj8eDQCAAIFalsD5ng0pEMAwDRARJkvh74v+GYcT87kDjJv5WX8Tpi7Qmk4ndE78+AFBVFQUFBfj2t7+Nq666CiUlJSgqKoIkSVAUZdSOzagDEVEoFKJ9+/bRM888QxdddBFpmka6rpPZbCYAY7qZTCaSJIm/liSJdF0nu91OTqeTbrrpJlqzZg11dXUR64tk9/FQMWrYbBgG1dbWYvv27fjv//5vfPbZZwgEAlAUBaFQiIv58QhZlrmBzSRWUVERbrjhBnz/+9/HhRdeCLPZDFVVR814nVcYhkFdXV303nvv0XXXXUdOp5NkWSaTyUSqqsY8pbqun3dJkcwmSVKM1GHvybJMkiSRqqo0d+5cevrpp2nv3r3EkLTOH2s4bdzSf/3Xf9G1115Lubm5ZLfbSZZl0jSNNE3jHelwOCgtLe28D3IyGiOKyWTiLZ44AEhVVf6QyLJMl156Kf3kJz+hiooK8ng8E4s8REQ9PT20efNmuvPOO8npdJIkSZwkJpOJAHA7BkJnjwfixJMlvqWlpfE+EJuiKOR2u2nBggX01FNPUWVl5cQgTiQSoW+++YZ++ctf0tSpU0nTtJgOUlWVrFYrf22z2SgtLY1kWT7vg52s1pdUwWkysfuUZTnmAVEUhRRFiemnyy67jF5//XVqaGgYv+RpaWmhLVu20LJlyygvL493gCzLpCgK70yr1dpnx4qdNh4bkzRut5uTx2q1xjxEZrM5RgJnZGTQypUrqaamZnwRh4joxIkT9OKLL1JhYWEMWUQpEy91mMpiBFJVddwQh9k0rA9Eu0a0d+KPF1Ua+8xisdCVV15Ja9asoUgkMvbJQ0S0d+9eeuihhyg3N3fE1Ux/nS0OmmicDnRO8TsjeS9nuz92HfPmzaOnnnpqbKurUChE27Zto9tuu40cDgefQmIEO/Jsn4vGaPznzH44W4s/npHvbJ8P1z2yv0xVKYpCU6ZMofvuu4/q6+spGo2OLeIQEa1fv57KyspidPJIdGp/UqCv9xmJFEVJiNRMTSqKcl6kjizLMdcpGtAAKDMzk6666iqqqKgYOxLH6/XSRx99REuWLOGDkpGRMeLiXJzGMqnC1oBEwzu+iVKorzbQb43EvamqGnMtjEjiQ1laWkobN24c/cTp6emhLVu2UGlpKQGnjDScvgnx/5FoZ1ND8YSJt3sGOq+qqrydT4kTvwDKVpIBcOleVlZGW7ZsGb3ECQQCVFVVRT/84Q+5ns3MzOQ3NZKbjfELZuJnbIk+/vizfbe/c52PJkqTvtQ9U11Op5M0TaMlS5aMXuLs2LGDHnvsMTKbzWS1WvkNmUwmslqtMU/FcLb4wWVPoKqqfU7r2XJ9vMg/W2NrJYqicOkiGsPDfX+ijSjeh9ls7kVq9tCWlpZSTU0NdXd3J4U4Sdk19Xg89Pbbb+NXv/oV35E2mUzQNI37vaiqinA4nIyf6xfM4Vt8res6NE2DqqqYO3cuNE1Deno6srOzkZ+fH+OOOdBu+hdffAG/34+Ojg60traitbUV7e3t8Hq9CIVCA7qLJgu6rgM45ZEoyzJUVeV9bbfb4fF4+LEWiwUPP/wwnnzySWRnZw95zJWhniAajdLq1avx6quvIhwO8043DIPfBICECaMoCnepZJ5wQCwZmCtBOByOcYpiDlaFhYVYsGABLrvsMpSUlGDatGnIyMiApmncAYqdX5Ik6LqeUEcGg0G6+eabY64pGo2iu7sbra2t6OzsRFVVFcrLy7F161a0tbVxX2Tg1OD19PTEuEAoisId0TVNg2EY/Pi+7ps5eDH31dNjwN9XVRUejweapiEUCvF++sMf/oCsrCx4vV5KS0sbEnGGRJpQKESffPIJNmzYgO7u7pgbOVdEIhE+uIx0NpsNJpMJHo+HSyzWSWazGUVFRSgrK8PChQsxZ84c2Gw2ZGZmwul0JkyIRJDIubq7u+mee+5Be3s7duzYgS1btmDnzp3Yv38/2traAJySBJFIBH6/H5FIBDabDcFgEKFQiLunMhdVkUCJeIPGeweyfvJ4PNiwYQNmzZoFIqLz5lpaX19Pd911F9lstoTsgcE0RVHIYrHE6GmbzcZnP2w94p//+Z9p9+7d3NNtRDtgAHR0dFAkEqGenh763//9X/rZz35GOTk5MfYehHvOyMiIscPEzxJdsWbHMhtSXNdRFIWuueYaqq6uPj+Lf0REf/7zn2n69OkxRmIiN9Vfi++c+EW37Oxs+ulPf0o7d+6knp6eUUeUs8Hv91NbWxt1dnbSmjVr6NprryWn00mqqlJ6ejqfcfZlkLNpPRLsQ2ak4zQxLRYL2Ww2AkDp6en06KOPUldX18j329dff0033HBDzFOTjNkDW/OQZZl0XeeSprCwkO655x6qqqqijo6OMUOWvhAOh6mmpoZeeeUVmjNnTszgapoWQ5zB9qvo8SgSjc26ZFmmmTNn0rp166itrW3k+rCjo4N+85vfkNvt7iVak9Hib3bevHn0wgsvUFdX19jbU+kHREQ7duygJ598kpMHQh/ouj7gukxfjUlr0YlN9Cqw2+10ww03UE1Nzcj0JRHRp59+SkuXLo25UCb+ktHS09N5J91zzz20c+dOCofD44YsIpjf7wcffEBLly4lp9PJyRG/9jMY9S+uVrO1K1EFulwueuutt+jEiRPD369+v5+efvppys/P7yVlkrmLnZubS0899RS1tLSMaVWUKILBIO3atYuWL19OU6dO5f2Q6KIja+xYRjbRKFYUJebhvuKKK6iiomL4+3bz5s20cOHCmM3AwUQJsBtwOBy93mPN5XLRL37xC6qvr58QhGEgIjp27Bj97Gc/I7vdHiNZ4l8PtbGN5Ndee418Pt/w9bFhGPTqq6/GPAkQJEyiOrev49h7DoeDnnnmGaqrq6NAIDBhCMPAiPPCCy9Qbm4uKYqSdId6VVW53XjFFVfQ1q1bh6+fGxsb6cYbb+Q71mxmI0YQJHLRrBPiXT4nT55Mv/rVr6iurm5CSZi+cOzYMVq5ciXZbDayWq1JlTLxxvWLL75IwWAw+f1tGAa9//77dOGFF3K1xCQMI08iawkiwUS3AlmW6b777qNjx45NeMIAp6blR44coe9973u91PlQmmhKMCf+G264gfbs2ZP8Pm9tbaVHH32UT7NFy34wLgNMGqWlpcWsfF566aX017/+dXj16xgDEVF5eTktWrRoUOq/vybu9MuyTGazmQoKCuj1119P/oLfrl276Morr+wVwMb+Jmrhx8+wNE0jl8tFL730Enm93hRh4kBE9P7779OsWbOSpqKsVmuvBcAHHniAjh8/nlD/mxK9+EOHDqGxsbHXpiTbsWUbZAMhGo3GbLxpmobvf//7uP766zHU3dfxCEmSpGXLluHmm2/mCZqGCsMw+EYmG4t9+/ahpqYmoe8nNNI+n4+OHTuG7u5uAOA7sCzjEz9ZAsRh+WLS09MBnPIL+cEPfoCioqKELngiIj09HStWrMD8+fOHfC5ZlhEMBmEYBvczAoC9e/di9+7dSGQRNSHSNDQ0oKqqipOGsVTMWReJRHolCDrbRQPg5/rxj3+MWbNmTcgsmYlCkiRpxowZWLRoESZNmgTglEuI+JBaLJaEXCeYpJckiZNHkiSEQiGUl5fjyJEjA54jIdI0NjbyrJjJgqqqmDx5Mi644AKefy6Fs8PhcODGG2/kEjkQCMR4CUYikYS8BlkeHEmKzRsYDAZRW1uL9vb2Ac+RkBNWXV0d6uvrE5IkA8EwDCiKAkmSMHv2bMyfPx9utzslZQaAJEkSEdF3vvMdHDhwAC0tLQDOuNGKzlr9gXnyMTBJYxgGjh49irq6ugHPMaCkISJqamrCiRMnErqoBM4HIkIoFMK0adMwbdq0pJx3omDZsmWYO3cufy0moUwEzLWUTV6i0SjPUdje3o6amhp0dnb2e7KE1NPJkyfh9XoTuqhEwOygrKws2Gy2pJ13vEOSJKmkpATf+ta34HQ6eaJJpmoYgfqDmESS+R9Ho1E+Mzt+/Dh6enr6PceApIlGo/D5fDwv7lDBjDcWDXC+XFXHKtLT03HZZZehsLAQAGKiJxLty/hZriilmpqaBrRrBiRNT08PfD4ft0OGCnaOnJwc5Obmwm63p1gzCDBpU1xcDEU5ZZKyv4moKEmSuFQhIi4ImMQ6fPjwgOs1A5LG6/XC6/XCMIykxC0xY5pFC6QweEyaNAn5+fl88BlpEnmoRWLR6TT9DCaTCXV1dWhoaMCxY8fOysABSaMoCi8ykQxJw5gdjUYH1J0p9I1QKIRLL72Uqyi2FBKfjZ1NrZmhy/6Pj5kCzqyzeb1e7N69u19TZEDSMEOJreQOFWxqqChKUmykiQhd16WpU6ciJycHuq7HBAD2lYKfjR0LJpRlmUsYcapORLBarQiFQjGBjvFIZMrdKwBrqGDbD2wJO4XBY9asWZgyZQo0TePTZ8Mw+ny4WWERXdd5NCYTBABYWn3Isgyv14vjx4/zFfu+MKgIy2TNdKLRKDwez4jEdo9XuN1u5Obm8lBdVplGVVVeOISRh5EJiDWaxSZKHBaLfzYkTBpR4gwFbFe8ubk5aQuGExVMPQFnHmi2t8RUvxg3DsQSCDgTS87+j0Qi8Hq9fMW5Lwyob5ieTBZpxA3L+vp6tLe3p3xozgGSJEmTJ09GZmam+B63QdlmMlNDrGma1stLQVEUKIrCx9nhcMScNx4DkkZVVaiqmjSjNRqNQtM0RCIR1NTUpGZQQ0BhYSGys7MBnDJoGQGYamEPumiTBgIBbk+yelRMOrGFwvgZVjwGVE+apkHTNF4NZahgC0qhUAiij04Kg0dWVhb3S2K2CVM1uq7DbrcjMzMTLpcLmZmZsFqtmDRpEmbMmAGXy4VQKIS0tDTMnDkT2dnZiEajcDqdiEajsNvtZ/3dAUljtVo5g+P147mCTee+/vpr/N///R+i0Sil/GkGj7y8PKxatQrLly+Hz+dDXl4erFYrFEVBWloanE4nf80ak0xms/mc+3tA0kiShOzs7KSShln6ra2tKC8vR2lp6ZDPORFxvoqoJrTwMn36dFit1qROuaPRKAKBACorK7F//36kwlbGDhKZPUnTp0+Hy+VKGmnE8zQ2NqK8vBwNDQ1JOXcKw4+EJE1BQQGmTZuWlBVcSZKgaRpfhezo6MC6devwwQcfYDylERnPSIg0brcbc+bMQVpa2tB/0GTiCRbZ6mRzczPWrl2L9evXp9TUeEEgEKA1a9ZQcXHxkAO1xGA5seSezWajxYsX08aNG8nj8aSIMx6wdetWmj9/ftJII6a9F6M2L7/8cvr0009T8dzjAV1dXXT77bfHDLCYJSK+Gsi5NlmW6corr6T3339/3Ga/GutIeMPSbrejrKwMX331FQ4ePBjj0GwymWAymRIOo+gP0WgUn3/+ObxeL7q7u3HixAnKzMyEoiipxb+xiNraWrr++uu5RBFzuCWr9oHZbCaHw0Emk4nMZjPdcsstVF5eTj09PcOTQyWF4QUR0bPPPksul4sPMHCmRlKy1BP7Py0tjSwWC5nNZrrpppto27Zt5PP5UvbOWMNXX31FV199NWmaxgc42dnKReKIWSozMjLoxhtvpH/5l3+hpqamFHnGCoiIXnnlFZ7dk2XESiZxmHSJf5/9Vl5eHq1YsYL+7d/+jadaSxFolGPv3r10/fXX8wprrG5SsiWOmJaN/Y74G1arlfLz8+nv/u7v6Pe//z3V1tZSd3c3hUKhFIFGG4iIXnzxRZo2bRpPn56symvMuJZlOSbnrVhWkEkcUT1mZGTQ1KlT6e6776aXXnqJvvjiC+rs7ExJoNGElpYWuu2222IG2mKx9CrIyXLzJVsKna2ZzWZSVZWmTJlCt99+O7377rv09ddfk8fjISKiSCSSItH5QiQSoc8//5yuuOIKAs6s9JrNZp5aPX42NVJ1q1lCbHZNNpuNFi5cSHfddRd9+umnVFtby+2g1DR+8BjSgplhGPTmm2/ilVdeQV1dXUwsDXAmbpi5iZrN5n6DsJIBXdd5WUBVVWM2SE0mEywWCxwOB1hmqdLSUsydOxfZ2dnQNA0WiyW1iDgAhtxB9fX19Mc//hEvvvgivF4vD59gq8PMDYLF0sSHjg4nmLd9PJlZhCG7loKCAnz729/GokWLMHPmTBQWFqKwsBCapiEcDp83D7nRiqR0xoEDB+ipp57CBx98wL3hg8EgJw4LjRgJm1RVVb69IeYBlCQJVqsV0WgUwWAQRASz2cwzQ7HkPjabDaqqIicnBwsWLMDy5ctx2WWXITc3l59zome6SMrNh0Ihqqqqwq9//Wts2LCBFy4VK+QqinJeIipFSSeGrzKIBVM1TesVuqFpGnJycpCfnw+n04mysjJMmzYN8+bNw8yZM9n5JxSJknazRERbtmzBK6+8gvLycnR1dcFmsyEUCvFipiNRgphJGiKKIWl8yWfmKC+qLkYoFtcsBtAzVWaxWGCxWDBlyhTMnz8fl156KWbPno0ZM2YgJycH0Wg0ZRcNBkRE+/bto+uuu45PuTHCM6f4GZu4MMhexxfyAGKLg7DZn/gZ284Q37NYLGSxWCgtLY0KCwtpyZIl9Pzzz9PGjRv5GtF4nOYn/YkgItq2bRtee+01rFu3DtFoFFarFUTUK5qSRW6yMNLxsA5nNpuhaRrcbjdmzZqFSy65BPPnz8e8efNQUFAAXdfHfM7kYbl4IqLKykr89re/xYYNG9Da2goAPHMT870RZ1LxeW3HKtiMTczEkJ2djZKSElx00UVYvnw5cnNzMXXqVB4vPdFsorMiFApRV1cXvfTSSzR9+nQu9kW1oKpqTO3tkVJhI9HEbQ/xPafTSZmZmVRSUkJPPPEEbdmyhTo7OykSiaQWGhn8fj+tX7+evvvd7/LO03U9xm00vvb2WG6iM5qiKORwOMjhcPS6P2ZraZpGU6ZMoZtvvplefvllOnDgALW1taU2XYmI9uzZQ7feeit34EIf5Elmxd3z1frbtBWLskuSxPfJxP6YM2cO3XvvvfTOO+9QdXX1mCpYn3R4PB7q6uqif/qnf6KlS5eSoigxlVyBU8U9MQwDOdJNlmWyWq1ks9l6qVyRJKJngKqqlJ6eTrquk91uJ1VVye1205133kkbN26k1tZW8nq946ouecIgIjpy5AitWrWKpkyZQgB4B2MUDPhQm9lsjrFlGDEURUm4yBdTXeJ5LrroInrooYfoyy+/nJhei0REXV1dtGHDBvrxj3/cy+d4PDRGlHgC9bUOJKotILYWt6ZppOs6J9/kyZPp/vvvp88++4w6OzvJMIyJRZ5oNEptbW300Ucf0e23305Op7PXAlpf/jni0xsv/pnaY6/7mrWNh5aXl0f33nsvffTRR9TW1jYxJU9jYyNVVFTQLbfcQhdccAEniM1m43ZAfwNvMpl6zVxYRV5GsmRES5zvxvqDudgWFBTQTTfdRO+99x61trZOPMlDRNTT00Pbt2+nn//851RUVESyLPPlepwW10xyxIt14JSK0zSt1yyGxVFhmAd1pFr8Fs3FF19MP/rRj2j79u3k9/snFnGAU+QhIqqvr6fXXnuNFi9ezA3MvtRRvEpCXOeOp0VDdi/sIbBarTH3N2/ePPrtb39LJ0+enHgqi8EwDCIiOnjwIL311ltUVlZGM2fOjJltiYSx2WxkNps5mVRVHVekEVfQxSbLMlfPuq7TddddRxs3bhyWOudjas8jHA5Ta2srKisrsXnzZuzatQu1tbVoa2tDd3d3v3mOmbdeMutwnk+wtK+iWwfLwGq32+HxeJCXl4ef//znuOWWW1h2zzE13kmFYRhkGAZ5vV6qrKykV199lZYvX07Z2dlktVpJ13Vu7/Rl94zlJkacio1JH9EFRNM0stvtdMstt9CWLVsmrrrqC6FQiDo7O6m1tZU+/fRTev7556msrCxmhdlkMiUlLut8t/hlCPae2OL3uSRJoiuuuILeeeedpOxpDaqgxmhFvOO3z+ej22+/HYcOHUJVVRX27t2LyspKVtQTAPqsVCKmSxHLEAOIKUjBjpFlmfsYi+djpRvjC1skA335Wse/ZgU22G9LkoQdO3aguroaTU1NaG1tJafTec7pW8a9jvP7/RQIBNDe3o729nZ8/PHH2LNnDyoqKtDc3AzglONUNBod0IeZ1bQGehemUFUViqL0mbaf+R+bTKYRS+sf78zPyhW4XC7ceeedWLVq1TlHWYwLSdMf4o2/lpYWYpXyGhsb8eWXX2LTpk3YsWMHGhoa4PV6Icsyd0gPh8MwDIMb0n6/P+b8zOkqHA4jHA7DZrP1cjAjohE3wOOlD7s+v9+Pd999F7quo7m5mXJzcwdNnHEvaQbC6QVF1NTUoK6uDkePHkVlZSW2bduGb775BuFwuFeWL5PJBLPZDMMwYoL/bDYbfD5fzHGsMspI2aCiSo2vMAeccowPBAKwWCx46qmn8Mgjj8Bmsw1K6ox7STMQ4l0tPR4PmUwmdHd3Y//+/diyZQu2bduGw4cPo6urC6FQCH6/n0sclrLfMAwEg8EYmwcAJwyr7jbcEkeW5ZgKc8xWY1EVLCLEMAy8+eabCIVCePDBBwf1GxNe0vQHNkX1+/1oaWlBW1sbqqurUVFRgS1btqC+vp4H2jH7hjnKi6WMk1G9JlHEx3UBsUY9qz5nNpvh8XiQk5ODxx57DHfffTdycnIS4kOKNINER0cHAUBnZycOHz6MyspKVFVV4cCBAzh+/Dg8Hg+6u7u5OmBP/vleIhGr5eq6Dp/Px4lUVFSEVatW4Xvf+x4yMzNTnBhusG2OQ4cO0dq1a+mRRx6hZcuWUW5ubsyiYl/rJ8PV2I5+vEuI6CnI/rdaraSqKi1ZsoR27tyZWgAcaRARdXd3UyAQoBMnTtCHH35IDz74IM2aNSvGFxqnV3bjvfxYgijxvXh3DwyRUOIelbgBnJOTQ3fccQft378/RZrzCSKiaDRKdXV1tG7dOvr1r39N1157LV1wwQV8sJjrh+grLBLMZDKR3W5PqluH6J8kbvxmZWXRa6+9Rp2dnSnijBaEQiHyer20fft2euaZZ2jhwoWcPJIkUVpaGpcoaWlpSZcyrIkEZI5q7PWSJUto06ZN4y6UeMwjHA4TczhjG65LliwhIDYig/kYM3soWXtnFoull08yC1xUFIX+3//7f9TQ0JAizWhGIBCg6upq+stf/kJXXXUVTZkyhcxmMx/cZLuqsmgH5m8kJj8AQKWlpfT++++njOKxACZ91q5dS9dcc01M5tR4Q/pcm6jymFEc78yfnp5ODzzwAB07dixFmrECIiKfz0cbNmygO+64g3JycpImZcSSSaypqsq9HZm0mTlzJq1bt25i+huPZRARtba20u9+9zu65JJLkrbOwySXGCLcV0GUZ555hthiZgpjDOFwmNauXUvLly+PUSWiD3Qy47pYrNi8efPogw8+SJFmrIKI6Pjx4/TCCy/QJZdcElP1Jn69ZaiNGcZut5ueffZZamxsTBFnLKOjo4P++Mc/0sKFC2MMWiA51XDi3Umvvvpq2r17dwxpJrxrxFiD0+mU/H4/mUwmvPHGG9izZw/fRe8vGiNRsE1MXdcRDAZx5MgRnskshTGOSCRC69evp4suuoiA5KVpYVKLrRqnpaXR73//e2pvb0+pqPGAQCBAv/nNb2jSpEkEIClrOWyGJq4+33333TEbmSn1NIZhNpulxsZGqq+vx1tvvcUD6IYC0UWUeSFu374djY2N/Jih/4oA6gPJPH8KvZGfn49rr70W8+fPT0qkAxsySZJgs9kAALW1tejo6ODHJCxpWAoLwzDQ1dXFQ2G9Xi86OjrQ3NyM5557Dl1dXfD7/VAUBbNmzUJHRwc5nc6UN9gwQZIkqbOzkx566CE0Njbi2LFjXOKIDvEsY/xACIfDvDwB84OORCI4efIkP4aTJhAIUCQSQWtrK9rb29HV1YWenh50d3ejtbUVzz33HKLRKE6ePImmpiZ88803aGpqgs/n4+6MzHoPhUIwm80oLi7GzJkzk9dDKfSJjIwM6csvv6RFixahra2NR0iIgn4wqYrFIiTAqeC77u5unDx5klwul6QAQHd3N73zzjvYtGkTPv/8c7S3tyMcDsNqtUJRFLdjxsgAABHKSURBVPh8Ph61p+s6IpEIDyxjrI4v5B4IBHDw4EF0dXWda1+kMAgUFRVh6dKl2L59O5qamnpFfA5mOh5/rGEYaG5uRnd396nzAafidWpqavA///M/8Pv9PNArFAohEAjw15FIBD6fD8FgMEa6sFAJkc26riMQCMTowhSGD263W7rkkkuQl5fHoyAU5Yz1kWidLVaMRHwNnAosZCHNJuBUiIaqqtB1HR6PhzMtEonw4l6KonBJo2kaj1VmFUoMw+Ae7yx8Q5ZlBINBhMPhlEE8AigqKkJeXh5kWQYQOxM6l4U/8TvHjx/nAsAEnIq6c7vdcDgckCSJl6cRvxyJRBCJRBAMBnnAla7r0HWdl8ExDIMHZjHyHT16lMdMpzC8cLlcKCoq4mMXL10YmfoD0xrx329ra4PH4wFwmjSKokiZmZmwWCy8WooYbirLMlRVhaZp0DQNiqLw+GRWQY6JNFG0qaqKAwcO4MSJE+fUCSkMDiaTCSUlJcjKyuIPMXCGLImugLBsGCycV1EUeL1ePqXn6zS6rsPlckHXdf4DLLiKZVQIhUK86Jf4OQuCZxfKiGUYBiorK3Ho0KGkdk4KfUNRFOmCCy6A2+3mCQyAM6RJVEXF26esKiCf/LAPCgoKYgqTMoNIURRomgbgTOkdhnibhok2RqxIJIK2tjY0NDTA4/Gk7JoRQFZWFmbMmAEAvAhtMBjslW/nbBBregLgFYeZkAAE0rhcLmRkZPAP2F+WagNIjKmMOKIx1t7ePmJ5WSY6XC4X7HY7VFXlSZUAcK0wEEQNAoBrGTHzBD9Lbm4u3G43F03sS4PdCSCiGIPLMAwcPnw4ZQyPEMxmM5+YiNIh0cU9pjHYuDNNIo4pJ43dbkdGRgaf24s/IqarSATRaJQznIhQVVWFgwcPYsLXMBoBsNkty1zBCAQkvlbDUpUw4cEyefFMouLBGRkZ0HWd2yrxCXISUU99We3ffPMNvvrqq5iEPykMD8S1MtGgPZe9Y1HbiHl3OGkkSZLy8vLgcDgAgDOV/Z+o5S2uQrJZVTQaxe7du1FXVzfoC09hcNA0jS+snkuiSJFoTAAYhgGLxcJn1jGSprCwEDk5OXy2JCbCSfSHxa11kWzV1dWorKxET09PSkUNIzo7O+Hz+RAKhWKSSYqLdv1B1DDiZMbtdiM/Px9AHGny8vJi1mrERSG2lTAQxI1LVjpZlmU0NTXh0KFDA2bQTGFoaGpqwsmTJxEIBGIMYSBxFcW+w8Zb0zS4XC5MmjQJQBxpiouLMW/ePNjtdgBnptiqqkKSpF472f39KFtVZOdJT0/He++9hx07diR0jhTODUePHsWhQ4dgNpsBxO4/JTKDYvmHAXB/mmg0isLCQq6BYkgjSRIWLFiA9PR0AOAHhcNhbp8MBHF+L4pGn8+HkydPYvv27WhpaUmpqGEAEVFdXR1PKAn0TqKdwDlivsem7unp6dyTL4YFiqJICxYsQHZ2NoDeG1yJGsMxC0GnDatQKITOzk58+OGH2Lt3L0+CmEJycfDgQXR2dsYU2uhrX/BsEGe+ojNWVlYWsrOzJaAPH2G3243CwkKefXuwGSrjicXUFGP7rl27UF5envKzGQbU1dWhtrYWoVAoRlIwJEKaeN8oIoLdbueCBOiDNLIsY8GCBcjLy+NGLCPOYLzdxem6mM82EAjg448/xt/+9reUtEkiiIgqKirQ2NjIbU/Rj2YwKkokm6ZpmD59OvLy8vjnvVhgNpul0tJSzJ07FwBi3B4SmT0BZ9Zn+trQ1HUdO3fuxIYNG9DQ0JDwjaTQP9ra2rBp0yYcP348ZolEVDeJECdeQqWlpeFb3/oWn24DZwlhmTlzJubPnw+32813q1mdgERwNuNLtOD/+te/Yv369UgFlw8d4XCYPvnkE5SXl3OXTAZxoS4Rwc4iGNixjDRZWVlnjunri3a7HdOmTUNBQQH/UbZrmgjiDWHmXwOc2huRZRmHDh3C+vXrUV1dnVJTQ0QoFMJnn32GgwcP8sU5NokZbAAdGwo27dZ1HYWFhbDZbFwK9KlvJEmSDh8+TB9//DH27dvHbZtEIW6MsXz84kWpqopAIIDy8nK43W5kZmaCiCi+TkEKAyMUCtGGDRuwa9cu/p7oEsH6PlEtEZ+u//LLL4fT6UzsYjo7O+n111+n6dOn95mb7VwbCyxnscK6rtP9999PR48eTUVkDhJERPv376drrrmGgOSkjRUzq+fk5NAbb7xBXq838XE5ePAgrVixgmcSSFYuW5aClL12u9305JNPUlNTE6X2phJHW1sbrVq1imeMSGbKWAD093//97Rt27bBjUc4HKbXX3+dCgoKYqTEUBs7jyzL5HA4CAAVFBTQo48+SkePHh2WssDjDX6/n1avXk1FRUVks9l65QY+18YSGmmaRqtWraL6+vrBj8XRo0fpBz/4Qa+i4efaROKJOWxZZdeHH36Ytm3bllJV/YCI6MMPP6SSkhL+8AHJyVHDzpGTk0N/+ctfKBAIDH4ciIhefvllKiwsTIqUAQauXHvXXXfRF198cW4XPM5BRLRp0yZaunRpjJ3Jqq4gSZLmRz/60blJGYadO3fSbbfd1mfa0HNpNpstplo9u1mxE+bMmUP/+q//Sl6vN5Wn/zRaWlpozZo1tHz5ci61FUUhSZIoOzs7aQ/1hRdeSGvXriWWKeScQET05z//mcrKyoZ8QaxoBKs1xN4XkyKLqbseeughOnDgwIRWV0RER48epT/84Q9UVFTEHzb24CUzUaOiKLRixQrat2/f0Pu7tbWVHnvsMbJYLDz9KKtEz25iqBeM09JGVF0Wi4VKS0vp7bffpkAgMOHIE41G6cCBA/SLX/yCsrKyktbHwCmbUiwkpus6zZkzhz755JPkJJ0mItq6dSuVlpZy/clUS7LUlthkWeaqymKx0MUXX0y33norVVdXU2trKwWDwXFNntP5guijjz6iK6+8Mmn9ysYqIyMjRsIz0+DZZ59Nbk2ESCRCb7zxBk2fPp2rGJGpySAPOx9r8Z9PmjSJfvrTn9LOnTspHA4PTe+OQhiGQdFolLZt20Z33HEHuVwuXrsASSANI0l8ITJJkqisrKxXzuCkoKGhgR5//HGulphdoqpqUnQqE5nsNau8ZrFYYqqu5efn0xNPPEH79u0bF/n9iE5VYPnb3/5GK1eu5KrIbDb3sl2G0uIznbO/+fn59Kc//Wl4qspFo1HasWMHrVixgmw2G19rSWZRT3ZjLHu2mPufrRcxtehwOKi0tJRWr15N7e3tY4pAzEbz+Xy0fv16+od/+AdyOp1ksVhI07ReNS6TWV3OZrORyWSitLQ0slqt9Pjjjw9vOvtIJEIffvghzZ49O2lqSWyKopCu6wl1kqqqlJ6eTm63m7Kysujmm2+mf//3f6eTJ08SEdFoTKgUDoepra2NysvL6emnn6YlS5ZQZmZmjB0HoR/YxCAZpBFNCSZxWCr7RB+2c95V9ng89Lvf/Q5vvvkm9xZLNINkf2Dhn2yLn90H8yBkAVwsRAMAT2tiGAZsNhsyMjIwdepUlJSUoKysDIsWLUJOTg7fYdd1fUR304mIAoEAPB4PDhw4gMrKSmzbtg179+5FQ0PDmVx2p90YNE3j+X8YEvWHGQgsC0QwGISiKCgsLMQ//uM/Yvny5bDb7cNfzN3r9dKqVavwxhtvAEBMIqRzBUtHCpzJdNBXDDLzPY5EInw732w2c6cx4JQDEfvurFmzsGDBAixevBgzZszA7NmzuWNRKBQSfZkH3SfiExqNRmEymdDT04Pjx4/j6NGjqKqqQkVFBfbt24fGxkYYhsHzFgLguWTEDB3AmRh6oHdg/lBgNpu5y8rLL7+MRx55BBaLJeH7HhJpiIhqa2vx0ksv4e233+ZRfRaLhacW0XU9Jt2a+PQMBwYac6vVCl3XkZ6eDrfbjdzcXJ4xw2azIT8/Hy6XC06nMyZ+mblLGobBQ179fj/a2trQ3NyM9vZ2+P1+VFdXw+PxoKOjg+dUjk8GNZwQHzoGlvolHA7ze7LZbLj77rvxy1/+EpMnTx5ZPyYiot27d9O9997LC2oCsdM7nDa8MER9nEiTTle2P1s723cURSFN07hx6Ha7ye12U2ZmJrlcLsrMzKSMjAxyOp3kcrnI7XaTw+HoZaympaUlbaHzXJvD4eDXlJ6ezq+HjYHJZKKf/OQnVFdXd/5cUYiI9uzZQ/fddx8pisJnAEDsNHEkOnMg0rDld1aRjS1UstYfufprsiz3uZZiMpm4/1AyZz9na+KDarFYYna+dV0nu91OK1eupOrq6vM/y2T7I3feeSdlZmb2Ikwyp+T9tXORNGIzm818zYktXrIBZ+dgsxxGMvG3xVrabMkgmaUCB2picXiRxLquk8lkoocffpjq6+vPP2EYiIiOHTtGd9xxB19rYB0sbk4OZxuINOypFyVNooOaCOmS5T03lCZ6DTDiOJ1OevDBB+nQoUM06pJLERE1NTXRyy+/THPmzImRNn2V9012G4ykESVBvERgEiZ+dZodx84lSiNmE8VLGmYvjYR6FtfMRD/sBx54gBobG0f3tks4HKZ3332XLr74YrLb7dytc7hbIpKmPwkjkiG+Ci0jSH8G9Ujc40BN13XugpKfn0/PPfccNTU1jQ2/JCKiffv20f33308OhyMpeycDtXOxadi2hejqwd5ntgzQe++HfS+efIxcg1F9w9Hmzp1Lf/rTn6irq2v0k0UEEVFzczM999xzlJ+f32vg2MD0VV9aHGj25GMEOnu0NFF9iv2mKArvK7G/2GQjLS2NbrrpJtq8efPoVkcDoampiT7//HP67ne/S8XFxWSxWDgRxCfYbDbHvB4tIn+kWl+zMtYYQdiOPzveZrPxPaqFCxfS6tWryePxjJ4Z0lAQDoepp6eHVq9eTfPnz+eSw2Qy8WgExHUgM0ZVVR2xBcLR0JgEjl9LEo1p0eUzPz+fbr31Vtq8eXNyvO5GG9iazuOPP055eXkxnRW/QMZmJBimwRltjdlBTDX1JXGYfxFw6sFi0sXn81E0Gh1/hGHweDwUCoVo165dtHLlSpo8eTInhyRJpGlaL5eL9PT08z6ow93Y2hYjDXM8Y1JFJFFJSQm9+uqrVFtbO6Kq6LwH3BMRdXZ2oqKiAlu3bsV//Md/8LSmYuq18aCeE4WY9SE+D7CmaVi4cCGuueYaXH311Zg7dy5UVT3v43heEA6HqbW1lerr6/nCIE4/UeJsASP41J+vxmw59lpVVZo8eTLNnz+fnn/+edqzZ8/4MHKTCcMwuL/sE088QTNmzOBqC6NgUIe7iSvKubm59MMf/pD+8z//k5qbm0fFFsCoFmuGYZDf70dNTQ22b9+OqqoqlJeXo66u7qwZn1i2LabaWAo39mCezQNOErJ3xSebjPfREY8V89r1dU7mh8NSyPVV5U10rtJ1HTk5OSgpKcGyZcvwne98BzNnzoTFYoHJZBoV4zUqLiIRBINBYs5NFRUV2LRpE/bs2YOamhp4PB7e8cybj0E6XYSVecCxglki4r3lxAFlBGHE64tAYmU95n3Xn/aI90i0WCyYPHky8vLysGzZMlx88cVYvHgxsrOzz8mTcLgx6i4oEbDEAJFIBM3NzThy5AgqKytx4MABbNy4ET6fD16vl7tesie9L4hSiR0XT5qzuVkygsV/xs4JIEbCSaezvsuyjNzcXMyZMweLFy/GwoULUVxcDKfTCbfbPSqJImJUX9xgEAgEqLOzE7W1tejs7ERzczNOnDiBlpYWNDU14dixY2hra0NbWxvC4TB6enp6OW6LLp1nU2m6rvPP42uSx5dzNJvNyMzMREFBAaZMmYKsrCzMnj0bLpcL+fn5yMnJgcPhQFpaGqxW65gZizFzoeeCSCRCoVAIfr+fV3vdu3cvvF4vWltb0dLSgra2NnR2diIQCCASiWD//v28EIiY9ZtJip6eHl4ETVEU2O12uN1uZGVl8ZoSOTk5KC4uRnFxMaZNm8bJYTabEQ6HB+XEPRoxpi9+KDh48CD1pVqYtBCdwMWoALvdjkgkwqvHitk0RUljGAbmzp07Yfs3hRRi8P8BcNHWIW13ywIAAAAASUVORK5CYII="},{"id":"033d2bd0-74a3-4695-9f78-60c2ca934137","height":31.89,"width":27.23,"perimeter":159.61,"area":263.05,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJwAAAC2CAYAAAAsj+QdAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1da3Rc1XX+7tzHvKXR6GlJlsCSbNmWhR+1hYttjI0hFIJL3bQUKHUJNJA2q2kXafECksVqskjT0CS8YkJXGgg0rIJZLg+bxomNecg21E/JRrasl229LY2k0Wied3Z/2Odw72j0vpIl635rneXxaObMved8d+999t5nH8CEiSmEcKUvYKaAiAgA4vE4iAgWiwWCIEBV1RG/KwgCb5f/P2vHfdbeeDIwUvX396OtrQ3d3d1oamqCz+dDR0cHuru74ff70dvbi66uLvT29kKSpGH7zM7ORmpqKrxeL1wuFxwOBzIyMlBQUICcnBwUFBRAlmUoigKbzXbVz8dVf4NDgYior68Pfr8fHR0dOHfuHFpaWtDR0YHm5mY0NDSgvb0dnZ2dGBgYwMDAAIiIEywSieAyP0eEJElQFAWxWAyxWAx2ux1ZWVnIyMhAeno65s6di9LSUhQVFSE7OxsZGRnIyspCSkoKIpEIrFbrVTNPV82NjIR4PE5MHba1teHjjz9GZWUlDh8+jM7OTrS1tSEQCEAQBEiShHg8jlgsxr/PtCARQRAEiKIIURQRiUSG/V1ZlqGqqk71st8QRRGqqkIQBMTjcaiqCkmSkJubi/LycsyfPx/33HMP8vLykJ2dzb47o+dsRl/8SPD5fCQIAmpqavDpp5/i008/xalTp9DW1oZgMIh4PI5oNAoAsFgskGWZky0UCnEJJooiLBYLJwWDxWIZUcrJsoxYLIZ4PM6/k8z2UxQFgiAgHA7z33Q4HIhEIsjKykJZWRnWrFmDdevWYfHixfB4PLBYLDNu/mbcBY8EpirPnj2Luro67NixA6dOnUJtbS1CoRAEQeAkURQF0WiUv6clD5NCsVhM974oilwiMRKNBLZg0P6GxWLhhB1q4aH9LeCSak5PT8eKFSuwZcsW3HzzzcjLy2P9XXVzOW1Bl9HZ2UmvvfYa3X777ZSZmUlWq5UAzOgmCAJZLBYSBIG/J8syeTweysnJoQcffJDef/99ikQiRKM1Kk2MD7FYjKLRKL3zzjt07733UlFREdlsNj4xLpfrihNmoo0RzmKx6N6XZZmcTic5nU4SRZGWLFlCzzzzDDU0NFA0Gp22xJuRYjgWi9GFCxdQX1+Pn/70pzhz5gwaGxuhqiqsVisikciIxvxMArP72KKHgalpq9XKbcDS0lJs2bIFd9xxB4qKimaFq2XSMDAwQPX19bRjxw7aunUr5ebmUkpKSlLJIIriVSHhkCDlmGpl7+Xk5PDPORwOkiSJRFGkjRs30vbt26m1tZVCodC0lXjTEkREFy9epFdffZVuuukmndqUZZm/tlgsJEnSFSeI0U0QhEFNFEXdvWptPEVRyOFwkM1mozVr1tBrr71G4XDYtPFGAhGRz+ejt99+m+69917Kzc3VDaqiKDqyybJMsiyTJEkky7Lu7zO1JS4YEpsoimS1Wslut+sePvZdu91OHo+H/vzP/5wOHjxoki4ZiIg6Ojro888/p3vuuYcWLVrEjWY2iFoyCYJAsiwPmhhRFK84YSbahiMbLj947LUkSaQoCv+OLMuckG63m1atWkUvvvgiBQIBk3gM0WiUqqqq6Dvf+Q7NnTuXHA6HbnC1E5CMUKIokqIoVwXZEpvFYiFRFEkURT4OiqJwKcjsN+3ntZ8BQB6Phx566CE6dOjQ7CYdEVFvby/993//N91+++3kdrunfDIlSSJJknSkZjYTm+xE90SyfhJJwf6v7TPZ68lo2kWG3W7nr++66y76n//5n9lJOiKis2fP0uOPP06FhYV8sJxO56QTTUuMxGaxWEhRFJIkaUiiMRKOREz2GS2xh/tto5p2FW+1WvlCw263U1FRET311FPU19c3e4hHRLRz50664447plyqIYm0kSSJrFYrJ1ri5xlh2AJlJIk33Kp5OLXPCGzkvbKHQdtvXl4ePfTQQ1RbW0uRSOTqJR0RUXd3N23fvp3Wr1/PB8Dr9XL/2UiTaURLlF6Jq0JGrqGkXCIptBJMkiSy2Wz8taIoupXkcIRi0tCIe5RlmWw2m64/tpDAZeLfdddddOLEiatT0hERnT59mp588knKzc0lt9s9aHAFQZiSWGiy35VlmaxWq+73E0mYSJ7EPpJJKEVRyGazDbLnEj+nVc8TvT+tTcoehsQHjK10v/rVr9KhQ4coFotdPaQjIjp48CDdc8893L5goh6aQboSq8xkEocRP9Gnx8jDiKeVatoJtdlsXMpp+9TacVobcKTrmUizWCzcjtOOuSiKfEGxefNmOn78OAWDwUkh3fD50QYjFArRzp078cwzz+CTTz7h2bNEBFEUebIiS3xk6UGTCZYmBECXJiRJEiRJQkpKCrKyspCVlQWXywW32w2v1wuPxwNFUaAoCr8HBnYPqqqiuroaANDX14fW1lb4fD6EQiEEAgGEw2FdinqiNjNCu0mSpLs/lm/HkkhVVYUoiggGg5BlGR988AECgQC+//3vIxQKkdGx2CkjXDQapX379uG5557Dp59+ygcBuDTpsViMJ0MKgsDfm2xo89oURUFmZiZKSkqwePFiFBQUoLS0FHPnzkV+fj4cDgdEUeSTqKoqFEVJOiGBQIBY4qXD4UA4HEZjYyNqa2tx9uxZVFVV4fTp0zh27Bj/zmSYT7FYjOfdafMAWfKp3W7nxGfj/7vf/Q6yLOP73/8+iIhmXJYxEdEHH3xAN9xwA9ntdp1vCAaoikRbivm9mGpLjDvistqWJImKi4vpvvvuo9/85jdUV1dHfX191N/fT4FAgMLh8KSolXA4TMFgkILBIHV3d9Mnn3xCTzzxBK1YsYKPD1OzWjsyMaogimLScFay10M1remifZ2Tk0OrV6+mw4cP08DAwMyx6YiI3nzzTbrpppv4gCVbno+3sUC+IAiUmprKJyiR1MzxmZOTQ2vWrKFt27bRjh07qLa2ljo7Oykej1+xQVVVlXp7e6muro727t1LTz/9NN1www38ut1ut45siWE9Fl0ZTSQmsbEHURRF3UpWkiRKT0+nr371q1RTU0Oqqk5/0kWjUdq1a5fO7QHNoBm1MNBmj2ifahbQVhSFCgoK6O6776ZXXnmFzp49O60zZEOhEB05coT+67/+i0pLS/l9paWl8XtzuVzk9Xp1pINmTBIXYiM1tjpPlJiSJNEjjzxCHR0d03KsOKLRKO3du5fWrFnDpU5aWppuZWSEhNMOEIu7asM4c+fOpe985ztUVVVFqqpOW5IlQzAYpIsXL9Lbb79Nt956K3fXJMaXE4k1nMsmWUvm/GbuFEVRyOVy0U9+8hNqaWmZnmNHRLR3715au3atTuKMJhY5nma32/mgMxWxaNEievzxx+nkyZMzPnQTiUSopaWFtm/fTgsWLCAAlJqaSg6HY5BTmqVpjXacGYkTHdLaPu12O82ZM4c+/PBD8vv902sciYiqqqro5ptvTiqFtE+jEflqrD+WEZuSkkL33HMP7du3j3p7e6d1fv9YEQ6H6fDhw/Too49Sfn5+UpWY+IBjFGPIoimJCw72fxbTvu2226i6unrSFlNjxsDAAHV0dNC3vvUtAsBVKXuC2JMDzY1iFAMyUpNlmdLS0mjjxo30m9/8hvx+/4yWaMOB7VB7//33ae3ateTxeHQP3UQeaLaaZ2TTZrmkpqYSANq2bRvV1NRMj7ENh8P05JNPksfj4XaGNraIyzdms9kMC1spikI5OTn0yCOPUFVV1VVLtET09PTQZ599RrfddhvNmzePSyOr1TqmxUKi9kmWyMqiIMx0efbZZ6m3t/fKjjMR0X/8x39QWVmZzv2BcRJJ27RpSuymGWFXr15NP//5z6mrq2vWkI2BiKixsZEeffRRvpmGJQxAI+G06pFpmbEs2DweD+9HlmVatWoV7dmz58r554iI9uzZQ3feeSfP9JisWKg25vjggw/SsWPHqKenZ1YRTYv+/n7q6emhbdu2UWFhIX8Qh1Onyfa5DvdZpp2YurXZbHT//ffTyZMnr8y419fX09atW3WSyMhMD6fTyZ9Kp9NJFouFnnzySTp58uSsk2rJEA6HqaOjg/75n/+ZMjMzyel0kiAIOqd4sjSq0ZCOfYapWkbktLQ0+s///E/y+XxTO/5+v5+ef/55KigoGCTZjFKp7CZFUSS3201PP/00VVdXm2TTQFVVam1tpccff5yrQObr1C4GoNEUo5kfRlTtApDN8V133UXV1dVTNweqqtKuXbto7dq1Y7qJsTTmwAUurZReeuml6euAvMJg+0L+8R//kdxuN1eFyTZSA6OLZTO7LdG7YLFYyOFw0L//+79TX1/f1MxHU1MTPfDAA1x0M+YPlZ49nsaMXI/HQ6+++ur0czxOMxARtbe303333UcOhyOpKh1LgqdWHWtDiMwLsWrVKjpw4MDkaxufz0c//elP6ZprruEXwZbYoijqwi8TabIsU0pKCr300kvTP543TdDf30+HDh2ilStXktvtTpphPB5tpNU2bHEoSRI9+uij1NzcPHlzE4/H6cSJE7Ru3TqdZNNmthol4dxuN/3bv/2bqUbHiM7OTnr33XcpPz+fUlJSdGnmY0kPS5bFzCIT7P+LFy+m9957b/JqmEQiEfrGN77BjdOJNO2yO/EJslqt9PTTT9O5c+dMso0D0WiUnnrqKcrJyRkkzYysweJ0Ounb3/42tbW1GT9PgUCAdu3aRStXrjTM16bth9U7UxSF/uqv/ooOHz5skm0COHHiBG3ZsoUURaHU1FROvMTNPBNtK1eupP/93/813hlcV1dHW7duNfQJ0abY2O12cjqdVFFRQR999NHMSPybxiAieuONN6iwsJBcLteQFQDG27QJnN/97neNDXlFIhF64403qKSkZJBkmkiz2+18RxEAmjdvHv3yl7+cWanN0xg9PT308MMPc6mmXdxhgnPHCuYAoE2bNlFVVZVxc9bU1ER//dd/zb39RlwwU5/sdXp6Ov393/89dXZ2mmQzCERElZWVVFFRoasYoHVzTKSxKFBGRga9+uqrxiwewuEwvfHGG1RcXGzoJuVE0v7FX/wFVVdXX91lB64AYrEY/eu//itlZWURcMmGM3LfK1Otf/d3f2dMuKuuro7uu+8+Lo3GksI8miYIAi1cuJDeeustM2Q1STh+/DjdddddhhbRSXSDrVy5kvbt2zfk/FmG+oMWfX191NzcjEOHDiEWi/GDLUY6Z2q0kGUZsixj7dq1WLFixYw/bWW6orS0FLfeeitKSkpARHwT90RAl0/micfjkGUZJ0+eRGVlJbq7u8cvNHp6eujBBx/Uxee0PrORmjapj/ndmKebqeZFixbR73//e1O6TTLOnz9PGzZs0K0ucXmetIULk9W0S4zJaqUk03h2u502bNhAp0+fTjqPI0o4IqKjR4+itraWHxcEgO/SHg3YZyVJgiAI/HSXeDyOcDgMp9OJ9evXo7i42JRukwy3243169fDbrdDFMVBJSrY/LL5YVUG2M79xOZwOABcmmNFURAKhXDgwAF8/vnnSX9/RMJFo1F8+OGH+OKLL3THAMViMYiiOOINauuHSJI06JwBAFi8eDHuvPNOFBQUjNifiYnB4/EId955J/Lz8yHLsu4oJu1RToxkrFyFzWaD1WoFAN0ZZMFgEMCl8hGsv2AwiPr6enR1dQ2SciMSrqmpCZ999hm6urq4hBK+PGh2xBvUkjIajerOjQIu2W8bNmxAeXm5Kd2mCIsXL0ZFRQUUReHk0Q69tsCP3W6HzWbjhXASBYbVauWnKgYCAQCA1WpFKBSCz+cb9NvDEo6I6KOPPsLp06ehqipkWUY8HucXMxpzix2eJmhO0BNFkZ+qUlxcjA0bNiAlJWXEvkwYA0mScMsttyA7Oztp5SiL5pTEYDCIUCiEaDQKURThdDrhdDq5aRQKhTg3RFGEzWaD1+uFzWZDamrq4N8e7sI6OjqwZ88etLe3AwCvZqTV8yOB2QGMYJIkQVVVXqLrhhtuQFlZGVwulyndpgiCIAgNDQ20fPlytLW1we/3A/hyPhNPSWRnw8bjcS7FLp9gjVgshrS0NMyZMwcLFy7E+vXrsWLFClxzzTXweDyD5nRYwn3xxReorq7m7GfGfzIxPBy0pbe0Nd8WLFiAm2++2ZRuVwC5ublYt24dPvvsM4TDYX42WWJpLwDc7cHmze12Y8GCBZg3bx7WrFmDVatWYenSpZAkCZFIBA6HY0hiDEm4aDRKr7/+Ovx+P9fJwJcHzjL/y0hgh9tqLx4AHA4HysrKsHTpUlO6XQFYrVZh//79lJaWhq6uLkQiEW67sVOqiQh2ux1z5szBkiVLsHr1aqxcuRIlJSVIT0+HoijMrh/1/A1JuHPnzuHjjz/GhQsXOLmISOcOGU3BQOYgZtUWWQXGUCiElStXmivTK4jVq1djyZIlaGhogCiKcLvdkCQJWVlZmD9/PsrLy7Fu3TqkpaUhOzsbHo9nwsJhSMI1NDSgrq5uIn1zRCKRQSJ63rx5mDt37rDi18TkwmKx4I//+I/5UecLFy7E8uXLUV5eDpfLBYvFglAohJSUlMmdo2g0Sj/72c9ozpw5uqLHGEesLdkBGaIo0t13300nTpwwowpXGEREPT09FIlEpqQoY1IJF41GUVdXh4sXL0647ixb3bC6vaqqwm63Y8WKFSgqKppQ3yYmjqn2fSb1w7W2tqKxsZHbaImrFoaxXKsoivzz6enpKC4uhtPpNNXpLMMgwl3ekYX6+vohiQaMnmzMpUJE/PWCBQuQn58/3ms2MYMxiHCxWAxHjx7F+fPn+XsTIR1b4TJnb0pKClauXIk5c+ZM4LJNzFQMIhwR4dy5c+jt7dX5z7QYiypltht7nZKSgtLSUni93nFesomZjEGMamlpQX19PT88Ipl0Y6o2MQSSDNo+iAg5OTm45pprTHfILMWgVWpbWxsCgYBhp8CwOCpbNOTm5iI9Pd2Qvk3MPOgkXDQapbNnz6K3t5eTxAgwKSeKIoqKipCZmWlIvyZmHnSEGxgYQHV1Nbq7uwGMzVYbClqV7Ha7UVJSYgbrZzF0hOvs7ERNTQ16e3sB6HOkxgtGWkmSUFBQgKKiItN+m8XQEa6jowPt7e18MWCEhGOkVVUVJSUlyMvLm3CfJmYuBhHO7/fDYrHo0o8nAq0frqSkBNnZ2RPu08TMBSdcNBqlixcvYmBggDtpjSAcIy8A5OXlIS0tbcJ9mpi54ISTJAmNjY08X80osK2AsizD4XBAkiTTfpvF0PnhwuGwIQsFLdgJypmZmWZ0wcSXhBsYGEB/f7/uTHQjwNKVMzMzk+7iMTG7wFVqT08Penp6+GYKIysuqKqK7OxsuN1uw/o0MTPBJVxHRwe6u7v5noXRxElHA1mWuQ/OJJwJLuHa2trQ09PDiWaULcdCZHl5ebwOhYnZC064zs5O9Pf3J639MRGwXdl5eXnIzc01V6izHBbgUqXr/v5+br8xGEE4RVHg8XjMDF8TADQ2XEtLC/r7+3W1Q4yw4yKRCGw225DJnCZmFzjhYrGYbv+BkWAVLk2YsACXVGckEpk0wtntdl5bzMTshgW4FO8Mh8O6LF+jVKAgCCbhTHDoCKeqKs/y1RYenAhY0TqjClCbmNngKpUVnUtW6WgiYDXhzOKWJgCNHy4cDusqIxmVnqQtq27ChAW45P5g9Xe1VRCNXDyYhDMBaFQqI0QsFuNVEI1Sg0buADMxs2F6Y01MKUzCmZhSmIQzMaUwCWdiSmESzsSUwiSciSmFSTgTUwoeS507dy7fc2BkqQdWkNAMbZkALhOOiHTOXqOTJc0ogwkGCQDPEtGenclOnjEC7MxNEyYswCVCWK1WndozMuCuTe40MbvBg/cul4vnrBkduA8Gg4M26JiYnbAAwLJlywSv1wuHw8Elm9GEY6cRmpjd4KsDr9cLp9PJszqMIhwRIRQKGV6VycTMBCec0+mctO180WhUl9xpYvaCs4vVADHauLfb7fD7/bhw4YKh/ZqYmeCEmzNnDjIzM3m1SuabmyiCwSACgQC6urrQ0dFhHlc5y8EZlZ+fj5ycHIiiyElnlHoNhUJobW3FwMCAIf2ZmLngjEpNTYXH4+FnmxoFFrlob283V6omviz1IAgCj6UywhmxUmVHHrW2tqK/v3/C/ZmY2eASjoiQkZEBu92uO4xtomBhrebmZvh8vgn3Z2JmQ7tKFXJycuB2u7laNSq0RUTo7OxET0+PIf2ZmLnQrQrS0tLgcDgmpZK5GW0wASQQLjs7G5mZmYjH44bVAhFFEdFoFJIkoaWlBRcvXjRdI7MYOsJ5vV4UFhbC5XIZtlJldqCqqujo6EAwGDSkXxMzE4MkXFlZGTIyMgyLpWpXvE1NTejr6zOkXxMzEzrC2Ww2oaioCCkpKYMqKY0XLGIRj8dRV1dnhrhmOQYxKicnh5e3N0KtalOdzp8/jzNnzqCzs9O042YpBq0MsrKyDD8TSxRFqKqK/v5+nD17FoFAwND+TUwcRES7d+9Ga2srPB4P5s6di/LychAR7Ha7YaGnQYTLzs5Gbm4unE6nIQa+dtdWPB5HU1OTGXGYhmhqasIvfvEL7N+/H4qioLCwEMuWLcOyZcvwySef0JIlS7ippSjKuAk4iHAul4tHHIyQRESEaDTK1XN7ezv8fv+E+zVhLM6dO4czZ87A5/NBURS0t7fj8OHDPEfS7XZj0aJFuOWWW3Ds2DEqKSmB1WrVlugdHwmj0Si9++67VFxcTKIokiRJBIAAkNVqJVEUCQBZLBb+/miaIAgkiiLl5eXR66+/TmR0qXQT4wYR0csvv0z5+fkEgGRZJgAkSRJZLBbdXFssFkpPT6eysjJav349fe9736MdO3ZQY2MjBYNBikQiw87rIAkny7JQW1tLhYWFqK+v1/1tPGc5sBUq+05/fz9Onz6Nrq6uUX3fxOSjo6MDX3zxBXw+n66YOBHxg2JEUUQ8Hkc8Hkd3dzcGBgbQ3NyMyspKOBwOXHvttVizZg02bNiA+vp68nq9XDKOKP3C4TD97d/+LdntdhIEgTObvQbAJd1IjUlI7ZPyla98hY4ePWpKuGmCyspK2rRpk26emXSDRrKJoqjjADRz7HK5yGazcW4sW7aMHnjgAXrllVfoyJEjFIvFCEgi4YBL6eaLFi2C1+tFc3MzgC8lFfOrsZXnSEjc6woAX3zxBVpaWsY/QiYMRVNTEy5cuMDnNRqNDioqzrQUSzcDLklAm82GQCDAF4JsgXjq1CmcOXMG77zzDh5++GGkpKRc+nuyC7BYLML8+fORmZmp+0H2Q2PZla/NOGHf7+rqQmNjI1RVNaXcFQYR0fnz59HZ2amr68zmOPHIA1VVoaoqFz5sYWm1WiHLMogIsVgM4XAYgUAAFy9e5EcyAMNUT8rPz8fcuXO5Ezixwrn21JrhoC2Mw74fiURw7NgxnDt3bkyDY8J4+P1+1NTUoLu7G0TEjxtlJEu2R5nZdvF4HIqiwOFw8Er4RARZlmGz2SBJEmRZxrx581BQUABgGMJlZ2ejoqIC6enpuoPZGHFGK+GYCrZYLFwFq6qKyspK/N///d/YRseEoSAiOnjwII4ePco1mKqqsFgsXKBoBQabR22LRCIYGBjgGUbsu+xkI4fDgfT0dDidTgEYhnBer1e4/vrr4fF4YLPZAID/CLuA0ZbCTyaWT506hVOnTsHn85lq9Qri008/RW1tLaxWK99iEIvFdOpU67jXNkEQeGaRqqr8e6wJgoBly5bpzsodNjq/du1alJaWcoNQlmVeaUkrsYaDJEmIRCKIRCI6Ue3xePDWW2+hurp63INlYmLw+Xw4duwYVFVFOBzWpZJZrVZOIEawRKiqimAwyL8nSRInKlOzZWVloyecIAgoLCxEamoqAOhsuNFCa+tp7YFQKISenh74fD6wJbOJqYOqqnTgwAG0tbVxg15VVZ3tNhok+xwRIRwOIycnBwsXLkRaWhr/27CEs1gsqKioQGFhIe9I++9Yob24cDiMrq4u7Nq1y3QCXwFEo1Hs378fjY2NXChoU9K05BsOyTbMs5XsokWLsGzZMqSkpPCOhiWcJEnC9ddfj7KyMthstnGfp8r8O4yobOExMDCA999/31SrUwwiopMnT+LgwYPo7OzkxGKSjtlrow2PMlteK1AsFguuu+46Lqz4+yN1lp+fj+uuuw4ZGRncZmOLh9FcEAuVaKWi9rvd3d04ePAg/H6/qVanCKqqYufOnTh+/Dji8ThkWdaRZqwaLJkazs/Px9KlS7k5xjAi4QRBEMrLy1FcXDzoB0Yj5bSrGwbtTcViMezZswdVVVUwA/pTg9OnT2Pv3r3o7e0FoD+MWev8HY9zn2H58uVYvHgxXC6XTiqNSi+yvCiPx8OLTzMn32iQzHHIbiwcDuPw4cPYtWsXuru7R9WfifGjv7+f3n33XdTW1kKWZVgsFkSjUa69tP620c6v1lvBatNUVFRg3rx5gz47KsJlZWVhwYIFSE1N5eGLoZbKg35A47djJcEY2JPk9/tx4MABVFVVIRqNmlJuEtHS0oL33nsPHR0dnCjaGDkj3Fi2iSaaS4qioKSkBF6vd5DNNSrCCYIg3HjjjZg/fz6vZDlaxy9baDCpmOgmAS7F4X7/+99jz549PFnAhPEIh8O0e/du1NTUALg07ommDgtRjbYmszYKBVySdrfffjuuvfbapJ8f9VIzLy8PN910E7Kzs7m4NWKHvizLnMRvvvkmLly4gJGS+EyMHUREhw8fxvvvv4++vj5eDcEouN1uiKKIefPmYdOmTUnV6Zhx+PBhWr9+Pc8ITZYbNZ7mcrn46wceeIBqa2tNwhmMYDBIjz32GDkcDhJFccwZ20M1RVEIADmdTgJA69atoxMnTgw5f2PaeFpaWoobb7wRHo8HAHiMdaJg9oIsy3jzzTfxzjvvmFLOQBARVVZW4oMPPkA4HIYsyzb0gz8AAA2mSURBVIjH47BarRPuOxaLQZZlBAIBKIqC8vJyZGVlGXDVuHThhw4dohtvvJEEQeAZnhNpVqtV96SIokirV6+myspK6u/vN0lnAJqbm+nrX/86ORwOslqtXDMxTTXR5na7CQBVVFTQ7373OwqHw8bNWzgcpu9973uUnZ1tyMUyUawlnMvloj/5kz+hlpYWk3ATRDAYpJ/85CdUUFDAH25oSGJEY/0+8sgj1N3dbeycXc6hottuu82wC2a58ox0bIfXM888Qw0NDSbpxolAIECvv/46XX/99QRAp5GMIhzb21JSUkKvvPKKsdKNgYjoiSeeoMzMTEMumhFNOxCSJJHX66U33niDzOrnY0dPTw+1trbSH/3RH+m2emq3fhq1cBAEgR566CFqbGycnHkiIqqtraXrr79ed9GyLHP7QCu+J9Lmz59Pe/bsMfexjhGdnZ10//338xUpa4IgjNm7oCiKTjom2n5r166lvXv3jrgnFRjnidCCIAiZmZnYtGkTvF4vFEWBLMs83GW32xEOhw0phtPU1IRvfvOb2LlzJwYGBkzSjQJ9fX304osvorq6WhcF0L7Wxk9HQiQSQTgc5hnAl8s9wGazweVyYfXq1SguLp5QCYgRQUR05MgRuu2227jNxaQdWwiMdu/qSE2SJFqxYoUp6UaB3t5eevnll6mwsJCru+EaRmmjIcH0YWp5w4YNtH///qmZl0gkQtu3b+d2V2pqKrcNJEkyzDHscDhIlmVavnw57d69m+LxuEm6JOjt7aWnn36aFixYMKR9xoiWWMJhqMY+w1SqxWLhKtXpdNILL7xAU5paVltbS/feey/Jsqzbma01VCfaFEXhN15RUUG7d++mYDBokk4Dv99PL774IuXm5uoeVCA54cZqyzGhIssyJ9y9995LNTU1UzsPkUiEKisraePGjVwEsxsxSqVqwydWq5Wuu+462rlzJ5k7vi6hr6+PfvzjH9PKlSsNW6yxxgQHM5NYKy4upl27dlEgEJj6OVBVlX75y1/SvHnzyGKx8Js2Ytltt9u5SNcOZl5eHv3oRz+itra2WWvX9fT00Pnz5+m5557jLipGELfbbYiWYX1o+yooKKAnnniC2tvbr9y4NzY20tatWzk5tAbmRFtKSgqXmkwV2O12stls9PDDD9OePXtGtSS/muDz+aiuro6+8Y1vkCRJ5Ha7+RjZbDZOkPG4QRIbe+hxWdt87Wtfo5qaGrqiuYtERLt27aI//MM/5DeqveDE1Y5RTkcAtGbNGvrFL34xK6QdXcbOnTtp48aNJIqiztc2HnJpbT3tIoH1jcsPPQC65ppr6O23354e49zV1UU///nPqaysjN+Ioii6IoZGSj5oBisrK4u++c1v0meffcbm5MoPiMEgImpqaqJt27bx2Ggyp+54HLuAvuCktkwb+9dut9O2bduop6dn+oxtZ2cnPfnkk3y1pJVkzF/H/m+UlJMkifdbVFRE//RP/0THjx+/qkjn9/tpx44dtHHjRkpLS+M5hBP1s2lNFafTyeeEuU6gIeRf/uVfUl1d3fQa18t7Hulv/uZvdKvVxHieUZKOSThBELgfEABt3LiRXnvtNQoEAtNrgMaAaDRKREQXLlygf/mXf6FFixbp7NnEMRwP4bTzog1ZaaWdy+WiTZs20eeffz49x5KI6KOPPqLNmzeTw+Hg1RPZDUiSZBjhtPFbtkJmixZJkmjdunX0ox/9iBoaGmaMqo1Go9TT00P19fX02GOPUWlp6ZAPWrI2FsIlxkUtFgu339h7CxYsoN/+9rc0rev5BYNB+vDDD+kP/uAP+MXbbDbusU5Ur+Nt2oGXZVn3xGp9SEuWLKGHHnqI3nrrLWpvb5+WxCMi6u/vpwMHDtA//MM/8MLeqamppCgKCYKgc3doV4/jbUwYMOLJsqxLE1u0aBE9++yzFAqFpt14DUIsFqMXXniBVq1axVUAuxltiGSizeFw6PK77HY7JyL7HavVSg6HgwoLC2nLli300ksv0eHDh6m3t/eKRi1UVaWBgQE6c+YM/epXv6K7776bCgsL+WJLe18ul4v7IhPdRJjA+EmSxOdCq3mWLl1KP/jBDwwdH2POqByqc0kS4vE4+Xw+dHV14fz584hEIhAEgZfxmiisVisGBgb4/wVB4LuRFEWBqqq8ZgZw6TyC5uZm7N69GzabDWVlZbjllltQXV1NpaWlvHbx5W2Qhmc/xONxisViiEQiiEaj+PWvf42PP/4YH330EVpbW8H+xqqH+/1+yLKMWCzGy6ZpKx8k1msZD5JVTXI6naioqMDXvvY1Q0+imbx0Eg0CgQC98soreOaZZ1BXV6f7m81m4wf3ut1uBAIBPthGnUg9HNhOcbfbjaysLBQVFWHJkiVYsmQJ5s6di2uvvRapqamw2+2Ix+NjIqGqqhQIBOD3+9HR0YELFy7gzJkzOHHiBI4fP85P5WGVCMZT12M0UBQFAPgDriUnS1NixWtsNhsURcHmzZvx3e9+F0VFReM/9CMJpoRwwCXSvfbaa3jsscfg8/mQk5ODtrY2XqZTK+2sViuvqHglYLfb4fF44HQ6UVRUhIyMDGRnZyMtLY2/9ng8kCQJwWAQkiTxcwwCgQC6u7vR1dUFv9+PlpYWtLa24uzZszh//jw/hUcURUiSBFVVdVUjjSYcKyyoLUTEKlkRERRFQTAYhNvt5uT/sz/7M/zgBz/AtddeC0mSpowjhiMajdLzzz/Pc7WY3eBwOHg0QptZasSusJEaWzGzVS1zosqyTDabjTs8nU4nX/2yuC5z7zgcDkpJSSGPx0MpKSm6mK/dbueRFebbYjYTs9OGysQ1Ir0r0e2RbKGWlZXFFw/f/va3qaGhga6aIpHBYJB+9atfUXl5OZ9s7aAoisKJaHTmg1FN62hOtqlYkiSy2Wy6DAvh8mEbiXmCQxFN63g1oiVGeWRZJovFQl6vl4BLC5Jt27ZRc3PztFzBTwjRaJTee+892rx5s06KaXPppkK6AV+unLUSTvt3bawS+HLVy4jD/j7UbnathEvsd7h7NIpw7OFITBuzWq38fufNm0c/+9nPqKen5+rNMwyHw3T06FHasmULT61JTU3VuUqMyqcba2NEGsptM1ygfDhP/1hUpBHuDtaGiiYAoIULF9Kbb745O7KoiYhaW1vpiSee4LFXJj0kSZoSlTpSnY2RMjGYXTcU+UbK4DCKVMM1LcmYVPV6vXTHHXfQkSNH6Pz581c/2RiIiHw+Hz377LNUXFxMAIacwMloWmmkzbxI/Ezi4WbMJhup/2RkTrThJvv+tMWCmCr/0z/9U6qqqrqyOW1XEkRE+/bto1tvvVU3OOxfrXrVrra0BjxribHbmdwS891YIoSWyEwbaO9XFEUe+tLakIsWLaIf//jH1NTUdPUtDsYKIqLz58/TCy+8QGvXriVAHytlu7fY/9PS0gaRbKok41Q1reRNZhMmmh1Op1OXZsSay+WirVu30sGDB6/ehcF4EY1G6be//S3dfffdSV0OWtKxJM/EyTAyVjsdWuIigql0JtmSPWhs7JYvX07PP/88NTY2mhWphkI0GqW2tjb69a9/rSucY7PZ+OBqbRPgy6xU5rCFgRM+HRqT4kziJWbGMFXL7DS3203f+ta36NChQ7NjFWoEWFr19u3bad26dTwioc1uYHYNiwBos1YxDYgykaZ9cFhkQ/ueNumURTlcLhc9+OCDVFVVRUREfX19JtnGCiKis2fP0nPPPUcbNmzgmzowxOQAwycpzpSmNQuY9Brqs5mZmXT//ffT3r17iWULGzD0sxuRSITOnTtHL7/8Mm3evJmysrJ0Z60bvSPsSrfE1HwmtWVZprS0NJJlmfLz8+nrX/86ffLJJ6Sq6vTOzJ2piEQi5PP56MCBA/TUU0/R0qVLdcWurwZ1qm2JNltaWhrNnz+ffvjDH9KRI0eIiGbE3tyZm3qiQSgUoo6ODnz++ef48MMPcejQIdTW1sLn8+k+J0kSTwniZ7AnnLjCDjJh+WnJcDk5k5euGg7JUskETaks7QkwLE8tmSZkx3p7vV5cd911uPPOO7F+/XoUFhZCluUZM48z5kJHA1VVSRAENDU1Yd++fTh48CD279+P3t5e+Hw+fh6EFpIkDTpVR0sS7ck7yXLWRjpvjPWrPVVZ+32r1aq7LvZQxGIxxGIxSJIEj8eDJUuW4Ctf+QpuvfVWLFy4EIqiGJoYOVWYcRc8WqiqSvF4HAMDA2hra8OZM2dw8uRJVFVVobq6GvX19TwZkkG4fOzPUNKN/V0rjUY6HIWRSys5WYo9Kzdvt9ths9ng9/sRi8WQkZGBG2+8ERUVFVizZg3S09ORnZ2NlJQUWCyWGT1nM/rix4qBgQHq7u5GS0sLmpub0dPTg6amJr7f4ty5c2hra0NfXx/C4TDPxk0kova9kQh3WRLxI4WAS+RzOp1wOByYP38+rFYrcnJy+IG2RUVFcLvdICLk5uZeVXN0Vd3MWBGLxYhtwGGbVNra2tDY2IiGhgZcvHgR9fX1ICKEQiH4fD50dHSgu7sboVCIl5cdDllZWXA6nTw9fc6cOSgoKEBhYSEyMjKwePFiWK1WKIoCi8Uyo+yx8eCqvrmJoKamhpjKZKcg0uUD6uLxOFeJ2h1jycAkIZOGTGqWl5ebY2/CxGTj/wGD4+nPaw4+5wAAAABJRU5ErkJggg=="},{"id":"bd1f24a3-19c1-4ff2-a7fc-d47c90e27eb2","height":30.82,"width":22.93,"perimeter":176.39,"area":303.8,"image":"data:image/png;base64,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"},{"id":"ef9e3cef-9b6e-4bdd-952c-2885da2b4129","height":31.35,"width":24.37,"perimeter":154.09,"area":270.13,"image":"data:image/png;base64,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"},{"id":"e0c1333c-0029-4276-a1ce-90cf887eee78","height":30.82,"width":19.17,"perimeter":99.05,"area":167.18,"image":"data:image/png;base64,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"},{"id":"17333273-2a2a-4355-9cee-d69a60694553","height":30.82,"width":23.29,"perimeter":105.39,"area":632.32,"image":"data:image/png;base64,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"}],"no_of_letters":11,"perimeter_of_sign":129.2,"nested_area":59.34,"occupied_area":27.12,"avg_char_height":31.16,"widthOfSign":"204.25","otherDimensionOfSign":75.79,"width_of_smaller_line":20},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"204.25","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1460,"no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":107.46,"width_of_line_2":204.3,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":129.2,"nested_area":59.34,"occupied_area":27.12,"avg_char_height":"Greater than 24 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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"204.25","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":107.46,"width_of_line_2":204.3,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":129.2,"nested_area":59.34,"occupied_area":27.12,"avg_char_height":"Greater than 24 inches","width_of_sign":"204.25","width_of_smaller_line":107.46,"other_dimension_of_sign":75.79,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1460}},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] 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":"17.05848"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] 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":"262.1949768"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"4.0698"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] 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":"28.655268"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] 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":23.73},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":230.92042320000002},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"4.7472"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"226.73814"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.485"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"7.6615"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] 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":0.012554510795200003},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] 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":12.554510795200002},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] 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":0.000997120236666667},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] 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":0.9971202366666669},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] 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":0.00951099302666667},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] 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":9.51099302666667},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.019547398346667"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"19.547398346667"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00948697288"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"9.48697288"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0127026416"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] 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":"12.7026416"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.0010135441066667"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"1.0135441066667"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] 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":13.162636198373406},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":44.505},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"45.0984"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"7.7032460690283"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":931.2911251902407,"totalDenseWeight_before_formula":105.43593925002017},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1024.420237709265},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":11,"totalDenseWeight":115.9795331750222},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":11,"sign_depth":"1"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":22.93,"height":30.82,"depth":"1"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":25.26,"height":30.82,"depth":"1"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":28.67,"height":30.82,"depth":"1"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":28.67,"height":30.82,"depth":"1"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":27.05,"height":31.89,"depth":"1"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":24.55,"height":31.89,"depth":"1"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":27.23,"height":31.89,"depth":"1"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":22.93,"height":30.82,"depth":"1"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":24.37,"height":31.35,"depth":"1"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":19.17,"height":30.82,"depth":"1"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:09] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":23.29,"height":30.82,"depth":"1"},"timestamp":"2026-04-15 08:07:09"} 
[2026-04-15 08:07:10] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1776240430_53843175bcf5b2f9ab1f9edb5f65a0f2","bins_packed":[{"bin_data":{"w":28.97,"h":32.19,"d":14.3,"id":"unique","used_space":85.121,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":32.19,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/8fab7747c90c51223bf8c40dbdab6c36/1776240430-8686-6604582.svg","items":[{"id":"item-3","w":28.97,"h":31.12,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/8fab7747c90c51223bf8c40dbdab6c36/1776240430-8678-5377396.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":28.97,"h":31.12,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/8fab7747c90c51223bf8c40dbdab6c36/1776240430-868-4496595.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":25.56,"h":31.12,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/8fab7747c90c51223bf8c40dbdab6c36/1776240430-868-1106411.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":23.59,"h":31.12,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/8fab7747c90c51223bf8c40dbdab6c36/1776240430-8681-9382469.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":23.23,"h":31.12,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/8fab7747c90c51223bf8c40dbdab6c36/1776240430-8682-2647586.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":23.23,"h":31.12,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/8fab7747c90c51223bf8c40dbdab6c36/1776240430-8682-7091873.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":19.47,"h":31.12,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/8fab7747c90c51223bf8c40dbdab6c36/1776240430-8683-2152530.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-9","w":24.67,"h":31.65,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/8fab7747c90c51223bf8c40dbdab6c36/1776240430-8684-5394563.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":27.53,"h":32.19,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/8fab7747c90c51223bf8c40dbdab6c36/1776240430-8684-3432113.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":27.35,"h":32.19,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/8fab7747c90c51223bf8c40dbdab6c36/1776240430-8685-5965166.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":24.85,"h":32.19,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/8fab7747c90c51223bf8c40dbdab6c36/1776240430-8686-7102454.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-15 08:07:10"} 
[2026-04-15 08:07:10] local.INFO: Box added from packed bin {"data":{"length":14.3,"width":28.97,"height":32.19,"denseWeight":115.9795331750222},"timestamp":"2026-04-15 08:07:10"} 
[2026-04-15 08:07:11] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":16.3,"width":30.97,"height":34.44},"quantity":1,"denseWeight":115.9795331750222}],"cheapestShippingCost":1253.926156405398,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":16.3,"width":30.97,"height":34.44},"denseWeight":115.9795331750222,"volumetricWeight":57,"higherWeight":115.9795331750222,"quantity":1}],"totalHigherWeight":115.9795331750222,"DS":0,"rate":1516.0100425785429,"tariffAndDS":1516.0100425785429,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2762.27860811102,"totalShipmentCostFormula":"(tariffAndDS (1516.0100425785) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 2762.28","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":16.3,"width":30.97,"height":34.44},"denseWeight":115.9795331750222,"volumetricWeight":57,"higherWeight":115.9795331750222,"quantity":1}],"totalHigherWeight":115.9795331750222,"DS":0,"rate":849.0801828411626,"tariffAndDS":849.0801828411626,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1632.7661976597929,"totalShipmentCostFormula":"(tariffAndDS (849.08018284116) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1632.77","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":16.3,"width":30.97,"height":34.44},"denseWeight":115.9795331750222,"volumetricWeight":57,"higherWeight":115.9795331750222,"quantity":1}],"totalHigherWeight":115.9795331750222,"DS":28.99488329375555,"rate":793.52,"tariffAndDS":822.5148832937555,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1253.926156405398,"totalShipmentCostFormula":"((tariffAndDS (822.51488329376) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 1253.9261564054","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy 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[2026-04-15 08:07:11] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-15 08:07:11"} 
[2026-04-15 08:07:11] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-15 08:07:11"} 
[2026-04-15 08:07:11] local.INFO: Final API Response {"data":{"sign_width":"204.25","sign_height":75.79,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.00951099302666667,"result":9.51099302666667,"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":0.019547398346667,"result":"19.547398346667","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00948697288,"result":"9.48697288","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.0127026416,"result":"12.7026416","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.0010135441066667,"result":"1.0135441066667","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":13.162636198373406,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":44.505,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":45.0984,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":7.7032460690283,"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":115.9795331750222,"result":1024.420237709265,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"204.25","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":107.46,"width_of_line_2":204.3,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":129.2,"nested_area":59.34,"occupied_area":27.12,"avg_char_height":"Greater than 24 inches","width_of_sign":"204.25","width_of_smaller_line":107.46,"other_dimension_of_sign":75.79,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1460},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1460},"timestamp":"2026-04-15 08:07:11"} 
[2026-04-15 08:07:11] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-15 08:07:11"} 
[2026-04-15 08:07:13] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":75.79,"sign_width":"204.25","dimensions":[{"id":"35173c77-28ac-4c53-aa7b-cd534236d375","height":30.82,"width":22.93},{"id":"08535ca2-9947-4bc6-9c32-30fbb9ffe266","height":30.82,"width":25.26},{"id":"0613c45c-e525-4d7c-b154-39c16b62945f","height":30.82,"width":28.67},{"id":"3cab5b3c-97c8-46b7-a979-2df1b99724dc","height":30.82,"width":28.67},{"id":"216a5b21-0d3f-4f7d-a2b1-78b879e21f65","height":31.89,"width":27.05},{"id":"579fbb0d-62c7-4328-8c75-554f79909abd","height":31.89,"width":24.55},{"id":"033d2bd0-74a3-4695-9f78-60c2ca934137","height":31.89,"width":27.23},{"id":"bd1f24a3-19c1-4ff2-a7fc-d47c90e27eb2","height":30.82,"width":22.93},{"id":"ef9e3cef-9b6e-4bdd-952c-2885da2b4129","height":31.35,"width":24.37},{"id":"e0c1333c-0029-4276-a1ce-90cf887eee78","height":30.82,"width":19.17},{"id":"17333273-2a2a-4355-9cee-d69a60694553","height":30.82,"width":23.29}]},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] 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":75.79,"sign_width":"204.25","dimensions":[{"id":"35173c77-28ac-4c53-aa7b-cd534236d375","height":30.82,"width":22.93},{"id":"08535ca2-9947-4bc6-9c32-30fbb9ffe266","height":30.82,"width":25.26},{"id":"0613c45c-e525-4d7c-b154-39c16b62945f","height":30.82,"width":28.67},{"id":"3cab5b3c-97c8-46b7-a979-2df1b99724dc","height":30.82,"width":28.67},{"id":"216a5b21-0d3f-4f7d-a2b1-78b879e21f65","height":31.89,"width":27.05},{"id":"579fbb0d-62c7-4328-8c75-554f79909abd","height":31.89,"width":24.55},{"id":"033d2bd0-74a3-4695-9f78-60c2ca934137","height":31.89,"width":27.23},{"id":"bd1f24a3-19c1-4ff2-a7fc-d47c90e27eb2","height":30.82,"width":22.93},{"id":"ef9e3cef-9b6e-4bdd-952c-2885da2b4129","height":31.35,"width":24.37},{"id":"e0c1333c-0029-4276-a1ce-90cf887eee78","height":30.82,"width":19.17},{"id":"17333273-2a2a-4355-9cee-d69a60694553","height":30.82,"width":23.29}]}},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"35173c77-28ac-4c53-aa7b-cd534236d375","height":30.82,"width":22.93},{"id":"08535ca2-9947-4bc6-9c32-30fbb9ffe266","height":30.82,"width":25.26},{"id":"0613c45c-e525-4d7c-b154-39c16b62945f","height":30.82,"width":28.67},{"id":"3cab5b3c-97c8-46b7-a979-2df1b99724dc","height":30.82,"width":28.67},{"id":"216a5b21-0d3f-4f7d-a2b1-78b879e21f65","height":31.89,"width":27.05},{"id":"579fbb0d-62c7-4328-8c75-554f79909abd","height":31.89,"width":24.55},{"id":"033d2bd0-74a3-4695-9f78-60c2ca934137","height":31.89,"width":27.23},{"id":"bd1f24a3-19c1-4ff2-a7fc-d47c90e27eb2","height":30.82,"width":22.93},{"id":"ef9e3cef-9b6e-4bdd-952c-2885da2b4129","height":31.35,"width":24.37},{"id":"e0c1333c-0029-4276-a1ce-90cf887eee78","height":30.82,"width":19.17},{"id":"17333273-2a2a-4355-9cee-d69a60694553","height":30.82,"width":23.29}],"sign_height_raw":75.79,"sign_width_raw":"204.25"},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":76.0,"sign_width":205.0,"tax_factor":0.0887},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Dimension Calculation {"data":{"dim_id":"35173c77-28ac-4c53-aa7b-cd534236d375","height":30.82,"width":22.93,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Dimension Calculation {"data":{"dim_id":"08535ca2-9947-4bc6-9c32-30fbb9ffe266","height":30.82,"width":25.26,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Dimension Calculation {"data":{"dim_id":"0613c45c-e525-4d7c-b154-39c16b62945f","height":30.82,"width":28.67,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Dimension Calculation {"data":{"dim_id":"3cab5b3c-97c8-46b7-a979-2df1b99724dc","height":30.82,"width":28.67,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Dimension Calculation {"data":{"dim_id":"216a5b21-0d3f-4f7d-a2b1-78b879e21f65","height":31.89,"width":27.05,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Dimension Calculation {"data":{"dim_id":"579fbb0d-62c7-4328-8c75-554f79909abd","height":31.89,"width":24.55,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Dimension Calculation {"data":{"dim_id":"033d2bd0-74a3-4695-9f78-60c2ca934137","height":31.89,"width":27.23,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Dimension Calculation {"data":{"dim_id":"bd1f24a3-19c1-4ff2-a7fc-d47c90e27eb2","height":30.82,"width":22.93,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Dimension Calculation {"data":{"dim_id":"ef9e3cef-9b6e-4bdd-952c-2885da2b4129","height":31.35,"width":24.37,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Dimension Calculation {"data":{"dim_id":"e0c1333c-0029-4276-a1ce-90cf887eee78","height":30.82,"width":19.17,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Dimension Calculation {"data":{"dim_id":"17333273-2a2a-4355-9cee-d69a60694553","height":30.82,"width":23.29,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":11,"baseProductionCost":4380,"result":[{"id":"35173c77-28ac-4c53-aa7b-cd534236d375","height":30.82,"width":22.93,"depth":2,"price":392},{"id":"08535ca2-9947-4bc6-9c32-30fbb9ffe266","height":30.82,"width":25.26,"depth":2,"price":392},{"id":"0613c45c-e525-4d7c-b154-39c16b62945f","height":30.82,"width":28.67,"depth":2,"price":392},{"id":"3cab5b3c-97c8-46b7-a979-2df1b99724dc","height":30.82,"width":28.67,"depth":2,"price":392},{"id":"216a5b21-0d3f-4f7d-a2b1-78b879e21f65","height":31.89,"width":27.05,"depth":2,"price":409},{"id":"579fbb0d-62c7-4328-8c75-554f79909abd","height":31.89,"width":24.55,"depth":2,"price":409},{"id":"033d2bd0-74a3-4695-9f78-60c2ca934137","height":31.89,"width":27.23,"depth":2,"price":409},{"id":"bd1f24a3-19c1-4ff2-a7fc-d47c90e27eb2","height":30.82,"width":22.93,"depth":2,"price":392},{"id":"ef9e3cef-9b6e-4bdd-952c-2885da2b4129","height":31.35,"width":24.37,"depth":2,"price":409},{"id":"e0c1333c-0029-4276-a1ce-90cf887eee78","height":30.82,"width":19.17,"depth":2,"price":392},{"id":"17333273-2a2a-4355-9cee-d69a60694553","height":30.82,"width":23.29,"depth":2,"price":392}]},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":76.0},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":4.0,"PSUCost":197.96},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Total Production Cost and Tax {"data":{"productionCost":4577.96,"taxFactor":0.0887,"tax":406.065052},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Box Calculation Details {"data":{"breadth":82.0,"boxDepth":8,"oneBoxCapacity":-21.0,"noOfBoxes":-9.0,"noOfFullBoxes":-10.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-21.0,"widthOfHalfBox":-5.0},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":712.6330935251799,"shippingWeightInKG":323.1896115760453},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":323.1896115760453,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":13,"min":"321","max":"390","rate":"300","created_at":null,"updated_at":null}}},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":300,"defaultShippingRate":null},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":4380,"PSUCost":197.96,"tax":406.065052,"shippingRate":300,"miscellaenous":0,"signPrice":5284.025052},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"204.25","sign_height":75.79,"sign_depth":2,"totalCost":5284.025052,"TATDays":7,"baseProductionCost":4380,"productionCost":4577.96,"PSUCost":197.96,"tax":406.065052,"shippingCost":300,"uniqueReturns_count":2,"objects_count":11},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"35173c77-28ac-4c53-aa7b-cd534236d375","height":30.82,"width":22.93},{"id":"08535ca2-9947-4bc6-9c32-30fbb9ffe266","height":30.82,"width":25.26},{"id":"0613c45c-e525-4d7c-b154-39c16b62945f","height":30.82,"width":28.67},{"id":"3cab5b3c-97c8-46b7-a979-2df1b99724dc","height":30.82,"width":28.67},{"id":"216a5b21-0d3f-4f7d-a2b1-78b879e21f65","height":31.89,"width":27.05},{"id":"579fbb0d-62c7-4328-8c75-554f79909abd","height":31.89,"width":24.55},{"id":"033d2bd0-74a3-4695-9f78-60c2ca934137","height":31.89,"width":27.23},{"id":"bd1f24a3-19c1-4ff2-a7fc-d47c90e27eb2","height":30.82,"width":22.93},{"id":"ef9e3cef-9b6e-4bdd-952c-2885da2b4129","height":31.35,"width":24.37},{"id":"e0c1333c-0029-4276-a1ce-90cf887eee78","height":30.82,"width":19.17},{"id":"17333273-2a2a-4355-9cee-d69a60694553","height":30.82,"width":23.29}],"sign_height_raw":75.79,"sign_width_raw":"204.25"},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":76.0,"sign_width":205.0,"tax_factor":0.0887},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Dimension Calculation {"data":{"dim_id":"35173c77-28ac-4c53-aa7b-cd534236d375","height":30.82,"width":22.93,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Dimension Calculation {"data":{"dim_id":"08535ca2-9947-4bc6-9c32-30fbb9ffe266","height":30.82,"width":25.26,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Dimension Calculation {"data":{"dim_id":"0613c45c-e525-4d7c-b154-39c16b62945f","height":30.82,"width":28.67,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Dimension Calculation {"data":{"dim_id":"3cab5b3c-97c8-46b7-a979-2df1b99724dc","height":30.82,"width":28.67,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Dimension Calculation {"data":{"dim_id":"216a5b21-0d3f-4f7d-a2b1-78b879e21f65","height":31.89,"width":27.05,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Dimension Calculation {"data":{"dim_id":"579fbb0d-62c7-4328-8c75-554f79909abd","height":31.89,"width":24.55,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Dimension Calculation {"data":{"dim_id":"033d2bd0-74a3-4695-9f78-60c2ca934137","height":31.89,"width":27.23,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Dimension Calculation {"data":{"dim_id":"bd1f24a3-19c1-4ff2-a7fc-d47c90e27eb2","height":30.82,"width":22.93,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Dimension Calculation {"data":{"dim_id":"ef9e3cef-9b6e-4bdd-952c-2885da2b4129","height":31.35,"width":24.37,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Dimension Calculation {"data":{"dim_id":"e0c1333c-0029-4276-a1ce-90cf887eee78","height":30.82,"width":19.17,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Dimension Calculation {"data":{"dim_id":"17333273-2a2a-4355-9cee-d69a60694553","height":30.82,"width":23.29,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":11,"baseProductionCost":4600,"result":[{"id":"35173c77-28ac-4c53-aa7b-cd534236d375","height":30.82,"width":22.93,"depth":3,"price":412},{"id":"08535ca2-9947-4bc6-9c32-30fbb9ffe266","height":30.82,"width":25.26,"depth":3,"price":412},{"id":"0613c45c-e525-4d7c-b154-39c16b62945f","height":30.82,"width":28.67,"depth":3,"price":412},{"id":"3cab5b3c-97c8-46b7-a979-2df1b99724dc","height":30.82,"width":28.67,"depth":3,"price":412},{"id":"216a5b21-0d3f-4f7d-a2b1-78b879e21f65","height":31.89,"width":27.05,"depth":3,"price":429},{"id":"579fbb0d-62c7-4328-8c75-554f79909abd","height":31.89,"width":24.55,"depth":3,"price":429},{"id":"033d2bd0-74a3-4695-9f78-60c2ca934137","height":31.89,"width":27.23,"depth":3,"price":429},{"id":"bd1f24a3-19c1-4ff2-a7fc-d47c90e27eb2","height":30.82,"width":22.93,"depth":3,"price":412},{"id":"ef9e3cef-9b6e-4bdd-952c-2885da2b4129","height":31.35,"width":24.37,"depth":3,"price":429},{"id":"e0c1333c-0029-4276-a1ce-90cf887eee78","height":30.82,"width":19.17,"depth":3,"price":412},{"id":"17333273-2a2a-4355-9cee-d69a60694553","height":30.82,"width":23.29,"depth":3,"price":412}]},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":76.0},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":4.0,"PSUCost":197.96},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Total Production Cost and Tax {"data":{"productionCost":4797.96,"taxFactor":0.0887,"tax":425.579052},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Box Calculation Details {"data":{"breadth":82.0,"boxDepth":8,"oneBoxCapacity":-21.0,"noOfBoxes":-9.0,"noOfFullBoxes":-10.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-21.0,"widthOfHalfBox":-5.0},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":712.6330935251799,"shippingWeightInKG":323.1896115760453},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":323.1896115760453,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":13,"min":"321","max":"390","rate":"300","created_at":null,"updated_at":null}}},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":300,"defaultShippingRate":null},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":4600,"PSUCost":197.96,"tax":425.579052,"shippingRate":300,"miscellaenous":0,"signPrice":5523.539052},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"204.25","sign_height":75.79,"sign_depth":3,"totalCost":5523.539052,"TATDays":7,"baseProductionCost":4600,"productionCost":4797.96,"PSUCost":197.96,"tax":425.579052,"shippingCost":300,"uniqueReturns_count":2,"objects_count":11},"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:13] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-15 08:07:13"} 
[2026-04-15 08:07:14] 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":75.79,"sign_width":"204.25","shipping_weight":115.9795331750222,"shape":"rectangular","dimensions":[{"id":"35173c77-28ac-4c53-aa7b-cd534236d375","height":30.82,"width":22.93},{"id":"08535ca2-9947-4bc6-9c32-30fbb9ffe266","height":30.82,"width":25.26},{"id":"0613c45c-e525-4d7c-b154-39c16b62945f","height":30.82,"width":28.67},{"id":"3cab5b3c-97c8-46b7-a979-2df1b99724dc","height":30.82,"width":28.67},{"id":"216a5b21-0d3f-4f7d-a2b1-78b879e21f65","height":31.89,"width":27.05},{"id":"579fbb0d-62c7-4328-8c75-554f79909abd","height":31.89,"width":24.55},{"id":"033d2bd0-74a3-4695-9f78-60c2ca934137","height":31.89,"width":27.23},{"id":"bd1f24a3-19c1-4ff2-a7fc-d47c90e27eb2","height":30.82,"width":22.93},{"id":"ef9e3cef-9b6e-4bdd-952c-2885da2b4129","height":31.35,"width":24.37},{"id":"e0c1333c-0029-4276-a1ce-90cf887eee78","height":30.82,"width":19.17},{"id":"17333273-2a2a-4355-9cee-d69a60694553","height":30.82,"width":23.29}]}},"timestamp":"2026-04-15 08:07:14"} 
[2026-04-15 08:07:14] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-15 08:07:14"} 
[2026-04-15 08:07:14] local.INFO: Input Parameters {"data":{"dimensions_count":11,"shape":"rectangular"},"timestamp":"2026-04-15 08:07:14"} 
[2026-04-15 08:07:14] 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 Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-15 08:07:14"} 
[2026-04-15 08:07:14] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-15 08:07:14"} 
[2026-04-15 08:07:14] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-15 08:07:14"} 
[2026-04-15 08:07:14] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-15 08:07:14"} 
[2026-04-15 08:07:14] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-15 08:07:14"} 
[2026-04-15 08:07:14] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-15 08:07:14"} 
[2026-04-15 08:07:14] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":2399.3199999999997,"dimensions_count":11},"timestamp":"2026-04-15 08:07:14"} 
[2026-04-15 08:13:15] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"203.67","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php75E3.tmp"}},"file_present":true},"timestamp":"2026-04-15 08:13:15"} 
[2026-04-15 08:13:15] local.INFO: Validation Passed {"data":{"sign_width_or_height":"203.67","user_input_dimension":"width"},"timestamp":"2026-04-15 08:13:15"} 
[2026-04-15 08:13:18] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":11},"timestamp":"2026-04-15 08:13:18"} 
[2026-04-15 08:13:18] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":11},"timestamp":"2026-04-15 08:13:18"} 
[2026-04-15 08:13:18] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":11},"timestamp":"2026-04-15 08:13:18"} 
[2026-04-15 08:13:18] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":11},"timestamp":"2026-04-15 08:13:18"} 
[2026-04-15 08:13:18] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"203.67"},"timestamp":"2026-04-15 08:13:18"} 
[2026-04-15 08:13:18] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"203.67","file_size":41367},"timestamp":"2026-04-15 08:13:18"} 
[2026-04-15 08:13:18] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":657,"y":248,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.69,"bounding_box_area":880,"exact_perimeter":118.18,"approximate_perimeter":111.14,"convex_hull_perimeter":98.43,"perimeter_pixels":660.9015869776663,"original_contour_points":353,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3128,"perimeter_to_area_ratio":0.3399},"image_base64":"data:image/png;base64,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SYSCTqOw2w2y1QqxXQ63SdRLTjk+fPnGY/Hef3113ebPtHbuRY6XqyXb7vttpAgBwupVIpr1671+HpRpDKDPC5aU1NDALzlllu6BFC4kclkfHPHQqkO3/3ud4uu4IseCBLobDyv6zo/+OCDEVt5d1CRSqX4hS98IZAHWlFR4dGuN2zYwEwmI0V1d9E8xUDESpLkW2+9JV8G8QKJ4Av3ufopeOp+oaqrq/lf//VfIZccDBw6dIj19fUlE6TbiG4YBpcuXcr33ntPcrRSCVKIa2FcJzuLCXzlK1/xEJQw6Pu1Drivxx1uN2XKFJ49e3ZIE+SQM4xns1k+//zzaGpqKnku4Qq8MC9uuukmTJo0SZbtCwpuQ3pdXR3uvfdeKIoCRVFgmqanKlsxDE7TNORyOWSzWZimiePHj6OhoSEM3h1IOI7DK6+8MhCzidgvtGvhhhNcLSiRnc8xM5kMp06dKpcM4jwExyyGS4oRjUZpGAa/9KUvMSTIAYJt29y3b5/UiIMgSKFgXHPNNWxqapKmnfzonb7Cbbd0HEcuB4T/XdQYcp9nMR3BotGoJGTTNDljxgzu379/WOfdlA1I8p577pHrriAMy0J5WLVqlSSijo6OLkTZVwgCFIQpPnfu3Mna2lrPeQHFWwrcXiZcUG7uu+8+kiGX7Hd8+OGHnDBhguQMQRAkAE6cOJGNjY3SzBMUQRYyHwnvTzwe56233tpFXLtNQr1dj7sIq2EYkjCnTp06ZHsmDhmlJpfLcceOHWhubgbQWYy0VAjFZeHChRg9ejTS6TQcx0FFRYWvbq69wV3gCoDMOnQcB7FYDFdffTVisZjnO8qFlAg/1TVSqZRUmEQUEQCcPn0aDQ0NI7pnYr/Dtm2uWLFC+p1FEdHeOKQ7FxrwFp0yTZO6rnPHjh0kL5pnionmKQXvv/8+6+vr5fmIKCDB7Xq7PrcSJI4HwDFjxvCqq65iSJD9hLa2Nu7evVtqpkJU+RXZqqrKliBiCKKeOXMmm5ubPUEQbrthf+L8+fO86667upxvIWIsdH3i5cpfRwKdnqcXX3xxyCk3Q0Jkm6aJDRs2yFrbis8iAEKc8UL6QS6Xk8WixPZNN92E2tpaj63Qb/3xUlFVVYUvfvGLsCzLU4sym836skeKJQcvZDS6z/v8+fPYuHFjIAUTQuTBcRxeccUVknuoqurLDtld0IXQZGtra7l//34mEokunLGQH7s/0NjYyMsvv1xyOSGG/RY6cO8XipqYZ/bs2Txx4kTIIYMESW7fvh1vvvkmotGoTAPwg0Kt2aLRqFQYrrvuOsyZM0cqMO7ksIHgLI7joL6+HsuWLeuSu+2HQwLwlKsmiWw2K6XAm2++ifXr1yORSAwpoixrkBcrUuQHIfjhIO4OCmLdKP73wgsvSJOO4JJkcUlcpUDYKBsaGmS0kbt/tt81sq7rHo7q/t8nPvEJ0i91h+gdZ8+epWVZ0maYX0GstwfmFtvuhf/EiRN5/vx5SRTunBk3cQ4EQba3t/O2226TorqY6xPHCVEtiFPTNJqmyUgkwtdff33INF8qa5GdTqe5f/9+2VMQuFgk1I+dLl/silxqy7Iwb948VFdXwzAMxONxWJYlRXeQ5Vh6gqqqIInKykosW7YMFRUVUmwXynbMh7gHdIlqIa7FSKVSePrppz33MEQfQZLXXHON5IzAxb4xfn29gitqmia5ZUVFBTdt2iRjHgcL7t//4IMPOGHCBI/3pTcOWcg0lH+88Gi98847JMtfdJcth2xvb+fzzz+PkydPAvAu8v0qNaqqSs4gWmyoqooJEyYEVnK5FIj65wAwbtw43HHHHdL7EhSXTiaT0HVdlrkO0UeQna093BzO/VlMiJa72FM0GuX999/fhUMNBsRvC6P8wYMH5bX58dT44ZC4oPTMmDGD586dK3sOWbYgyXHjxnUR08VGw0QiESmqLcvixIkTuXfvXnZ0dAw6QQq7p8j/bm9v56xZs7oltvxr80OQYglgWRY3btxY9jk3ZSmy0+k0N2/ejHPnzkHXdei63qd2bYZhIJVKyW5bmqZhwYIFmD9/flGtQfoL4hyUC6WgDcPA5z73uUB/Qyhq2WwWa9asKYvrHnIgycWLF8s3253M1BeRraqqFNu/+93vJFcabA5Jem2emUyGr776KqdMmRIIhxTfERJi3LhxbG5uLmsOWZb4y1/+UtB2CKDbh9PdcIvsuro6njp1irZtezILBxPpdNojupubm3n//fcHomULy4TbFvvQQw+RLF9tu+xENkm+8MIL0g4nNGoh1nihd4xfqKoqXYjXXnstRo0aJcVjOUD0zwE6r7G2thY33nhjIHPncjnZsF650KPnJz/5SSBzjxg0Nzdz3rx5RXkq0APHEKVSxowZwxdffFF6ZAYqxMwvhHfIcRyePHmSY8aM8Shj4hp1XffEdPZ2P4CLYWrCdfrYY4+RLE8uWVYcsr29ndu2bcOJEycC4WCapiGZTCIajWLatGmYPXu2tO/58YQMBARdiOtVFAX19fVYsWKFVMay2SxisRgURZER535qVIq5xaconP/yyy+jsbGxPy6nZJQVQUajUTz33HNobm4ONIVAURQsWbIEl1xyCYBOURZk3nUpEMsJd/nmWCyGu+66CwAkEYpS0u7yzn7BC/GgYr4XX3wRBw4cKMv87bIiyLNnz2LXrl0AULSJpxBIQtM0WJaF5cuXA+gkxqALAQSBfEL767/+a8yaNQuZTMazDu5L8LCiKJ7vNTY24qWXXgrgrINH2RCkbdtctWoVTp48CcMwiiqb3B2Eu/Caa67BvHnzkM1mZfxgudjjxHkIbi4ixhVFwR133CH3CfgV1+7vieMVRZFie/v27YFU/xi2SKfTMioc8B8xjR6UGuHV+f3vfy/7x5DeULNygbtCWjqdpm3bfPvtt2XjThFOJq7VT2sRYfbJ927FYjFqmsY1a9aQLD+xXRb44x//2KXiV6kECYAzZsxgc3OzJ8ZRFBEdbLirZOTnbgs76ec//3lJVPn+6d7uh7vhknu/IOYbbriBTU1NZUWQZSGy0+k0t2/fLsWJyC8OAp/+9KdRWVkptdhsNotIJBLIGrVUiHMQUUi5XA6ZTEau+VRVxZIlS6DrurS/WpYF0zR9KX2F0iFM05R9coR7ttz92wOOo0ePcsKECYzFYp78Yj9uMcFVxd8iz7m6upqGYfDkyZNsb2/3pLkOVN51X5BfU+jYsWOyUrDI20ZASxpVVfnAAw+wnHJuBp1DkuSePXvQ3NyMRCLhOwVUQHAKYdaIx+MAgLa2NkyaNAnV1dWorKyErusexaGY3xgskMSkSZOkcpNKpSSnD0Lpi8ViePrpp3H06NGS5woKg06QALB582akUikA8NjL/EAQlqqq0DQNqVRKlidZvny5bIaUj3Iz+xSCsAbceeedcp+4L0Gcfy6Xw5kzZ7Bz5060t7eX/xva3yDJ/fv38yMf+YhcqIvFeneF4bsTUe7vAuBll13Gffv2kbxYPIq8KK4HKu+6WOQXuGptbSVJzpw50xNoHFSD+lgsxsWLF5dNQ/hB55BPP/20TFPQdV2KYPoQqcqFKrQApEtN/H3DDTdg7ty5Xebyy3nLBcLV+aUvfUkuOYqttNsTNE3Dq6++itOnT6O1tbUsiHLQ0NLSwtmzZxe0rYlCnr0Nd6CB4gr937p1axd7ozugolwVGzeHFIpYNpvl4cOHOXr0aM81l8oh3ff77rvvJjkEFtb9BcdxuGnTJlqW5SmaJD4LVTfrTmy7P3Vd56xZs9jc3MxkMtnF4CwwFES2OHdx3nfccUcXy0KpIhuALJxaDhxyUEX2K6+8IiNaAHhEbjHBFW5FKJfLYebMmaitrUUkEpFZhyQ9MZZBaKn9DcMw0NHRId2Lt912GwDIyJ8gYFkWzp8/DwB45plnkEwmB50oBwXHjx/n6NGjWVVVVVRfQuS98YC354uu6/y///u/svHGlAo3h3/vvfe4cOHCbm20fbmHqqrKeMt58+YNunIzKBEGJPnQQw+hvb1dVloQUBTF94JdHBuNRtHR0QHTNDFnzhxMnz4dpml2mTd/u9xNP5qmyUQ10zQxadIk3HXXXThw4IAMwCgFwmuTTqeh6zpOnDiBRx99FCSpDDXtrxRkMhkuWrSoIMfzGw0thni7xfe+973vsaOjg/F4PPC2HgON5uZmuZ3L5ZhKpfjHP/6xW6WvmPuGPCVSRNYvXLiQ5AhSbhzH4fbt21lTU9OF+PpyY90pCpMnT+bBgwflQ8x3ww1V4szlch6F7LLLLutT0f+ehlg21dXV8fjx4yQHhygHXGQrioLf/va3aG9vh6ZpMiKaRSZvAUBlZSU6OjoAdAadzpgxA0eOHMGll14KAGhtbe31XMoZQklTFAXV1dXI5XJobW3FuHHj8M477wRy/iKII5vNQtM0tLa24tFHH8X//M//BHAFxWPAn0hbWxtnzJiBM2fOAEBBIhQGb79rvJqaGqkpjhs3DrlcDi0tLV3chvm/NRQIUlQxUy5kD0ajUZmCIaKjBPrK1IRDIhqNIplM4qMf/Sj+/Oc/IxKJlPcNKhUkuXbtWs+ar9BQFMWX5i06MmiaJkW3+BQN0nubo9yHO2NQ3BNRuDVIkS3KZAOduexbtmxhLpcbcLE9oMa4VCqFTZs2Abj4NisX8q3dlcDoSmbqCULU2LaNZDKJWCwmgzRELrKYt9y5YXcQNkghUgEgk8kE4jpUVdWTfSnunW3beOaZZ0qev+yxb98+jh07VgZCBPmGh6PvnNHdW1FRFFqWxaqqKu7Zs2fAK+8OGIckyS1btqClpaWs0lBHOvI5rZBOtm3j4YcfHhJxo31CU1MTr7zySvkWBr0GCkffhrD9uu+/SCirqqpiY2Pj8OOQZGe9nkOHDkHTNJkjEmLw4V7LC4jGUqlUClu2bMFgKDf9CpK88cYbC1bBDTnk4I/unoFlWfzbv/3bQdG2+xUtLS0cPXo0Kyoq5A0IwvUVjv4lSiHKB7IbWL+L7Fwuxw0bNqC1tdUjpodC+Ndwh1tM55vhhKmMJFavXj18wtJaWlr4mc98xvMmosBbGXLIweGK7r+FCUgMYZq79NJLefz48SHbFF6CJNevX89IJCLjFYUnxY8nRtyYQl6dYqOChvMQmrKbmIpNkutujBo1igD4b//2bwMScNHvwRUNDQ3SAwDAE6PYG9zl9EQgBgBP6mshO5rAUPXO+IWo4lYoMCWIazcMQwaoNDQ0BFIisTf0K0G2tLRgx44dAC7eIHFRxRAmSVluxH3zCxGp++/hTpAAPGs9sS1GqQTkZgh/+tOf8OKLL8K2bWqaNvRurG3bfOqppzx51sWK2fwCS+HofohePu59QYhs0ZJP0zQuX76838V2v1F6JpPh0qVL8Yc//KHL/0QwRW9vcH46gzsAQ/zfjZFmbBdJcd0FpfQmIXq7X+J+27YN0zShqipaWloQjUaHHod8//33paMeBRbhxSR2CY0vVGT83y8/ee1+5snf3rBhQ78GXPTLGpIkf/azn4GkDJ8SiUS5XE6uCf1AvOWixjYA2daju8JUhdxhwxH5YXVife0O6i0F4hlFIhGpmD7yyCOyIkh/oF8I8vTp03jiiSeg6zri8biM4xMt4oot2O4mXsuyUFtbi+rq6i6dFIZaRHipICmXPyImtK2tDW1tbbImealQFEUSo67reOmll/Duu+8ik8nQNM3Ab3DgE4ows+XLl3chvGLXeO41ZCQSQTqdxuzZs/HrX/8a06ZNQ3t7e2DnPRQhmtlns1lEo1FEIhHs3r0b9913H9555x1JrIJzOo4j0xTcdZR6gjhepMyqqoqrrroKe/bsgTIU3vh0Os1/+qd/Ciy8TGjpYk30+OOPM5VKjSztpQicPXuW//3f/y3veX5Ai1jT+30e7vsvvjdlyhS++uqrtG27/J/DkSNHOHXq1MAIUnh2FEVhTU1NWVV7LUeQ5IEDByQRuvPW+6IYiucmcrhVVaVpmrz33nsHLVXWN0jyoYce8oTDl0KQiuKt0HXjjTeW/00oA6RSKc6bN4+KcrG1HlzElR+Q291wHyeKgglOeemll5a/b5skr7zyysAIEq6bGIlE+NRTTw167ZmhAJJ85JFHPATo5ox+WorARZCCMbgZhGEY3Lx5c/kyCJJ8++235dsUVBKXWMNcccUV/PDDD8vz4ssQp06d4tSpU+U9dLdcyW+/4mcUajHyla98JXCCDDQo8de//jUAb1m9UiDmUBQFy5YtQ11dXclzjhSMHz8eN998MwCvDbdYH7d4Bo7jQNM0ad/UNA1bt27FgQMHgj/5INDc3MxLLrnE8/YFFe+oqio3btzIdDodckifyGaz3Lx5s6eViHv4abwEeNNNRCEBRbnYHP4nP/kJ4/F4eT0Xkty6datcQLtPvBiCzD/eMAyapsnZs2cPv7yOAcAHH3wgg6PF/ReEKCp7lPJ8dF3n5MmTA11KBSKyU6kUNmzYIA2u+TVn+opsNotcLofbb7+9T11QRzrGjBmDZcuWAQAqKioAQIruIDw5tm2jsbERv/vd71A2XJIkd+/ezUmTJhG42G3KraH19Q1UVZVVVVVCWQrRB7z11ltS0oQW4U8AAAmJSURBVAhDeV+zPgsdr2ka586dy7a2tvJ4Ro7j8IEHHpAnJ3qpVFZWlnzB0WiUixcvHhoegTJFNpvlkiVLPGvCQsyirwQplmlvvPFGIBp3ySI7Ho9j3bp1MvIkmUwCQCBiO5PJYPny5WGGYgnQdR333HOPJ5I8yKL/4jk/++yzgcxXEkjytdde8ygyQN8LAeQfP2bMGP7pT38KuWOJaG1t5dy5cz1KTV/y4gspnbjw7KdPn85Tp04NLodMp9NYuXIlgIu5MqLnYBC49dZbMXPmzEDmGsmoqanBjTfe6ImeCsKe7bZRHjlyBBs3bsSgLq9Onz7tsXO53VNB9OJ7+eWXy9c1NYRg2za3bNkivWeCSwaxhhTVSFRV5XXXXTd4tmKS/MUvfiGVGEGMwtdZKHWh0HBra2LbMAyOHz+eYYfS4JBKpbhkyRJPxE+pjot8BlRRUcF169aVxET6LLI7OjrQ0NCARCIBAFJMCzYuOmj1BMUVgu92bzmOgxUrVsjGkyFKh2VZuO2225DL5aDreiDLKrd7WESsr1q1SvYsHzAkEgm+/PLLrK+vl2+Ku5NWMW9b/rGKojAWi3HPnj2huSdgnDlzhpWVlYFWnxMVM3Dh2UejUb711lsDyyFN08Rzzz2HpqYmaJoGklKpEW+gX5CEYRjSDEESl112GebMmYMhmZBexhg3bpwMuAgKbiVW0zQkk0ns3LlzYJWbeDzOyy+/3NP9wD38Ou7FcMfnqarKf/3Xfw2VmX4ASb700kuMRqOBhAcWCkkzDIOLFi3i2bNnB+b5kWRDQwN1Xadpmh72794u5oLci+OpU6dy165dIUH2E+LxuIyTLJUg3Yqr2Bafr776ap+eYdEi+/z583j88cdl00xRc8cdK+f3PBzHkamxQKdXYc6cOZgzZ87QyGgbgojFYli+fHmXFOK+wB1XKZZcImX52WefRVtbW8m/0SvefvttmqYpnfVAZyMft23Lb84GXOJaURRWVFTwX/7lX0Lu2I8gyb179/IjH/lIYPGqyJOKlZWVrKur47vvvtu/TeFJ8gc/+EG3ZTr8nHT+8eJTdJI6fPhwSJD9jKamJn7961+Xaz7kLaHy9/sd+c/3a1/7Wv8+y/Pnz/Pqq68OzFft5rKmafKOO+4Ik7gGABeKOUhuBhSviBYa+c938uTJ/ReWlkgk+Morr8iEoSDiHYV3RryZZZ3FNsyQSCRYX18vmYs77xoBESQAbt++vagUB99KTTQaxfr162WxqCB0Dtu2oes6DMOAZVmYP39+qMwMECKRCG6++eYuRb8Mwwj0dx577LH+qbHU0tLCSy+91PMWlcohVVWVZoLPfvazoWdmACGUG9M0ZREAwH/OdqHR3fPdv39/sM+WJJ955hn5w6ZpBiKy3Y7+9evXh+J6gOE4DufOndvFMYGACFLs/973vuf72foS2YlEQsY9AoWLzfcFuVwOiqJg4cKFWLRoUSiuBxiKouDWW2+VNkm3DTmomNaKigps2rQJR48eDWQ+ZLNZvvbaax5FJsgkoerqan7/+98Pi0gNEt544w1OnjyZiqJ4RHdf7JKFnq+ofvzII48EEytJkv/5n//pEdXFnGR+4QAhpkXPbKAzQajkEw3RJ2SzWX7jG9/o0keoL3bm/OGmlauuuiqYUtBnzpzh/PnzZWSw+6SLGe70S3Gyuq7z2muvHfAWuCEugiSff/55D1fsjijRh3WlIPQxY8Zw7969pUlCx3G4evVqKVrFj7iJs6fhJkA3d3WL/SeffHLAu9aH8CIej3P69Oldnm8QBOmmgX/4h38ordgsSd58883dsuHehltcu9edIkrIMIyBC1MK0S1s2+aPfvQjz5oPAREkXMyorq6O586d6/vzPnz4MEePHi3NAu7mR311Nem6Lolz/vz5oamnTHD69GlGIhFJPH0x6xUa4nvCRfnUU0/1+My7Nfs4jsM1a9agra0NmUxGFlgXoWJ+LTSapsnQJMMwPCFrt956q685QvQ/LrnkEsyePVvmQhXTKaMnCM+PmO83v/lN3yaKx+OcNWtWwahgFCG63UGcbmVo5syZPHToUMgdywTZbJY/+9nPWFVV5eFupXBI9/cMw6Cu6xw1ahS3b99enGTs6OhgU1OTnNgdEVLMieWnOIiU2UgkwhUrVoTiusxw7tw5WeEiGo2WTJCimolhGFKfsCyLX/3qV4tzJSaTSf7Hf/xHIGuIyspKT8kNcYLr1q0LtesyQy6X4wMPPCCfk1u5ye/g4EdCKsrFcituPaSurq44U9+JEyc4e/bskgnSzR1F7KNhGJwxYwY/+OCDkBjLDMlkkg0NDbKdSE9E55ce8glSpM3+9Kc/9SchE4kEf/rTnwayhnCnJ4iLsyyLDz74YCiuyxTJZJIf//jHJfHkP/dCbZB7Gu721HAR8ty5c9nc3Nw7Ddi2zU9+8pOBEKQ4ISECxEmFBUjLF9lslg8//LAkPqGMoA8E2R3dCEV37dq1PTOmTCbDt99+mzU1NX0qFtXdcLc1Gz9+PJPJZEiQZYy2tjZZEVk4MIppJy1Gd2vOmpoaAuCXv/zlLrXjPXZIwzDw6KOPoqOjI9AioSKUKZ1O4+677w5s3hD9g6qqKixYsABAZ1R/NpvtYpf0U53E/R13JLqob75r1y68+eab6JZLtre3c8qUKZKbBeXLFCx69OjRPHLkSBgZXubo6OjgypUrOWrUqG65XLFZicJkKDitUG6+853vFBbb6XSaDQ0N0uYYhMh2RyLX1tbypptuCrMKhwgaGxs5ffp0TyCNmwj9uI7dhajEEJYXQRtz584tbP4jyRUrVjAWi5WUV+Ee7iDNaDTKlStXhoG4QwS2bfPBBx+kZVmSiNwE2V1Dpt5GIQa3Y8cOL5ckyVdeeYWzZs3yULLQqPo64HoT6urqePjw4ZAYhxAOHDggidDtUqytrZUcsKchzH1iiJhYd0SRZVldJSdJfutb35JUG0TSONDpmRFzrVixIlw7DjHYts1bbrnFI6b7om13NwzDkPrFvn37CAA60Nna49133wVJVFZWQlVVpNPpkhN9kskkNE3DpEmT8M1vfjNs7zHE4DgOvva1r+Hw4cM4dOiQrOMZj8cxfvx4nD9/vsfv9/a8Ozo6AHQWwNq7dy8AQAE6OWQ8Hkcmk0E6nUY6nUZ1dXWvvWZ6c7ZEo1HYto14PI5JkyaFWYVDECR55swZRKNRpNNpRCIRpFIpJBIJxGKxvswnt1VVRTabRW1tLaLRaEgfIcoP/w9mt7UGThsEQQAAAABJRU5ErkJggg==","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":495,"y":245,"width":152,"h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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":334,"y":245,"width":137,"height":178},"scaled_width":24.5,"scaled_height":31.83,"actual_filled_area":301.54,"bounding_box_area":779,"exact_perimeter":180.24,"approximate_perimeter":150.4,"convex_hull_perimeter":93.27,"perimeter_pixels":1007.9625535217656,"original_contour_poin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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":245,"width":151,"height":178},"scaled_width":27,"scaled_height":31.83,"actual_filled_area":262,"bounding_box_area":859,"exact_perimeter":158.9,"approximate_perimeter":140.23,"convex_hull_perimeter":95.1,"perimeter_pixels":888.6072144624379,"original_contour_points":381,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.1304,"perimeter_to_area_ratio":0.6065},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJsAAAC2CAYAAADOU/9kAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1deXBd1X3+7vpWPenJkizZsiTHGBsLsBF2WGLAroFgJoXaJCFhMsy4TWgpTZvMmEyasrQw0EkhpCZkmhCI09Is0ECI40DCNklIG0jAdgg2XmULSbZsy5K1vP3d9/UP6RzufZKs5V0tz7rfzJm33Xveved897ed3zkH8OBhiqBM9wUUA7LZLC3Lgq7rUFUVAJDL5aAoozefZVnQNM1xrDKWE89CzMqbHgkkmc1m0d/fj1OnTqGnpwf79u1DV1cXOjs70dvbi+7ubpw4cQKnTp1CIpEYlXD19fUoKytDeXk5QqEQgsEgKisrUV9fj+rqaixevBi6rkPX9bOehGf1zZ0JyWSS/f396OnpQWdnJ95//320t7fj6NGjOHz4MA4cOICjR48im80iHo8jk8lICZVOp0ESAKDr+hn/J5vNQtd1aJoGy7JAEpFIBPPnz0dVVRVCoRBqamrQ2NiI8847D3PnzkUkEkFFRQXC4fBZRcCz5kbOhFwux1wuB1VVkU6nsX//frz66qv43e9+hz/+8Y/o7u5Gd3c3LMuCz+eDrutIJpPIZDLQdR3ZbBYAHCoUgCTQeKEoiiw+n89Rv6ZpqKmpwaWXXopVq1Zh48aNiEQiKCkpEecUbZ8V7YWPBSR58uRJ/OEPf8Brr72GHTt24MiRI+js7EQymYSiKMhkMqPVMUVX6yShKKFQCA0NDbjwwgtxySWXYPXq1bjggguKknhFdbFjAUnGYjH8/ve/x86dO/HjH/8YR48exbFjx5BOpx3H6ro+qmSaSrIByHckpCNCEpqmoa6uDtdeey0+9alP4corr4SiKFBV9azrxxkLDuLQoUO8//77uXz5cvr9fhqGQb/fTwCyGIZBTdOoKMqYiv3c6SqqqjIYDDIYDMrvSkpKuGjRIt5///3csWOHaIKpfTJmE0jy4MGD/OY3v8m1a9cyGo1SVVXZQX6/n4FAQBLMNE36fD55DIAZTzbDMIb9XtM0+v1+mqbJ8vJyrl+/ns888wwTiYRHOjdBkocPH+b3v/99rl69mvPnz3d0gqZpY5YYM4ls4j9VVZUFAE3TpN/vp67rVBSFmqZR13X5u5Di4XCYf/7nf86nn36a7e3tTCaTHukmAqEmOjs7+dBDD3HlypUsLS11ECcQCNA0Tfmdz+ejz+ejaZqyCCknOnOmkC2faPaHRny236tdOuu67rhvwzD4uc99jn/605/Y19dHy7I80o0VJLlnzx7ecccdrKmpkSQCwFAoNKKqGanYSTTdZBvt//PvTRByuO98Pp/DRtU0jbfeeit/85vfeKp1NORyOZ4+fZrf/e53uXr1atnwfr9fkg15naaqqpReGGxwIcFgkxLi9+kmm126Dve7XWKZpumQcKFQaAghdV1nOBx22KaNjY188MEH2d7e7pEuHyTZ19fH5557jo2NjZw7d+6Y7TCvDC2hUIiapnHt2rV88803PcIJZLNZvv7667zxxhup6zr9fr/jqbdLKa+MXoR0KysrYzgcZiQS4de//nWSZDwen52kS6VStCyLDzzwAOvq6oY0mqIo1HXdk3DjLKFQyNGGwgS55ZZb2NzcPPukHEnu27ePq1evZiQSoc/nkx6WcPPtdpgo+YayV4Yv0WhUOg7iNRQKcd26dfzpT386OwgnwhmPP/44w+GwI5QxWpkpQdeZXgKBgHyf72BomsZ58+bxoYceOrtHICzLYltbG7/85S/LhrB7VZFIZESSeap0fMXervaYna7r8vWee+5hLBY7+whHki+99BI/85nPEAArKysJfBAJh62RNE2jYRg0DMMR8MQkds7ZVIT0N02TkUhEmh6inYPBoPzuzjvvZG9v79kz8hCLxfjkk0/ywx/+sHzSkPcU2mNiwAexMtgaMP87r4xcSkpKHO0rYpSinQ3DoK7rDAaD3Lx5M3t7eydFwk1pakoul+O3vvUt3HnnnYjFYohGo+jp6ZFpPIXen6ZpUFUV2WxW1iVSdvLrFvlig9fl+E1k32azWdTU1KC2thZVVVUwDAOhUAjz5s1DZWUlDMOAoijIZrOwLEvWmclk0NfXh3g8jtbWVliWhe7ubrS1taGzsxOpVAqZTMbxv5qmQdd1kJQ5diJZU6RB+f1+KIqCVColz81PaRtvG4rkUE3TQBK5XA633347Hn74YQSDQVdz5qaMbCT56KOP4s4774SmafD5fDh9+jRUVS2IbIZhyM6xv9c0DRUVFejs7HR0jOhAkR0rvg+FQjBNE9FoFOeeey6ampqwaNEi1NXVoaamBlVVVTBNU167oijQdX3Y9iPJTCaDTCYDklBVFbFYDK2trdi3bx92796Nd955B83NzTh69Cji8TiSyeSI9yiImEql5HeDcxYc9zHRNhQZw+l0GrlcDsFgELfddhseeuih4psbQZJf+9rXpNEv7IX8wXAUYJfYjV4RMRe/izCK/T80TWMoFOLll1/OzZs38+WXX2ZHRwfj8TiTySTT6TRzuZzrqiSVSjGTyTAWi/HkyZNsa2vjc889x1tvvZUNDQ0MBAIMBALSeA8EAnJ4LRgMMhwOO+zaQofXRCaJ+CxCIz6fj1/4whcYj8eLJ/ibTCb52GOPSaIJZ0DTNDl+VwjZ7HZbvuMQDoeHHF9bW8uNGzdyy5YtfPnll3n8+HEmk8lp9cJI0rIs7tu3j0899RT/5m/+ho2NjQ5C2e/BNE1JQjfIZn81DEOOx6qqyjvvvLM4PFSSfOSRR2SnC0M1P32mULLlEy4QCEgjWLwuWbKE9957L9988012dHQwnU7PyAYkyUQiwZdffpn33HMPq6uraZomVVVlaWnpkLSqQslmf0BLSkpkHaLPDMPgD37wA2az2RnZXgAgbDRGo9ERRbZbalTUJZ50+3eLFi3i9773PeZyOWazWXZ3d8/cRrNh0O7jiRMn+OCDD7K+vl5KOTHC4gbZYHsg7e/tKejRaJQ7duyYmSGRdDrNf//3f5cXLp6e0tJSKaIFCQslmz1Cbn/qr7jiCn7ve98rLptjBJBkc3Mz//7v/162m0hzd4NswhYcKU9O13VefPHFPH78+MxSqST57LPPcs6cObJRxAAwAMd7EagtVLL5fD55fn19Pe+77z4eOHBgZjVMgchkMkwkEvzFL37BG2+80dGehZDNbtcKoSAEgnBEhNPy+c9/fua0qXgCzznnHAIDns14yZTfeCJrwR6YtAclhWQLBAK84447uGfPnpnTIJOAVCrF/v5+futb35LkECpPtLE9odKNh1kQ2zRNPvHEE9Nv7wr74tOf/rQjQ6NQstl/E2EN8bmiooIA2NTUxMcee4ynTp06q4lmR39/P3/6059y5cqVst3sM67ESEyhZMsfR62uruZvf/tbZjKZ6WtnkrzrrruGXGyhZBPxMPG7uGlR36ZNm/j666/PGpLZkclkuHPnTv7Zn/2Zow3F8FO+E4ExtH9+ERIyFArJtt+4cSNPnz49Pe1Nkj/84Q+lgS5U3kS8zXyy5Y/jaZrG8vJyAuBXv/pVnjhxYlYSTYAkjx8/zssuu4zhcJhlZWUFPexnKmLeLQB+7Wtfm/pZW+l0mvv375dzNwVB3FSjgsTiySopKeH27dtnpis+DTh+/Dh7e3u5fv162e6GYciMDjckG+DMIJk3bx737t07tQ96PB7nhg0bHBLNfpGFkk14RmLIqbKyks8///yslmbDIZlM8uTJkzzvvPNkANiNOKYIfYgRIDFs5vP5+PnPf37qgr29vb188sknCQzEzfKHiyYyHJVPNhH7CYfDXLBgAbu6unjy5EmPaMMgHo+zp6eH69atc1WNCsIBH3i+kUiEgUCAr7322uQ/+P39/dy3bx9ra2sdsRoxtAI452wWokaj0SgbGhq4Z88eT3WOApGYKiScm2pUeLgi3GQYBv/6r/+aXV1dk9snJHnzzTcXfDPiPPHk2KfuiUVhKisrz7og7WQinU7z+eefHzLfQLy3ZzsXKgwCgQC//e1vT17fiFGCiQRt84thGPJJsdtn4veFCxfylVdemZR0n7MZx44d4913301d1x0jLHZbGi6QTdd1XnvttZMXdzt27Bivuuoq12wC4IOx0jlz5jgk23/91395Em0CIMljx45x/fr1w5INgw+1G2aOz+fj888/734oJJvN8l/+5V+IQSNxMpIfRVbDww8/7BGtAJDkiy++yIULFxJwpngB7jhwGNRIV155pbvap6enhy0tLayurp7wxeaX4cY8dV3nxz/+cU91uoBsNsu7776bABwrHE10OGs4sgkH8f/+7//cc+BI8h/+4R8K0vkjFUFcwzDY1NTE3bt3e2RzAWKEYfHixVIKAR8sy1Ao2YRaNgyDf/mXf+mOJiLJI0eOsKSkhKZpykVf3CCbPQ8tGo3y2Wef9dSniyDJb37zm5w/f77sL3vqtxtkC4fDrK6uZltbmztk27x5syOleyJxtPwigoSCuPfee69HtEkASV5zzTUOtedGHFRRFEeK0/bt2wtPVj148CBLSkpkNgHwQZr3mcpoFwubSF+5ciUzmcz050udhUilUnzjjTcc0gguSDbxvRjOuuGGG0a029SxXKhlWfzxj3+MRCIh5ykqw8xZnCgSiQRM08SmTZsAAKZpFs88xSKBz+dTFi5ciNtvvx2ZTAZ+v3/UrZDGWC8Mw0Bvby8A4J133sEbb7yBCWun1tZWx9Qy4AP3uVDJJqTkddddVzSTUYoVIv8NBTh4Z+pfEZz/q7/6q4mZQiT5xBNPDFmLFi6pURFX8zI5pgapVIqXXXaZazZb/rpvwEA274RGFGKxGK+99lpJsvz1vtyw2W666SbGYjGPaFMAkvz+978v08fdcBCAD2Kkwsv9zW9+M77+zGazfOONNxgKhaTHEQgE5B+MRrSxkE3TNP785z/3pNoUoqenh8uXL3dFjYolzcSmIBj0drdu3TqkP8/oIKTTaWzduhWxWEwuzpJOp6FpGgC4sonYNddcg9WrVxfX4iVFjkgkguuvv96VusQKS8lkEpZlwTAMNDY2IhwOj6+i06dPy5iMfReRfF1fiGT7xje+4e1AMsXIZrN88803uWDBgoIlWyQS4aJFi3j11Vdz8+bN3LZtG//0pz+NT1Nls1n+93//tyv5asLzyd8o44ILLij62erFiv7+fm7atMlBIAwKEvuCjGIiOWz9VlFRwWuuuYZf/OIX+ZOf/IR79+5lJpMhSaZSqRH7c8RASyKRwG9/+9uCb4qkVLdCFfv9fiSTSdx8881yvTQPU4tQKISrr74aW7dudWxBLhY2BIBgMIh0Oo0LL7wQV155JS655BIsXrwY1dXViEajCAQCiMfjiEQiYzKBRiTbkSNH8Ktf/argm1JVFWLLbLFQnzKwkB7Wr18Pv9/v2WrTAEVRlOPHj7O+vh4nT55EIpFAMBhEJBJBVVUVmpqasHLlSpx//vmorKxEZWUlAoEAAoHAhPtrWLKR5OOPP47W1taJ380glMHVHsWOwMCAMXnxxRejtra24Po9TBxVVVW49dZb0dbWBsMwcOmll2L16tWorq4GMKCVSktLJ1cYkOQnPvEJVxd+Ea/CydiyZYs3eWWaYVkWyYGFCMX7Kb+IZDLJhoYG19ZPs2d2YNDoPHjwoEc0D8Cvf/1rGV12yxu1D3WtWLHijF6Lh7MTQ1zBRCLB//3f/0U6nYZhGAX/gWma0gu1LAuqqmLVqlUwTbPguj0UOZLJpByoFVLJLuEwQVUq5oOapsnt27d7w1OzEEMkW2dnJ44cOQLgg+Eoe6xsvLB7oADwoQ99CEuXLvWGp2YhhpCttbUVHR0d8nOhAoikYyx12bJlqK+vL6hOD8UJB9lI8uDBgwAGovyD3zmKMrhljmLbjmc0CLIBQGNjoysZoh6KDw6y5XI5vP3223KLH7eGkkRduq5jxYoVrtTpochx/PhxXnrppdKod2Ppc3tmb319Pffu3es5BrMUDtF14MAB7Nu3T362DzFNFGJQFwBWrlzpDVHNYjjIduTIEfT29jq2NgQwLvtsOASDQZimiaamJoRCocKu2EPRQpKNJLu6umBZlmOKnt05GAvyHQjTNJFKpZBOp3HllVd6IY9ZDEm2XC6H999/X/7gFifEHpZ+v19mE3iYnXCo0ffeew/AB0Rzi3CDqSqoqalxpT4PxQm7GkVLS8uIW1lPFCKmVlZW5tlrsxySbPF4HD09PY4BcjeHLz0v1IMkW3t7u2MPcreQzWahqiqWLVvmet0eigty3Gj//v1Ip9NIp9PyR7dstlAohAsuuMCVujwUL1QA2L17N1tbW5FOp6XqVFXVFbJpmoZQKIS6ujov7DHLoQMDyx61trY61Ggul4OmaaM6CqPxR8TbGhsbXbhcD8UMFRggVkdHhxxaclMAGYaBOXPmIBqNulanh+KEJFtLS4v8UkgjN7zRTCaDsrIyBIPBguvyUNyQ3uiJEyeGLBjjRqwtm82Of5ERD2clJNnsE1xyuZyrMbaysjJXVbOH4oRUo5O15oamaSgtLZ2Uuj0UF1RgwK7SdV1OShHq1C1pFAgEXJWUHooTKjBgV9mJ5TbZRH6ch9kNFRhIbty9e7dUpSKfzQ1plMvlkEgkCq7HQ/HDWxzNw5TBI5uHKYNHNg9TBo9sHqYMHtk8TBk8snmYMnhk8zBlcIwgiIF3sZr3WOJs+QvP5EPTNGia5tp2kR6KFyowkJXr9/tllN+yLMeyCYXAsqyCZ9R7ODugAgPSJxwOO5a2cmssU6zP5m2u4UFKtlAo5JA+bs1BAApfK8TD2QGZYmSaplSdQgq5Id0URZE7u3iY3dCBAVL5fD7pILiZDqQoitw/3MPshsNms0s0twiXy+XQ1dXl2nIOHooXKjCwV0EoFBqy74HdYSgE/f39nir1MEA2y7KwbNkypNNpubGZ+H4iCzbnIx6Pe5LNwwdkKy8vd1V9ChiGgVQq5SVQehgg25IlS5SGhoYh6eBuhCsURUF3dze6uroKrstDcUNGWs855xy5fpognRv7FaTTaXR1deHo0aMF1+WhuCHJNn/+/EmbcpdMJl3ZKNdDcUOSLRKJyPU4RHDXDaNeOBbNzc3wNkeb3ZBkM00T5eXljjU+3CJbLpfD3r17C67LQ3FDkk1VVZSUlDicBDcchFwuh0wmg5aWFm+i8iyHJJvP58M555wjx0ntu+nZkR93G2sc7sCBA3LGvYfZCUfeT1VVFRRFkTabWzltJJFIJNDX1+dKfR6KE5JsiqIoS5YsQTAYdI1kdvT39+PYsWOu1+uheOCQbEuXLpVLyLuZywYMSLfDhw+7UqeH4oSDbPPnz8eyZcvkJrZu491330U2m/W8hFkKB9lCoRAuvvhiOUbqVuhD4K233kJnZ2fBdXooTjjIpuu6ctFFFwFwN4ESGAit7NixA21tba7W66F4MGTws6GhwdUFnAUURUFra6sn2WYoenp6+Mwzz0BRFNTU1OCKK66Aruvw+/1QVdUVm2oI2Wpra1FWVoZkMolEIjHEdhsvAYX9Z1kWfD4f9uzZg3g8zmAw6M2AmUE4dOgQ/umf/gk9PT0oLS3FqlWrcO6552LNmjXYt28f6+rq5CQo0zTd6btYLMYrrrhC7ute6B7xAOj3++X7m2++mZ6TMLOQSqX4jW98g4qiUFVVappGXddl34VCIS5cuJCf/OQn+dRTT7GtrY0CmUxmzH05RLIZhoH169fj9ddfh6qqrqhS+6ytHTt2eMHdGYZ0Oo233noLJKHrOlRVlbv9JJNJ6LqOrq4uvPTSS9i2bRtM08SiRYuwdOlSLF++HK+++ipXrFiBkpIScf7YJd9bb71FTdNoGEbBks1+TiAQYDQa5c9//nNaluVJtxmCtrY2XnLJJUP6LRwOMxKJOL7XdZ2qqlJVVfp8PpaWlrKhoYHXXnst7733Xr744os8fPgwY7EYc7kcR830icVirK+vp6qqrpINAH0+Hz/3uc95qnSGwLIsbtu2jSUlJQ5CIa8fNU2j3++n3++nruvUdZ0+n89hKoXDYWqaxmAwyNWrV3Pz5s186aWX2NbWNnJfk+Rf/MVfuGazmaYp7TZVVblixYpx6XoPkwfLsviP//iPsp8EWez2m2EY1DRt2L4Nh8M0TXMIN1RVpWmanD9/Pv/zP/+TwBmWzLriiivg8/ncuiE5lS+Xy6GtrQ0HDx50pW4PhUFRFLz99ttyGqdlWYjH4zKob1mW3KFRZAGpqopgMIhoNIr+/n7HrDxFUeRx6XQa7e3tiEQiZ76IV155hRUVFQVLNsMwHE+BeL9161am02lPuk0zurq6WF5eLiUbBm1r0deqqjpMIvtnDPavOFbTNAdHDMNgIBDgnj17ztzPra2t3LBhg9TLdlHq8/kcJBqt2G0A0zSpqipXrVrlkW2akcvl+MgjjzhMHAAMBoOynzGG/hXHi3oEN3w+HxcsWCCdwRHVaGVlJa6//nrpAmcyGSkeU6mU4/NoEA6JSBHP5XJobm7GT37yE/T29nqEmyYoioIXXngByWRSLgAJQM7xHWuqWf4+tZlMBoFAAKlUCitXrhzbcmnt7e3UNE2K13wvJV+kjlaEsSnOveWWW7wQyDTiyJEjsm9N0xwiyUZyCkYqoi4AjEajBMDvfOc7o4c/gAGv9KKLLpJeiajoTN5JfhE63G4DaJpGTdN43nnnMZFIeGSbBuRyOT766KNDSKWqqgxtYBxEE+fBxpElS5Zw3759sn/PKN9yuRw+/vGPD0k1mkjqkRClwsOxLAuHDx/GD3/4Q2+K3zSgu7sbTz/9NAAMWVAom82OeQ1k0a+apskEDp/Ph0wmg3Xr1qGhoWHsF7V7925WVFRI6WQXleMRs0J9inPE64UXXjg2MevBNaTTaT7//PMyPmbv03zvE2OUaqLAZm4988wz4+tby7L46U9/WlZqv4Dx2GyCXKFQiIqi0O/3y/P/8Ic/eISbQrS0tPBjH/uYo09N0xyiOseqSoc7rqmpic3NzY4+HdVNUFUV69atk0vXi1Uq/X7/mNSpqqpQVdUxY4sk0um0PP/b3/62t3T9FCGXy7GjowPbt2+XAVgRwBV9ILzSsfaJiEpomgbTNKEoCi677DIsXLhw/Be4f/9+Ll++XAbw7DG28QZ9hzveNE3u3LnTk25TAJJctWoVQ6GQQ7JNdCgyX3UKj3b//v1DhiTHtF58XV0drr76amSzWZBEMBgEAJSUlBR888Kw/I//+A9vEvMkgySfe+457N+/H7FYzJVVqgSEo5BKpbBs2TJUVVXBMIzxJ1nmcjnu2rVLMtgeIXZDsonywgsvMJfLedJtkpBOp3nDDTc4JJJbks0+bPXVr361MC1FkmvWrJGGvRCbhZJNiF1FUbh69WovyDtJIMmnnnqKc+fOpWEY0gMtlGyw9auu66ytrWVLS0thfZhOp/naa69RVVXHQG2hZPP7/XKsVVEUPvzww57tNgkgyaVLlzoiCIZhFEy2/L7ftGmTO/1Hkpdeeqn8k4lk8g53vH2OQlVVFX//+997hHMRJPmd73zH0Q+BQMAVySZCWiKZcvv27e6R7Qc/+AEjkYgUm4WSTZwjMgei0Sg3btzI06dPe2RzASR56NAhVlVVMRgMSskmxi7dkGyinhtuuIE9PT3u9VssFuOaNWskm92QbMINF4QLh8N8+OGHvWzeApHJZBiPx/l3f/d3su1FW2Ownd2w2YSUfPLJJ93VSJZl8fXXX3eITthIhDzROtYLzrcfqqqq+Lvf/c5TpwWAJL/0pS/J+QWFZO3Yh7Tyh7dUVeXcuXMnJz+xvb2dN954o/zDsrIyeeHC/hpveoq9CAIvX76c7733nke4CSCRSPCVV15hbW2tJJogiWEYYxYEdq9VZIOIBFjxe1lZGb/+9a9PTj+R5AsvvOAYTxsuZXgshLPnUwlxbJ/p89GPfpQnT570CDcOZDIZdnd3c8GCBQ6VKfpDEGcsqjM/tUyc4/P55G8bNmxw11bLRywW4zXXXOPQ2YIk9lTy8dyM3SsNhUIyJHLVVVd5hBsjSLKvr09qHjFjStO0IYkUY037tgdu7edqmsaysjK++OKLk9s3JPk///M/DAQCbGhocJAEw9gHIxXRCBiUjnbC2W/whhtuIEmmUimPcCNALIewYcMGBoNBBgIBRz/ouu6YdDRWm02oTXvWtih33HEHk8nk5PdJIpHgZz/72WHJZSfRaCUcDktSRSIR6SzYf1dVlWvXrmU2m/UINwxisRjT6bSUaFVVVcNKsPGm8uefEwqFZF/NmzePe/bsmZqoAUm+8847LC0tZSAQGKI285+CMxW7Vys++/1++VmQ+fLLL2cikZhcG6HIkM1m2d/fz40bN1LXdZaWlsq21DTNIc2AoQQcS7Fn6Kiqykgkwvvuu29qTZtsNstf/OIX8qKCweCQ+YNnKsLOyx/ct3s7+VP9165dyyNHjng2HAZCUX19fbzlllvo9/sdE4ry+8E0TYdHinGQTfSTqK+pqYl9fX1T3/6dnZ287bbbpPQRwVnxZOUbpuMt9qdK2IQXX3wxt23bNqvnnuZyOR48eJAbN24cMuFkvJJLFBE3s/eX8GQ1TWMgEKDf7+cvf/nL6XnYSXLHjh2sqamRq97MnTuXAAomW77TYFfN8+bN42OPPcb29vZZJ+USiQR/9rOf8ZJLLhmSuIg8KTaekk82e7hD/M8///M/T297k+S//du/OSSbruuuSDbTNKXYF/E4u7S76aab+Oqrr8oF6qb63qcS4h4feughVldXO4LpIgQFTMwREOfZ+8tep9/v59KlS9nT0zP9qWCWZfGuu+6SEk28Fko2sRZYvpqw2xFz5szhvffey/7+/rOWcCT57rvv8rrrrmM4HJa2bb7KzG+r8ZTh1CgGJVw4HOYrr7wyM9pXxME+8pGP0DRN6SwUQjZ7Qw5n1ArpKd6vWrWKW7duZTabnRmN4gJSqRQzmTokKSsAAAkOSURBVAy3bNnCuXPnsqSkZMR4md25msiQYT7ZBJn9fj/vvvvumdWm8Xicb7/9NhcvXuyaZAOcM+mDwaAje8E+YiEa+pOf/CT379/P06dPz6wGGgcsy2JHRwffeecdfuITn2AoFHIM5RmGQZ/Px0AgIL32idhpwMhkE/+zefNmZrNZdnd3z6y2TKVSfPrppxmJRFwhmz2NOb+ISHn+8cJRuemmm/jyyy/TsixmMpnpcdfHCZLs6Ojg22+/zTvuuEOqRPt9iuGi4dplJFU4lpJ/rmmaXLlyJROJxMx9aHO5HJ999tmCyWZXEZqmMRQKycYXalV8FktxiuOFIxGNRrl8+XLeddddPHjw4Iwd9spms2xvb+ezzz7LT33qU5wzZ47jPjF4T/npWGIuR/5qBW6Q7fLLL+f+/ftn/rK0lmVx06ZN0r4QXqooQhWKFPPhhrwwzsbKL/kDz8uWLePtt9/O7du3s6OjgySndUYXSfb09HDHjh189NFH+dGPflSqSvGwjCc5daQibDl7yc+2zl8jt76+nrt27eKpU6dmNtGAAbIlk0l+5jOfkUTTNE0+sYDTFstvzELtvPy6RAMLCRgOh7l27Vo+9dRTUk0kEolJI59Q5SLqf+jQIT7wwAO86aabuGDBAhniKWQS+Gj3n082sfatOM4en3v66afp5vp5k77LCknG43F85StfwZYtWwAMTO+nbadmsaoRAMdWRm6YCOK/OLjTjKZpcn8HUfx+P4LBICoqKnD++efj8ssvR2NjI6LRKBYsWIBgMAifzycWzBtTmw1KTFiWhaNHj6K1tRUtLS147733sGfPHrz77rs4cOAAfD6fXHAxH5qmDVniYqJtIto1vy5Rn9/vRzKZhGEYUFUVjzzyCDZt2gQ3d+KZki19UqkU+/r68JWvfAWPP/44NE2TyyqJlSjFTYsGccsWVVXV0WFK3p5c9s+BQACZTAbZbBalpaVYvHgxFi9ejPLyckSjUYTDYZSXl6OqqgqhUAi5XA6GYchZ/el0Gr29vThx4gROnjyJ3t5euVh1S0sLenp6kEqloCgK/H4/gIH1NHK5nFz5kaRsl+E2PXGbbLquI5PJoKSkBH19fdB1HVu2bHGdaFOKRCLBjo4OfvGLXxxWTdrVHCaoKkYrwnsT6io/xVmoFBEUFd/7fD5HzDAYDMrPfr9fhmLC4TCDwaDjfHuoQuwhYL+m/Py94dplMtWoYRgMhULyOp544gl2dnbOfBttNJDkqVOneM899wxJS7av74VhGn2iRXT+cMM39vG//E63/3f+SoxiuVYx+G33uEWnimUqRlr7LBAIOIgYCAQcU+3E/0422YCBjI758+fzRz/60cz3OscD4X0988wzrK2tlWkx+VHwQht3uCI2ABMEsW8IJv5XEMe+ndKZJK74XdQ1kgctpGM+6Yd7EOz3PtlkKysr40UXXTR9WRxTgVQqxRdffJHl5eVDQiKCCJhgw9qLXR2OVPJ/H07K2q9rOC/OXuwda//OTiD7riiC5ILo+TG0ySRbU1MTjx07dvYSTUAMx1x//fWODgUgs02B4VPOMcxTP5n23kwuIl5ml8ris2g7QTBhLvh8Pm7evJmWZc2elaNI8vDhw/zbv/1buawD8IGKEY2j6/oQCeiR7YPMZtEe+e0DDATP7VK4rKyMX/7yl5nL5aY/VWiqIey4H/3oR2xoaJBPYD6RxNNpH22Y7WTLL2JwXqhwMXojRmvOP/98uXBPMYwTTxosy+KBAwd42223yadWNB7ynlYAwxISk9yZM7H4/X6WlJQ4bMR8m7O8vJwPPvgg29vbZzfJ7EgkEkyn0/zZz37Gc845R5LOvm9WKBRyzDWdzWQbLklSxA8Nw2AwGOS6dev4q1/9ivF43CPZcCDJXbt28YEHHmBlZSUBOMZU7YP4s5ls4iE0TZOVlZWOPL+amhr+67/+K0+cODHz8tBmIk6ePMnu7m5+6Utfoq7rjEajknzwyDZsaWxs5GOPPcZEIjH7HIBC0dfXx3Q6zebmZn7hC1/g3LlzZfxstpPNHgZavnw577//fu7evdtb265QpNNpZrNZHjx4kPfddx+XLl3qaHThreanLNmHlUTsyW7zwdZ5I5F2uOUk7MNJ+cfbvxf/nx/kHWkloXwPPD/lSLwX9S1dupT333+/N3F7shCLxdjS0sIdO3bws5/9rCNYaX/azzR6YB+W8vl8joWkxTH5owRiv3v77DE70fMJP5YpdWIEQRDS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","detection_approach":"prominent_color_detection"},{"index":9,"position":{"x":170,"y":2,"width":108,"height":172},"scaled_width":19.31,"scaled_height":30.76,"actual_filled_area":171.51,"bounding_box_area":593,"exact_perimeter":99.3,"approximate_perimeter":98.71,"convex_hull_perimeter":88,"perimeter_pixels":555.3137084989849,"original_contour_points":16,"approximation_points":6,"shape_analysis":{"aspect_ratio":1.59,"compactness":0.2186,"perimeter_to_area_ratio":0.579},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-15 08:13:18"} 
[2026-04-15 08:13:18] local.INFO: Nested area calculated {"data":{"nestedArea":8518.147},"timestamp":"2026-04-15 08:13:18"} 
[2026-04-15 08:13:18] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"7e15d92b-9ab3-405b-b4ee-3f2d69fe24e4","height":30.76,"width":28.61,"perimeter":118.18,"area":347.69,"image":"data:image/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"},{"id":"4547dfcc-c7bb-4dec-a05e-f9d3f004d9fe","height":30.76,"width":28.61,"perimeter":118.18,"area":347.79,"image":"data:image/png;base64,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"},{"id":"0ad80f0f-9d62-44db-9a02-99c35285a352","height":31.83,"width":27.18,"perimeter":159.61,"area":261.55,"image":"data:image/png;base64,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"},{"id":"fd565086-c04e-4070-9e41-06ebae50dc88","height":31.83,"width":24.5,"perimeter":180.24,"area":301.54,"image":"data:image/png;base64,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"},{"id":"45694a66-4955-4ce4-a62a-a4de02cee7b4","height":31.83,"width":27,"perimeter":158.9,"area":262,"image":"data:image/png;base64,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"},{"id":"8a92d4c6-f9e5-4878-9afc-6d6706b437e0","height":30.76,"width":22.89,"perimeter":176.32,"area":298.98,"image":"data:image/png;base64,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"},{"id":"a75287d4-1df3-47fc-b784-b825b9b4d0b1","height":31.29,"width":24.14,"perimeter":153.75,"area":272.7,"image":"data:image/png;base64,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"},{"id":"cb84f571-5fe1-4457-9cb2-f00c96709f94","height":30.76,"width":19.31,"perimeter":99.3,"area":171.51,"image":"data:image/png;base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"}]},"timestamp":"2026-04-15 08:13:18"} 
[2026-04-15 08:13:18] local.INFO: Number of letters detected {"data":{"noOfLetters":11},"timestamp":"2026-04-15 08:13:18"} 
[2026-04-15 08:13:18] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1548.59,"perimeter_in_feet":129.05},"timestamp":"2026-04-15 08:13:18"} 
[2026-04-15 08:13:18] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[303.87,700.34,347.69,347.79,261.55,301.54,262,298.98,272.7,171.51,633.9],"actualFilledAreaSum":3901.8700000000003},"timestamp":"2026-04-15 08:13:18"} 
[2026-04-15 08:13:18] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":27.1},"timestamp":"2026-04-15 08:13:18"} 
[2026-04-15 08:13:18] local.INFO: Average character height calculated {"data":{"avgCharHeight":31.099999999999998},"timestamp":"2026-04-15 08:13:18"} 
[2026-04-15 08:13:18] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":1139.0,"originalHeight":425.0,"ratio":2.68},"timestamp":"2026-04-15 08:13:18"} 
[2026-04-15 08:13:18] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"203.67","otherDimensionOfSign":76.0},"timestamp":"2026-04-15 08:13:18"} 
[2026-04-15 08:13:19] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"19552\" height=\"7295.5223880597005\" viewBox=\"0 0 1139 425\">
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PB6Hpmm8k65t27wEfDwQ+1CmUikcPHiQFwQERGpidHZ2Ih6P+1bJJLVWqlNS9EGJS616nodjx45xn1RApCYGEYiWeycju9Q1e2ksNbEQ1aQsy+ju7g6I9L+AXC6HeDwOAL4ypVKbwNO4fG847T927NhI9kEVzj9AnSAcDmP27NncLUAJaZS3NBrEsIroCiByDQwMcMkWEKkJkN9vW+yzNHfuXF/5tqqqyGazJR2XjGuxvEnsLdDf38/TVwIiNTGoWbvojKSVwivRZMJxnJE+3WUfLUDdghbRAYYNb0VRRlRRBVJxbdvm6jIgUhNDkiR0dnYCQNHlusqFbds8vhcQqYmhqipmzJjB87Np7RHRr1QOPM/jKbcBkZocnZ2dBVP3Sra9oUzJYJmtJoeqqr6Fa8QwR7mgFF8gkEhNDdu2uW1EfZWAkSzJciGqyEAiNRlEI5paJtMNF9NHSl0T91QQl4APJFKAiiAgUoCKICBSgIogIFKAiiAgUoCKICBSgIogIFKAiiAgUpOgWOkQ9TOKRCIVcUDm5z15nsf9SIFDsslBK3NXItp/KgQSqYnBGEMkEoFlWQVEqjSxAiI1MRhjvoai1URApCaGJEm+hliVTB8p+K6qHTlAXeD48eO8Ji0gUoBxgTGGw4cPF6wqWQ01FxCpieF5Hnp6egqIM9Y+kqUgIFKTIL+XESWztbS0FNSk0fLv5ULTNMybNw9AQKSmhuu66Ovr870W/5YLUaoFDskmx0cffcSNbJJMYl/uckDNToFAIjU1VFXF0aNHfWqvkjO31tZW/n9ApCZHf3+/r40NEakSnu1JkyZxggaqrYlhGAbS6XTFK2wJ06ZNG5F0FTtqgLpDT09PQUN3MrQr4UuaMmUK/z8gUhNjYGDAN/XPr7gtF4GN1ESgIkhgpFEELXDz4Ycf+laXJPKEw+GSav/FZSkAf87TtGnTMH/+fIQ+HhTYSA0Map4ODKss8uvQvn379nHVNp4ltsTvAfyd/+PxOCZPnszHBBKpgSESIn+Bvkwmg507d/IOJONZ9C9/PEk1xhi6urowc+ZMPiYgUgMjPyQCDN9013WRTqfx2muvAfAvk0VjxnJ8sfEEqbcZM2ZgwoQJfGxApAaGaDwTWcg+SiaT+Oijj3zjyg2NiAScPXu2/1zKOnKAmoNsIGqmJcsyZFnG4cOH4TiObykuQn6AtxSIIRVVVTF37lyfTyogUoMj38FIhNq9ezcA8I60+WkjY+1GIhIvEolgzpw5kCSJ7wyI1OAQl3cgCWTbNvbs2cONbMZYScuz58MncQQ1quu6b8YGBERqaIgECYVCvJ/2oUOHsHPnTj5VF5csBUq3lUTykWNTURQsWbKkYGxApCYA5WPHYjF4noc9e/bgyJEjZR+XCKcoCieV4zg4//zz0dXV5RsbEKkJQCoNGPYn/eMf/8DQ0FDZxyXVlr++29KlSwtUZeDZbgLk39Rdu3ZV/DvIix6JRHDBBRfw0AghkEgNDJrakx1Ey0W89957FUnuF4sEKKfpjDPO8EX9CQGRGhy03ggwPIN7/fXXMTAwUJG8bFoFSdM07jGfP39+0bEBkRocYlTfcRw8/PDD416zthhEF0A8HseKFSuKhlgCIjUwPM/jCx4DQCaTwbZt2wBUJjdb13UAI7lMM2fOxCWXXAJZlgvc4gGRGgwUNGWMFbSr+d3vfgfHcXyrII0F+f2PLMtCJBKBaZqQZRmLFy8uah8BwaytoUGrZ5umCdM0sWPHDiiKAtM0fWvQlgNqQmHbNi666KKTSrqASA0MmqnJsoxdu3bh73//+8hixR+vO1IOiIi6riMWi+Gyyy4rmPYTAiI1MGzbhuu6CIfD+NOf/oTBwUF4ngdZln1OynJAM7ZVq1bhjDPOOOm4wEZqYNBaIAMDA/jrX/9akGpbqe+wbRvXXHPNKVVlIJEaGIqigDGGJ554AocPH+b7KzX9J/srkUhg8eLFvrSRfAQSqcFx5MgRPPzww0XTbssFhV4+//nP+0qPiiEgUgPDMAx88MEH2LVrF8LhMFdplVJtFPX/whe+MOrYgEh1DJp1kaoyTdPXdS2dTuO2227jMzXbtn15SaLPqZiUIpuKuorIsgxFUSDLMhhjyOVyuOyyy/C5z33upLM1QkCkOgY1xFIUBZZlcU8z+Xa2bt2KPXv2+Bb1Ez3doyG/qkSSJE5Gwtq1a0/qhBQREKnOQVJJ9FRHo1G8++67+O1vf4uhoaGCUuxSbSRRkpHhDgwTWJIkTJw4EStWrBhVGgEBkeoajDFomgbGGO/gDwxLpJ/97Gf44IMPAAyrJiKB67q+qtrRQB5wsfUNvb7qqqswffr00o4z1h8X4PRDLAMCgG3btuGxxx7jtpBhGAVt/UoxuB3HKVrGTbG1DRs2lJzXFBCpjiF2WSOD+/Dhw3jggQe4LeNb6bpIsv5ooM/Sseg7P/WpT+H8888vSa0BAZHqHmIC/rFjx7B161a89tpraGlpgSRJUFWVZzKK97zUOBupQcYYL81ub2/H+vXrx5SKEhCpAUDS55VXXsG9994LxhiSySRc1/UZ42RDlaqOxHY1dAxguIHWtddeW7I0AgIi1RSu6xb4eKi/EQBks1nIsgxVVfHSSy/hW9/6FjKZjC9nqJjkKbYvP9eI8o1IGpFN5Xkevvvd7yIej4/ptwREqiHIJqGbOjQ0xAOxhmFAVVVks1m8//77WLduHfr6+qAoSkH3tfGCIvuRSAS2bUNVVaxevRpXXnnlmKQREBCppgiFQjAMA6ZpQtM0tLa2IpfLIZVKQVVVbv+sXLkShw4dAjBsRLe2tlYkud+yLMRiMeRyOei6Dtd1ceedd2LixIljPlYQ/a8hMpkMYrEYgGHfkCRJiEQi/P1cLof169dj//79AEYSzPr7+6Hruq8Mu5xzCIfDMAwDN954I84999wxSyMgkEg1RT6JSCoMDg4ik8lg48aN2L59OzeCVVVFf38/2trauA+pHJCx7TgO5s2bh5tuumnc5AyIVGNks1lEIhHouo5cLgdZlnHgwAGsWrUKv/nNb2AYBiRJgiRJSKfTCIfDGBwc5CQoB47jQNd1OI6Dn/zkJ+jq6kIikRhXWmVApBoinU4jGo3CNE2+GvYf/vAHrF27Fi+88AK3g+hmi6GQ8VSJ5IMqUa644gpcdNFFaG9vH3dubkCkGiIejyOdTkPXdcTjcWzevBkbN27EgQMHIMsyD1WQVGKMwTRNtLa2ViQLko65adOmsmeBZRnb+VHmfBtNrEunuI64Us94mj9VEqMFN8W2wOJnaB/tp3JmSZKKdkYTm3pSTyP67mg0ih07duD//u//sGPHDgDD0X3DMHxt+4hEAHinkdGi/KqqgjHGpVkul+PuBdM04bouHn74YZx//vlQVbWsSoGq3klJkmBZFgzDKHDhA6O78au5Bqt4fIp2A8VJQ2PFBwEAn7bn73ddl9sfuVwOtm2jpaUFsizzKDt5qh988EH88Y9/5LnR6XQa2WwWqqqWLXXEHCVqUirO9n7wgx9g2bJlZZMIqDKR6IkhJxowHKkWGzfVGkSiYk4+MTIujstPuSAPM9WY0ZbL5RCNRgEMT7MjkQgkScLOnTvx85//HH/729+4ZACAVCrFvzs/wWy8aGlpQTKZ5FN8wzAAAMuXL8f3vve9goZZ40VV76au6/yiEiidExg9Ql1tstFTKka9gZEUVbFaVSRa/m8S97muy5d1UFUVpmly/88TTzyBX/7yl3j11VdhWRZs2/Zdg3A4zCtlxQbs44Usy0gmk4hGo8hms3z/xIkTcccdd9AyWRVZKbmqd4pEv2maMAzDl6AuOuNOhkp21SiG/Cm0SCCy60gCiTYQzXZI/VAzB1VVOaEYYzhx4gT+9a9/4fnnn8fLL7+Mt99+G5lMhn9fPjFJWgBAW1tb2V3XSNLRwxCLxZDJZHDnnXdi0aJFFSMRcBpUWywWw6RJk3zLVgIYlURA9SUSMKLaxMxCCk2Q7UOBUxH0nniOQ0ND+OCDD7B3714cPXoUf/7zn3HkyBGcOHGCJ59RTrVlWb4lQSmASipocHCwIqqNjGxFUZDJZPCVr3wFN9xwQ0VJBFSZSJqm+W6AbdswDAO6rvMU0lOhkovUFQNJnnxV5XkeTNMEY4yHLDzP8/Wrtm0bhw8fxsGDB/HGG2/gzTffxDvvvIMDBw6gp6eHk4akKqlJOkYoFOIqR7TRcrkcj8aXK5ETiQRSqRQ0TUMsFsPChQtx3333+aRipVD1R/748eN47rnncN555/Hlnagn9GizsmoTCRhxUVBnj3Q6je7ubvT29iKVSkFRFBiGgWPHjuHo0aMYHBxEMplEOp1GOp1GLpeDYRj8N4nhDBHirJWkUCaT4fvFa0Jl0uUKDTp/z/Mwe/ZsPP7444jH4xWXRkCFiZR/40lcf/vb34amaVysi/6XWkLMBRJnZuL/4jjan//ZYsg3lk9mPOe7QMRrMpqfjuw5z/PQ2trKbSqSRPR31apVeOyxx6pGIqDKEklsSScmcdENqdJvKhn5EjG/mJCMZvG9eoKiKJyIQ0NDaG9vx8DAALLZLCRJQiqVwurVq/HQQw+RC6ZqF7zqxrb4ZBd7v5YYzSFaiZyfaoJsqEgkglwux20fmmF+6Utfwj333FPRaf7JcNq8gmKK53hXMqw0xIWCi13nWp/faCBjnRyf5BHXNA2LFi3CQw89hAkTJlSdRMBpCJEAI/aHWMRXbxhtSfP8eyHGwWqFbDaLtrY2HlYJhULo6OjAwoUL8Ytf/OK0kQiocvT/VGqtXlDMo10M+Q0Z6uF3ybKMwcFB7qOLRqO46qqr8Otf/xqf+MQnThuJgNMUayOI6q3Y+6cbJ1uPrNbnVSpc1+UzsxkzZmDz5s1YuXIlEonEaSURcBpspGKpJfWIUtRZvRFMURSkUilcfPHFeOSRR3DOOeecdgLxc6n2F9TbxR8LKn3u+fdYXJiPXpPLQUw3Ed8X1WpnZyd++MMf4pprrqmJFBJRH7kc/6Ogabqu6zwQnO+4FN8jEk2ZMgXLli3DDTfcgEWLFiEej9fWIYeASDUFReMp8U9U++3t7QCAgYEBACNhlVmzZuHWW2/Fhg0bKJ5XcxIBAZFqikwmw1NPKIWE0myJQK2trWCM4ZxzzsHNN9+MVatWUXZCXRCIEBCphlBVlWdWUn61WChJif7f+MY3sGHDBkybNq3uCEQIiFRDOI5TtLyora0Nc+bMwW233YZLLrkEiUSCHI51SSIgIFJNwRhDIpHgiW7z58/HddddhzVr1mDy5Mno6+tDS0tL3ZJHRECkGqKzsxMdHR1YvHgx1qxZg6VLl6KjowO6rjcEeUQowLBYpWmmpmkVaU7QCBhNU1C+D+BXPaFQCKqqFqyXlg+xeICO1dXVhQULFmDevHm49tprMWnSJHR2dlY9zaPaUAD4pp7UKreUZZoa2dlYCshvI8sydF3nZUe2bfOHja4VZX4CI4sKRyIRfPKTn8TFF1+MhQsXYs6cOZg6dSomTJgATdOQSqUaRnWNBi6RqNAPGKkIrcco/ekEEURssUf7qddiJBJBIpFAS0sLOjs7cdZZZ2Hu3LmYPn06urq6MHHiRLS3t1PedFOQphgUYNj5NXfuXMycORMHDhwAgIKqj2JodIk0Ws54PB7HzJkzMXXqVHieh3Q6jaN2SSAAAABaSURBVEQigfnz52PevHlwXRdTp07FWWedhUmTJkHTNDiOA9u2EY1Gm5Y0xcB/bDKZZK7rIhKJIJVKlZQq0cAqvSQkEglYlsUrP6guj6pBIpFIc1+AAAFON/4fgUko5NStDNAAAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":657,"y":248,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.69,"bounding_box_area":880,"exact_perimeter":118.18,"approximate_perimeter":111.14,"convex_hull_perimeter":98.43,"perimeter_pixels":660.9015869776663,"original_contour_points":353,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3128,"perimeter_to_area_ratio":0.3399},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":163,"y":248,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.79,"bounding_box_area":880,"exact_perimeter":118.18,"approximate_perimeter":111.03,"convex_hull_perimeter":98.52,"perimeter_pixels":660.9015869776662,"original_contour_points":352,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3129,"perimeter_to_area_ratio":0.3398},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":495,"y":245,"width":152,"height":178},"scaled_width":27.18,"scaled_height":31.83,"actual_filled_area":261.55,"bounding_box_area":865,"exact_perimeter":159.61,"approximate_perimeter":140.82,"convex_hull_perimeter":95.13,"perimeter_pixels":892.6072144624382,"original_contour_points":396,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.17,"compactness":0.129,"perimeter_to_area_ratio":0.6102},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":334,"y":245,"width":137,"heigh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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":245,"width":151,"height":178},"scaled_width":27,"scaled_height":31.83,"actual_filled_area":262,"bounding_box_area":859,"exact_perimeter":158.9,"approximate_perimeter":140.23,"convex_hull_perimeter":95.1,"perimeter_pixels":888.6072144624379,"original_contour_points":381,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.1304,"perimeter_to_area_ratio":0.6065},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":9,"position":{"x":170,"y":2,"width":108,"height":172},"scaled_width":19.31,"scaled_height":30.76,"actual_filled_area":171.51,"bounding_box_area":593,"exact_perimeter":99.3,"approximate_perimeter":98.71,"convex_hull_perimeter":88,"perimeter_pixels":555.3137084989849,"original_contour_points":16,"approximation_points":6,"shape_analysis":{"aspect_ratio":1.59,"compactness":0.2186,"perimeter_to_area_ratio":0.579},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":10,"position":{"x":10,"y":2,"width":130,"height":172},"scaled_width":23.25,"scaled_height":30.76,"actual_filled_area":633.9,"bounding_box_area":715,"exact_perimeter":105.25,"approximate_perimeter":100.91,"convex_hull_perimeter":98.77,"perimeter_pixels":588.5929291125641,"original_contour_points":125,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.32,"compactness":0.7191,"perimeter_to_area_ratio":0.166},"image_base64":"data:image/png;base64,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"},{"id":"7e15d92b-9ab3-405b-b4ee-3f2d69fe24e4","height":30.76,"width":28.61,"perimeter":118.18,"area":347.69,"image":"data:image/png;base64,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"},{"id":"4547dfcc-c7bb-4dec-a05e-f9d3f004d9fe","height":30.76,"width":28.61,"perimeter":118.18,"area":347.79,"image":"data:image/png;base64,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"},{"id":"0ad80f0f-9d62-44db-9a02-99c35285a352","height":31.83,"width":27.18,"perimeter":159.61,"area":261.55,"image":"data:image/png;base64,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"},{"id":"fd565086-c04e-4070-9e41-06ebae50dc88","height":31.83,"width":24.5,"perimeter":180.24,"area":301.54,"image":"data:image/png;base64,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"},{"id":"45694a66-4955-4ce4-a62a-a4de02cee7b4","height":31.83,"width":27,"perimeter":158.9,"area":262,"image":"data:image/png;base64,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"},{"id":"8a92d4c6-f9e5-4878-9afc-6d6706b437e0","height":30.76,"width":22.89,"perimeter":176.32,"area":298.98,"image":"data:image/png;base64,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"},{"id":"cb84f571-5fe1-4457-9cb2-f00c96709f94","height":30.76,"width":19.31,"perimeter":99.3,"area":171.51,"image":"data:image/png;base64,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"},{"id":"988e853b-1ce6-4260-8971-498d2fe2b2e0","height":30.76,"width":23.25,"perimeter":105.25,"area":633.9,"image":"data:image/png;base64,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"}],"no_of_letters":11,"perimeter_of_sign":129.05,"nested_area":59.15,"occupied_area":27.1,"avg_char_height":31.099999999999998,"widthOfSign":"203.67","otherDimensionOfSign":76.0,"width_of_smaller_line":20},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"203.67","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1461,"no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":107.46,"width_of_line_2":204.3,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":129.05,"nested_area":59.15,"occupied_area":27.1,"avg_char_height":"Greater than 24 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\\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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"203.67","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":107.46,"width_of_line_2":204.3,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":129.05,"nested_area":59.15,"occupied_area":27.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"203.67","width_of_smaller_line":107.46,"other_dimension_of_sign":76,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1461}},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] 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":"17.0459"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] 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":"261.355458"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"4.065075"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] 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":"28.6219995"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] 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":23.712500000000002},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":230.181042},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] 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":"4.732"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"226.01215"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] 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":"1.485"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"7.6615"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] 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":0.012543741265000002},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] 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":12.543741265000001},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] 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":0.000996264885416667},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] 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":0.9962648854166669},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] 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":0.00950283429166667},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] 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":9.50283429166667},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] 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":"0.019530630166667"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"19.530630166667"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] 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":"0.00947883475"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"9.47883475"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] 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":"0.012691745"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] 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":"12.691745"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] 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":"0.0010126746666667"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"1.0126746666667"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] 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":13.151345005083408},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":44.3625},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] 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":"44.954"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] 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":"7.6909037180295"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":928.7427195305005,"totalDenseWeight_before_formula":105.22913544305491},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1021.6169914835506},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":11,"totalDenseWeight":115.75204898736041},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":11,"sign_depth":"1"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":22.89,"height":30.76,"depth":"1"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":25.39,"height":30.76,"depth":"1"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":28.61,"height":30.76,"depth":"1"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":28.61,"height":30.76,"depth":"1"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":27.18,"height":31.83,"depth":"1"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":24.5,"height":31.83,"depth":"1"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":27,"height":31.83,"depth":"1"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":22.89,"height":30.76,"depth":"1"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":24.14,"height":31.29,"depth":"1"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":19.31,"height":30.76,"depth":"1"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:19] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":23.25,"height":30.76,"depth":"1"},"timestamp":"2026-04-15 08:13:19"} 
[2026-04-15 08:13:20] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1776240800_32d9b05288649a6fd2343b230ca66726","bins_packed":[{"bin_data":{"w":28.91,"h":32.13,"d":14.3,"id":"unique","used_space":85.1848,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":32.13,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/24d75e25aee6d0015f5c860c5abd1ff5/1776240800-5615-7305325.svg","items":[{"id":"item-3","w":28.91,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/24d75e25aee6d0015f5c860c5abd1ff5/1776240800-5607-8290835.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":28.91,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/24d75e25aee6d0015f5c860c5abd1ff5/1776240800-5609-1369259.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":25.69,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/24d75e25aee6d0015f5c860c5abd1ff5/1776240800-5609-3919865.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":23.55,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/24d75e25aee6d0015f5c860c5abd1ff5/1776240800-561-1463524.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":23.19,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/24d75e25aee6d0015f5c860c5abd1ff5/1776240800-561-1473962.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":23.19,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/24d75e25aee6d0015f5c860c5abd1ff5/1776240800-5611-8960652.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":19.61,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/24d75e25aee6d0015f5c860c5abd1ff5/1776240800-5612-8551920.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-9","w":24.44,"h":31.59,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/24d75e25aee6d0015f5c860c5abd1ff5/1776240800-5612-5949157.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":27.48,"h":32.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/24d75e25aee6d0015f5c860c5abd1ff5/1776240800-5613-8220430.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":27.3,"h":32.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/24d75e25aee6d0015f5c860c5abd1ff5/1776240800-5614-6700930.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":24.8,"h":32.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/24d75e25aee6d0015f5c860c5abd1ff5/1776240800-5614-6675152.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-15 08:13:20"} 
[2026-04-15 08:13:20] local.INFO: Box added from packed bin {"data":{"length":14.3,"width":28.91,"height":32.13,"denseWeight":115.75204898736041},"timestamp":"2026-04-15 08:13:20"} 
[2026-04-15 08:13:20] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":16.3,"width":30.91,"height":34.38},"quantity":1,"denseWeight":115.75204898736041}],"cheapestShippingCost":1253.8500913801486,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":16.3,"width":30.91,"height":34.38},"denseWeight":115.75204898736041,"volumetricWeight":57,"higherWeight":115.75204898736041,"quantity":1}],"totalHigherWeight":115.75204898736041,"DS":0,"rate":1513.009526143284,"tariffAndDS":1513.009526143284,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2757.1969334762653,"totalShipmentCostFormula":"(tariffAndDS (1513.0095261433) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 2757.2","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":16.3,"width":30.91,"height":34.38},"denseWeight":115.75204898736041,"volumetricWeight":57,"higherWeight":115.75204898736041,"quantity":1}],"totalHigherWeight":115.75204898736041,"DS":0,"rate":847.4149985874783,"tariffAndDS":847.4149985874783,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1629.9460416077532,"totalShipmentCostFormula":"(tariffAndDS (847.41499858748) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1629.95","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":16.3,"width":30.91,"height":34.38},"denseWeight":115.75204898736041,"volumetricWeight":57,"higherWeight":115.75204898736041,"quantity":1}],"totalHigherWeight":115.75204898736041,"DS":28.938012246840103,"rate":793.52,"tariffAndDS":822.4580122468401,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1253.8500913801486,"totalShipmentCostFormula":"((tariffAndDS (822.45801224684) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 1253.8500913801","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy 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[2026-04-15 08:13:20] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-15 08:13:20"} 
[2026-04-15 08:13:20] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-15 08:13:20"} 
[2026-04-15 08:13:20] local.INFO: Final API Response {"data":{"sign_width":"203.67","sign_height":76,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.00950283429166667,"result":9.50283429166667,"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":0.019530630166667,"result":"19.530630166667","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00947883475,"result":"9.47883475","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.012691745,"result":"12.691745","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.0010126746666667,"result":"1.0126746666667","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":13.151345005083408,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":44.3625,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":44.954,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":7.6909037180295,"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":115.75204898736041,"result":1021.6169914835506,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"203.67","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":107.46,"width_of_line_2":204.3,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":129.05,"nested_area":59.15,"occupied_area":27.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"203.67","width_of_smaller_line":107.46,"other_dimension_of_sign":76,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1461},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1461},"timestamp":"2026-04-15 08:13:20"} 
[2026-04-15 08:13:20] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-15 08:13:20"} 
[2026-04-15 08:13:22] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":76,"sign_width":"203.67","dimensions":[{"id":"41ef4281-e95f-4376-855d-a842c9f040d3","height":30.76,"width":22.89},{"id":"c73abced-7b56-459e-8d96-32bd7bd1bc8e","height":30.76,"width":25.39},{"id":"7e15d92b-9ab3-405b-b4ee-3f2d69fe24e4","height":30.76,"width":28.61},{"id":"4547dfcc-c7bb-4dec-a05e-f9d3f004d9fe","height":30.76,"width":28.61},{"id":"0ad80f0f-9d62-44db-9a02-99c35285a352","height":31.83,"width":27.18},{"id":"fd565086-c04e-4070-9e41-06ebae50dc88","height":31.83,"width":24.5},{"id":"45694a66-4955-4ce4-a62a-a4de02cee7b4","height":31.83,"width":27},{"id":"8a92d4c6-f9e5-4878-9afc-6d6706b437e0","height":30.76,"width":22.89},{"id":"a75287d4-1df3-47fc-b784-b825b9b4d0b1","height":31.29,"width":24.14},{"id":"cb84f571-5fe1-4457-9cb2-f00c96709f94","height":30.76,"width":19.31},{"id":"988e853b-1ce6-4260-8971-498d2fe2b2e0","height":30.76,"width":23.25}]},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":76,"sign_width":"203.67","dimensions":[{"id":"41ef4281-e95f-4376-855d-a842c9f040d3","height":30.76,"width":22.89},{"id":"c73abced-7b56-459e-8d96-32bd7bd1bc8e","height":30.76,"width":25.39},{"id":"7e15d92b-9ab3-405b-b4ee-3f2d69fe24e4","height":30.76,"width":28.61},{"id":"4547dfcc-c7bb-4dec-a05e-f9d3f004d9fe","height":30.76,"width":28.61},{"id":"0ad80f0f-9d62-44db-9a02-99c35285a352","height":31.83,"width":27.18},{"id":"fd565086-c04e-4070-9e41-06ebae50dc88","height":31.83,"width":24.5},{"id":"45694a66-4955-4ce4-a62a-a4de02cee7b4","height":31.83,"width":27},{"id":"8a92d4c6-f9e5-4878-9afc-6d6706b437e0","height":30.76,"width":22.89},{"id":"a75287d4-1df3-47fc-b784-b825b9b4d0b1","height":31.29,"width":24.14},{"id":"cb84f571-5fe1-4457-9cb2-f00c96709f94","height":30.76,"width":19.31},{"id":"988e853b-1ce6-4260-8971-498d2fe2b2e0","height":30.76,"width":23.25}]}},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"41ef4281-e95f-4376-855d-a842c9f040d3","height":30.76,"width":22.89},{"id":"c73abced-7b56-459e-8d96-32bd7bd1bc8e","height":30.76,"width":25.39},{"id":"7e15d92b-9ab3-405b-b4ee-3f2d69fe24e4","height":30.76,"width":28.61},{"id":"4547dfcc-c7bb-4dec-a05e-f9d3f004d9fe","height":30.76,"width":28.61},{"id":"0ad80f0f-9d62-44db-9a02-99c35285a352","height":31.83,"width":27.18},{"id":"fd565086-c04e-4070-9e41-06ebae50dc88","height":31.83,"width":24.5},{"id":"45694a66-4955-4ce4-a62a-a4de02cee7b4","height":31.83,"width":27},{"id":"8a92d4c6-f9e5-4878-9afc-6d6706b437e0","height":30.76,"width":22.89},{"id":"a75287d4-1df3-47fc-b784-b825b9b4d0b1","height":31.29,"width":24.14},{"id":"cb84f571-5fe1-4457-9cb2-f00c96709f94","height":30.76,"width":19.31},{"id":"988e853b-1ce6-4260-8971-498d2fe2b2e0","height":30.76,"width":23.25}],"sign_height_raw":76,"sign_width_raw":"203.67"},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":76.0,"sign_width":204.0,"tax_factor":0.0887},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Dimension Calculation {"data":{"dim_id":"41ef4281-e95f-4376-855d-a842c9f040d3","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Dimension Calculation {"data":{"dim_id":"c73abced-7b56-459e-8d96-32bd7bd1bc8e","height":30.76,"width":25.39,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Dimension Calculation {"data":{"dim_id":"7e15d92b-9ab3-405b-b4ee-3f2d69fe24e4","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Dimension Calculation {"data":{"dim_id":"4547dfcc-c7bb-4dec-a05e-f9d3f004d9fe","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Dimension Calculation {"data":{"dim_id":"0ad80f0f-9d62-44db-9a02-99c35285a352","height":31.83,"width":27.18,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Dimension Calculation {"data":{"dim_id":"fd565086-c04e-4070-9e41-06ebae50dc88","height":31.83,"width":24.5,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Dimension Calculation {"data":{"dim_id":"45694a66-4955-4ce4-a62a-a4de02cee7b4","height":31.83,"width":27,"ceilHeight":32.0,"ceilWidth":27.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Dimension Calculation {"data":{"dim_id":"8a92d4c6-f9e5-4878-9afc-6d6706b437e0","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Dimension Calculation {"data":{"dim_id":"a75287d4-1df3-47fc-b784-b825b9b4d0b1","height":31.29,"width":24.14,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Dimension Calculation {"data":{"dim_id":"cb84f571-5fe1-4457-9cb2-f00c96709f94","height":30.76,"width":19.31,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Dimension Calculation {"data":{"dim_id":"988e853b-1ce6-4260-8971-498d2fe2b2e0","height":30.76,"width":23.25,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":11,"baseProductionCost":4380,"result":[{"id":"41ef4281-e95f-4376-855d-a842c9f040d3","height":30.76,"width":22.89,"depth":2,"price":392},{"id":"c73abced-7b56-459e-8d96-32bd7bd1bc8e","height":30.76,"width":25.39,"depth":2,"price":392},{"id":"7e15d92b-9ab3-405b-b4ee-3f2d69fe24e4","height":30.76,"width":28.61,"depth":2,"price":392},{"id":"4547dfcc-c7bb-4dec-a05e-f9d3f004d9fe","height":30.76,"width":28.61,"depth":2,"price":392},{"id":"0ad80f0f-9d62-44db-9a02-99c35285a352","height":31.83,"width":27.18,"depth":2,"price":409},{"id":"fd565086-c04e-4070-9e41-06ebae50dc88","height":31.83,"width":24.5,"depth":2,"price":409},{"id":"45694a66-4955-4ce4-a62a-a4de02cee7b4","height":31.83,"width":27,"depth":2,"price":409},{"id":"8a92d4c6-f9e5-4878-9afc-6d6706b437e0","height":30.76,"width":22.89,"depth":2,"price":392},{"id":"a75287d4-1df3-47fc-b784-b825b9b4d0b1","height":31.29,"width":24.14,"depth":2,"price":409},{"id":"cb84f571-5fe1-4457-9cb2-f00c96709f94","height":30.76,"width":19.31,"depth":2,"price":392},{"id":"988e853b-1ce6-4260-8971-498d2fe2b2e0","height":30.76,"width":23.25,"depth":2,"price":392}]},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":76.0},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":4.0,"PSUCost":197.96},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Total Production Cost and Tax {"data":{"productionCost":4577.96,"taxFactor":0.0887,"tax":406.065052},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Box Calculation Details {"data":{"breadth":82.0,"boxDepth":8,"oneBoxCapacity":-21.0,"noOfBoxes":-9.0,"noOfFullBoxes":-10.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-21.0,"widthOfHalfBox":-6.0},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":707.9136690647482,"shippingWeightInKG":321.04928302256155},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":321.04928302256155,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":13,"min":"321","max":"390","rate":"300","created_at":null,"updated_at":null}}},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":300,"defaultShippingRate":null},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":4380,"PSUCost":197.96,"tax":406.065052,"shippingRate":300,"miscellaenous":0,"signPrice":5284.025052},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"203.67","sign_height":76,"sign_depth":2,"totalCost":5284.025052,"TATDays":7,"baseProductionCost":4380,"productionCost":4577.96,"PSUCost":197.96,"tax":406.065052,"shippingCost":300,"uniqueReturns_count":2,"objects_count":11},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"41ef4281-e95f-4376-855d-a842c9f040d3","height":30.76,"width":22.89},{"id":"c73abced-7b56-459e-8d96-32bd7bd1bc8e","height":30.76,"width":25.39},{"id":"7e15d92b-9ab3-405b-b4ee-3f2d69fe24e4","height":30.76,"width":28.61},{"id":"4547dfcc-c7bb-4dec-a05e-f9d3f004d9fe","height":30.76,"width":28.61},{"id":"0ad80f0f-9d62-44db-9a02-99c35285a352","height":31.83,"width":27.18},{"id":"fd565086-c04e-4070-9e41-06ebae50dc88","height":31.83,"width":24.5},{"id":"45694a66-4955-4ce4-a62a-a4de02cee7b4","height":31.83,"width":27},{"id":"8a92d4c6-f9e5-4878-9afc-6d6706b437e0","height":30.76,"width":22.89},{"id":"a75287d4-1df3-47fc-b784-b825b9b4d0b1","height":31.29,"width":24.14},{"id":"cb84f571-5fe1-4457-9cb2-f00c96709f94","height":30.76,"width":19.31},{"id":"988e853b-1ce6-4260-8971-498d2fe2b2e0","height":30.76,"width":23.25}],"sign_height_raw":76,"sign_width_raw":"203.67"},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":76.0,"sign_width":204.0,"tax_factor":0.0887},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Dimension Calculation {"data":{"dim_id":"41ef4281-e95f-4376-855d-a842c9f040d3","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Dimension Calculation {"data":{"dim_id":"c73abced-7b56-459e-8d96-32bd7bd1bc8e","height":30.76,"width":25.39,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Dimension Calculation {"data":{"dim_id":"7e15d92b-9ab3-405b-b4ee-3f2d69fe24e4","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Dimension Calculation {"data":{"dim_id":"4547dfcc-c7bb-4dec-a05e-f9d3f004d9fe","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Dimension Calculation {"data":{"dim_id":"0ad80f0f-9d62-44db-9a02-99c35285a352","height":31.83,"width":27.18,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Dimension Calculation {"data":{"dim_id":"fd565086-c04e-4070-9e41-06ebae50dc88","height":31.83,"width":24.5,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Dimension Calculation {"data":{"dim_id":"45694a66-4955-4ce4-a62a-a4de02cee7b4","height":31.83,"width":27,"ceilHeight":32.0,"ceilWidth":27.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Dimension Calculation {"data":{"dim_id":"8a92d4c6-f9e5-4878-9afc-6d6706b437e0","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Dimension Calculation {"data":{"dim_id":"a75287d4-1df3-47fc-b784-b825b9b4d0b1","height":31.29,"width":24.14,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Dimension Calculation {"data":{"dim_id":"cb84f571-5fe1-4457-9cb2-f00c96709f94","height":30.76,"width":19.31,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Dimension Calculation {"data":{"dim_id":"988e853b-1ce6-4260-8971-498d2fe2b2e0","height":30.76,"width":23.25,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":11,"baseProductionCost":4600,"result":[{"id":"41ef4281-e95f-4376-855d-a842c9f040d3","height":30.76,"width":22.89,"depth":3,"price":412},{"id":"c73abced-7b56-459e-8d96-32bd7bd1bc8e","height":30.76,"width":25.39,"depth":3,"price":412},{"id":"7e15d92b-9ab3-405b-b4ee-3f2d69fe24e4","height":30.76,"width":28.61,"depth":3,"price":412},{"id":"4547dfcc-c7bb-4dec-a05e-f9d3f004d9fe","height":30.76,"width":28.61,"depth":3,"price":412},{"id":"0ad80f0f-9d62-44db-9a02-99c35285a352","height":31.83,"width":27.18,"depth":3,"price":429},{"id":"fd565086-c04e-4070-9e41-06ebae50dc88","height":31.83,"width":24.5,"depth":3,"price":429},{"id":"45694a66-4955-4ce4-a62a-a4de02cee7b4","height":31.83,"width":27,"depth":3,"price":429},{"id":"8a92d4c6-f9e5-4878-9afc-6d6706b437e0","height":30.76,"width":22.89,"depth":3,"price":412},{"id":"a75287d4-1df3-47fc-b784-b825b9b4d0b1","height":31.29,"width":24.14,"depth":3,"price":429},{"id":"cb84f571-5fe1-4457-9cb2-f00c96709f94","height":30.76,"width":19.31,"depth":3,"price":412},{"id":"988e853b-1ce6-4260-8971-498d2fe2b2e0","height":30.76,"width":23.25,"depth":3,"price":412}]},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":76.0},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":4.0,"PSUCost":197.96},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Total Production Cost and Tax {"data":{"productionCost":4797.96,"taxFactor":0.0887,"tax":425.579052},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Box Calculation Details {"data":{"breadth":82.0,"boxDepth":8,"oneBoxCapacity":-21.0,"noOfBoxes":-9.0,"noOfFullBoxes":-10.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-21.0,"widthOfHalfBox":-6.0},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":707.9136690647482,"shippingWeightInKG":321.04928302256155},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":321.04928302256155,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":13,"min":"321","max":"390","rate":"300","created_at":null,"updated_at":null}}},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":300,"defaultShippingRate":null},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":4600,"PSUCost":197.96,"tax":425.579052,"shippingRate":300,"miscellaenous":0,"signPrice":5523.539052},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"203.67","sign_height":76,"sign_depth":3,"totalCost":5523.539052,"TATDays":7,"baseProductionCost":4600,"productionCost":4797.96,"PSUCost":197.96,"tax":425.579052,"shippingCost":300,"uniqueReturns_count":2,"objects_count":11},"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:22] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-15 08:13:22"} 
[2026-04-15 08:13:23] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":76,"sign_width":"203.67","shipping_weight":115.75204898736041,"shape":"rectangular","dimensions":[{"id":"41ef4281-e95f-4376-855d-a842c9f040d3","height":30.76,"width":22.89},{"id":"c73abced-7b56-459e-8d96-32bd7bd1bc8e","height":30.76,"width":25.39},{"id":"7e15d92b-9ab3-405b-b4ee-3f2d69fe24e4","height":30.76,"width":28.61},{"id":"4547dfcc-c7bb-4dec-a05e-f9d3f004d9fe","height":30.76,"width":28.61},{"id":"0ad80f0f-9d62-44db-9a02-99c35285a352","height":31.83,"width":27.18},{"id":"fd565086-c04e-4070-9e41-06ebae50dc88","height":31.83,"width":24.5},{"id":"45694a66-4955-4ce4-a62a-a4de02cee7b4","height":31.83,"width":27},{"id":"8a92d4c6-f9e5-4878-9afc-6d6706b437e0","height":30.76,"width":22.89},{"id":"a75287d4-1df3-47fc-b784-b825b9b4d0b1","height":31.29,"width":24.14},{"id":"cb84f571-5fe1-4457-9cb2-f00c96709f94","height":30.76,"width":19.31},{"id":"988e853b-1ce6-4260-8971-498d2fe2b2e0","height":30.76,"width":23.25}]}},"timestamp":"2026-04-15 08:13:23"} 
[2026-04-15 08:13:23] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-15 08:13:23"} 
[2026-04-15 08:13:23] local.INFO: Input Parameters {"data":{"dimensions_count":11,"shape":"rectangular"},"timestamp":"2026-04-15 08:13:23"} 
[2026-04-15 08:13:23] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-15 08:13:23"} 
[2026-04-15 08:13:23] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-15 08:13:23"} 
[2026-04-15 08:13:23] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-15 08:13:23"} 
[2026-04-15 08:13:23] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-15 08:13:23"} 
[2026-04-15 08:13:23] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-15 08:13:23"} 
[2026-04-15 08:13:23] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-15 08:13:23"} 
[2026-04-15 08:13:23] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":2394.7000000000003,"dimensions_count":11},"timestamp":"2026-04-15 08:13:23"} 
[2026-04-15 12:24:30] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"557.67","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php7C04.tmp"}},"file_present":true},"timestamp":"2026-04-15 12:24:30"} 
[2026-04-15 12:24:30] local.INFO: Validation Passed {"data":{"sign_width_or_height":"557.67","user_input_dimension":"width"},"timestamp":"2026-04-15 12:24:30"} 
[2026-04-15 12:24:36] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":33},"timestamp":"2026-04-15 12:24:36"} 
[2026-04-15 12:24:36] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":33},"timestamp":"2026-04-15 12:24:36"} 
[2026-04-15 12:24:36] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":33},"timestamp":"2026-04-15 12:24:36"} 
[2026-04-15 12:24:36] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":33},"timestamp":"2026-04-15 12:24:36"} 
[2026-04-15 12:24:36] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"557.67"},"timestamp":"2026-04-15 12:24:36"} 
[2026-04-15 12:24:36] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"557.67","file_size":100467},"timestamp":"2026-04-15 12:24:36"} 
[2026-04-15 12:24:36] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":824,"y":505,"width":113,"height":142},"scaled_width":36.11,"scaled_height":45.38,"actual_filled_area":578.43,"bounding_box_area":1638,"exact_perimeter":234.41,"approximate_perimeter":223.85,"convex_hull_perimeter":158.29,"perimeter_pixels":733.4873734152925,"original_contour_points":96,"approximation_points":7,"shape_analysis":{"aspect_ratio":1.26,"compactness":0.1323,"perimeter_to_area_ratio":0.4053},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":687,"y":505,"width":133,"height":143},"scaled_width":42.5,"scaled_height":45.7,"actual_filled_area":758.95,"bounding_box_area":1942,"exact_perimeter":174.91,"approximate_perimeter":164.07,"convex_hull_perimeter":145.71,"perimeter_pixels":547.3036072312192,"original_contour_points":295,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.08,"compactness":0.3117,"perimeter_to_area_ratio":0.2305},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIkAAACTCAYAAAC6aTo0AAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1dWXAU19X+epnumdGGECAEYjWLAGEwi2SLLRgwNhATL0mVHVcqD3l2kqpUpSpVrvJT3rO9+CVViRcMPyVWsUkgCRACxGL2sBizC0loHWmmp3v6/A9wL7dHy/RII2lG6Kvq0mim+87tvmfOOfeswChGEQPScE9gMEFEdPXqVVy8eBF+vx+BQMDVdZIk9fi/pmlobm7GZ599hvT09BH97ESowz2BwURjYyP+9re/YdeuXWhra4Msy66u641IDMNAbm4upk+fDiIiKfrEUaQWgsEgHTx4kF577TUCEPchSVK3g332xz/+kUKhEA3DbQ0L3P20UhQVFRV49OgRFEWBz+eDoiiuD1mWIcuy47309HSoqopDhw7hp59+Gu7bG8VAUV9fT/PmzesXF4l1+P1++uqrr6irq+uV4CYjkpM0NzfT6dOncePGDQCA1+uFqqqQJKnPg3EP8RA5CRtHURTs2rUL9fX1w3ynQ4MRqbgahoE9e/bA4/EgHA4jFAq5uo6oZ8bA9FM2TjgcRl1dHc6ePTuqwKYqrl27RtnZ2aRpGhcRPp+vR2U01iHLMj8URSGPx0Ner5cA0Keffkrt7e0jXuSMOHHT1dVFu3fvRktLC8LhMFT1ObM0TZOLFQYichw9Qfw8EonANE0ufsrLy3H58uUhua/hxIgTN42NjaitreX/27YN4KXI6I0Y4kFnZycAoKOjAxUVFaMiJ5XAbCNjx47lYkaWZQJAHo+nV7sHO2KJHrzY2bDzVVWloqIiamxsHNEiZ0SJG8uycPz4cTQ3N0PTNIdoYRxloGCciImcK1euoLKyEpFIZEQTyojBDz/8QMuWLSMAlJaW5uAQ6MHeEa8SGz2eqqoEgH75y19SW1vbiCWSEcNJgsEgHT58GOfOnYOqqgiHw/wzprwOFJqmAQD3AUUiEaiqipMnT+LKlSsIh8MjklBGDJHU19dj//79XByYpskX042y6kbvjFZ+JUmCZVlobm7Gnj17HIQ5kjAiiKS1tZXq6+tx+fJlaJrG9Q/2y4+lj7jdmBiGwcdjFlzgOdEcOnQIpmn29xZGMdgIh8P0+eefx9y9qKpKiqIQAFIUhXRdJwCUkZFBCxYsIADcUMb0DTYOuw6CXsIMbKqqkqqqtHPnTqJE7LGTDCOCkzx8+BCnTp2KeZ5lWfw1EcEwDEiShDFjxuAXv/gFsrKyuokM5tOJRCK9jsvogsWtjCLJYBgGbdu2zZUdBAJHYa99Ph+tXbuWzp07R0VFRfxzdo4sy+TxeHrdGTFuoigK5ebmUnl5OY207XDKc5LW1lbs37/flT6gKIrjf1VV4fV6sWLFCsyYMQMlJSUA4OAafZnrxddEhMbGRpSWlrqOgEsVpPzd1NfX4+DBg64Whima7K9t25AkCevXr4emaVi9ejXGjx8PIoJt25BlGUTkEFPREH07kiShsrISly5dwkjSTVKaSLq6uujKlStobGx0ZQthiy0SSXp6OhYvXgyfz4dFixZh3rx5/DPGeYioGxdi74u0EIlE0NTUhG+//XbA95ZMSGkiefr0Kfbu3QvAvdldlmXuEQaAWbNmIT09HbIsIzc3F4sXL4bH4+FjRnOfniASSygUQmVlJVpbW/t9X8mGlCUSwzDo7t27KCsrg67rfYoEEYqicM6Qnp6OOXPm8GAiTdMwffp0+P1+AM85QzwGOQBoa2tDQ0MDzp07h2AwOCJETsoSiWmaOHToENrb2+Hz+Xo8Jzo8kV2XkZEBy7KgKArWrl0LVVU5ka1btw5jx47lY4gm+Fjhj8BzZfjRo0f4z3/+A6/XO5iPYMiQskRy//59HDlyBJIkobW11ZXVlC04iweZOnUq5s6dC13XoaoqiAjTp0/HmjVruvlp3Cy4oiiwLAuqquL8+fP43//+19/bSyqkJJEYhkGnT5/G+fPn+eIxPaIvsB0L01/mzZuH1157jX9ORMjMzMTmzZv5NphxGDfijBGqZVm4fv06Dhw4ANu2U17kpCqR4NChQwCcyqUbyLIMj8cDj8eD+fPnw+v1chuLpmkwTRNvvPEGcnJyoCgKIpEIPB6PKyKxLAuSJCEcDsO2bZSWluLp06f9u8kkQsoRCRFRXV0dampqoKoqDMOALMuuPbBMHGRnZ+ONN96ALMuOHYxt28jJycGmTZscimu80HUdFy9eRE1NTcrbTFKOSNgvtL6+nosEplTGAhNJkUgEc+bMweuvvw5Zlrniats2dF2HLMv49NNP+XWmabqyw3g8HhARdF1HKBRCV1cX9u7dm/Le4ZQjkps3b6K8vBy2bYOIHJwgFphVVJZllJSUYNKkSfwzRVE4N1IUBYsWLcL8+fO5/hJP+CObj6IoOHnyJC5cuOD62mREShGJYRj0ww8/4M6dO1wXYZZRNxzdsix4vV54vV4sXLgQmqY5rLDMqur1eqHrOvfl+P1+V0TCOAaLOyEiPHnyBLW1tTBNM6VFTsogEAjQBx98wJOuWIyH2xhWWZZJkiSaM2cOXb58mYiIIpFIj3+7urqotraWAJCmaX3GvIrfx87HCw+ypmm0Zs0aunXrVsoSSUpxkqdPn+LChQvdIs+IyJXOwLbAy5cvx/jx4wF0D0lkiqrP58P48eOxYMECmKYZVwikyHXC4TAePHjA83Pc3msyIWWIJBgM0okTJ/DTTz9xsSAuhludQdd1bNy4EePGjePvMetr9Dg5OTnYsGFDj869niASnGiFffDgAUpLSxEMBl2Nk2xIGSJpamrCzp07AbyMCzEMA4qiwOPxuCISWZYxduxYFBcX9+nVjUQisG0baWlpeO+99zBp0qS4bDHMNyS6Ai5evIiTJ0+mZH5OShBJZ2cnnT9/HkePHoWmaVwxBBAztFCEJEmYM2cOJk+eDOClIU4kAJZ0xba9y5Ytw7x58+JKD2XxKJFIhBNLe3s79uzZk5IBSSkx40AggNOnTyMQCEDXdZ7vwtz+LHo9Fvx+P9asWQNd1wG81D8YoYnciBFFdna2I3ygLzAxw4iEcSU2/vHjx1PSApsSRPL48WOcOHECwHPnHFsIwH06BABMnDgRW7Zs6RYoxLbSkiTxbSyLSrNtG2vWrEFhYWHM8aOJVfQg27aNu3fvYu/evTAMI6VETtITSXt7O926dQunTp3iukdmZiZ/8Lquc+9rLEycOBFLlizh4sm2bU4UjDOxz8S8muLiYhQVFcU9d5H7EBECgQAOHz6csgps0iIQCNCmTZu43YHZOvqyU0S/9nq9lJGRQV999RWFw2EiIv6XwTRNioZhGEREFAgE6MCBA458Gza+JEndcnLQh50mOzubTp8+nVLFb5Kak7S1tVFNTY0jLqMvBZIpncz0zt6zbRsTJkzguoU4hshJosdmY6SlpWHy5MkoLCyEqqqwbZuHKPRVACcatm2js7MT27Ztc6XjJAuSmkgURUFZWRkePnzIdYS+wESFaBhjImPx4sVcr2CKr3gNu66378jPz8fWrVt5pSPR6+zWRsOu27t3L5qbm11dkwxIaiLp6urCiRMnYNu2q4VguwkAPLjIsizk5ORg48aNPMxRjEFh9hKWYC5JkoNwGKfx+/3YunUrz/hj21tGbG52V4wzNTY24tixYyljgU1aIjFNk6qqqnDr1i0Hh4jOcxEP0QYhGsvmzp2Lt99+m9su2IISkSMynoG9FkWQJEkoKChAUVEROjo6ADjjXt0ozqLCvH37djQ0NPT7+QwlkpZILMvCd999h0AgwH0u8YBxAF3XsXz5ckyfPt1RnzU66ao3HYERFIto+/Wvf41wOIy0tDT+Pey1G7DItVOnTuH48eMpwU2SlkiuXr2K6upqLhZiEQmzdbDXzIg1ZcoUrFmzhnMW0QknchtmmAO6p4Oy91i2X15eXr/8Rsy+I0kSnj17hn379nGulMxISiJ54aZHU1MTf6h9sXPRoCbLMvcOZ2RkYObMmViyZAn/3LIsHovKCI+Z+UV9hv3ARVGn6zomTJiAt956C8FgkHOfYDDoSidhY+m6Dtu2cebMGdy4cSPljGtJgZaWFlq8eDG3jbiNF2GVAFiFAa/XS99//z0REdm27Tj6i87OTvruu+8oKyurR9tMX/EmrPaJLMuUmZlJAOiLL76gZBc5SclJrl+/jtu3b3Mbh6qqruwKLMjZNE1omoaJEyfi9ddfd6R1DhSqqmLp0qUoKCjg4kPkXn0hFArxe2pvb0daWhoqKipcN2saLiQdkbS3t1N5eTkCgYDD1e72xybqHKtWrcKcOXMSOj9ZlvHaa69h9erVju9yq5eIxKQoCs6fP4/q6uqkVmCTjkju3bvHmwdYlsU9tm62mCzq3ePxQFEUfPjhh3xX4rYJQSywLe/atWsxYcIEvuhuc5HFUubt7e2QZRn//e9/E1KperCQVERiWRZVVVXh3Llz3XJw3YDZTyKRCObNm4dVq1ahq6uLf5YIMCIpLCxESUkJwuGw65xftusS78fj8aCyshLXr19PyPwGA0lFJJ2dncx2wHcclmX1mhAeDWYokyQJP//5z5GTk8N1mUQlb7MdypgxY7Bx40YA7uvEsp2amDHY1taG1tZW7N69G5ZlJSU7SRoiCYVCdO7cOVy4cIGXfmD2injqo6qqiry8PGzevBkAuKhJhOIqZvT5/X4sX74cBQUFrkUN0LMNxrIs7Nu3D7dv3x7wHAcDSUMktm2jvLwcN2/edNgtvF4vLMuKy+I6ffp0FBQU8P8TlUHHvMyBQACKoiA/Px+rV6+OK3GLhPjXcDgMv98Py7Jw48YNXLp0CZ2dnUnJTZIC9+/fp/nz51NGRga3K+i67ojbEJscsSO6OmJGRgb985//JNM0ybKsHuNEBgI2XiQSoVAoRBUVFdw2oygKt9eIdhK38SYff/wxJaNhLSk4CRFRZWUlGhsbHVFbkUjEoXAyscN64724lusJHo8Hs2fPxqJFi3hGnpsQA7eIrqOm6zqmTJmCpUuXwjRNPl/G+di5bgO1b9y4kZQJ5klBJJZlobS0FM+ePXPI9+jivMBLAiHBO8v0DU3TUFJSgqVLlzrGT9QzZ4qnOObUqVPx4Ycf8rmJ54oKrZvcnfv372P//v0JmWsikRREcvPmTZw9e5Z7e8X40mgwiyXTA5hXV9M0pKenY9WqVd12Q4lKYxDnxF7ruo5169bxjEAx9EAkcjdzMAwD1dXVePDgQULmmygMO5EQER05cgQNDQ0ON77IOaIRHVjEFNO5c+di+fLlAMBzZxgS0RRJ5CKswI1pmigoKMBbb73F0yh6inpzWwTn7t272LlzZ1KJnGEnkqdPn2L//v1c34hEIt1kuPgLFp+dmLnn8Xiwbt06TJs2jY8VbxUkNxC/nxnHsrKysGXLFm4ltm2bc5Ro8dgXIpEIDMPAzp07k6pG/bATSV1dHerq6vj/0Q9TrEMS/bkYgpifn48NGzY4nG1MbIm9bwaCaIJjJn8iwsqVK1FQUMC5G+Mm0XErsRCJRHD9+nVUVVUlDTcZViJpbW2lS5cuoaWlhYsaFufh8XgcC8teiwvFOE5mZiZmzJiB+fPn88qKgDNnOFEQi+ex7wiFQpgyZQoKCwu5ITA6xsUtkYZCIRiGgQMHDiRszimNmzdvUklJCbclxMqrwQvbCV7EZjD7SFZWFv373/9OSLxIvBC/s6ysjNLT00mSJN710+fz9XgfiOp0wbqOMpvKggULqKmp6dXmJG1tbXTp0iVcu3YNwEsx0heHZYX0/H4/QqEQTNOErusYM2YMiouLh2TefWH27Nm8OhLjXsFgkHuyewO7Z5bnDDzX1UpLS5OiCsGwEUlLSwsOHz6M1tZWLmZiiWD2AEUZrygK3nzzTYcZfrgwefJkbN68mRv42Dzd7GzEHZ2iKGhubuaB4MONYSESwzDozp07qKiogKqq3PYRC0yBZcHDPp8PXq8Xn3zyScJ3Mf2BoigoKSlBbm4u3yKL3CEWRO+wbdv44YcfUFtbO+wFg4eFSGzbRnV1Ne7cucM5SE9HdF4NAM662a905syZeOedd+LyxA4WZFlGfn4+1q9fz7mCuBWOvp+e7llMQ+3s7MR333037Anmw0Ik7e3tOHbsGADEvT1lMp7ZU1asWAGfzxfXNnOwoKoqdF3HBx98wLfhTFy45XTMO8zGq6ysxL179wZnwi4x5ETS1tZGVVVVuHLlSo/Zc71BfMjsfGYbif58OKFpGoqKirrVM2GcMRZYyXHguQ7W2NiIo0ePDqsCO+REQkQoKytDc3Mzt0zGEhWi0czv9/NdzcKFC7Fs2TIA7j2tg420tDSem6MoCo+Ii04O6wli5SXgOddkdfSfPHkyyDPvHUNOJE+ePHF4Ot2IGyavVVVFV1cXZFlGZmYmNm7ciJycHITD4aQgEqZ4SpKEzz77zGEpjvZJ9YToZtes2VNdXR327ds3bBbYISWSQCBAe/fu5XI6Eok4OoLHAjsvIyMDkyZNwurVq6EoCjRNcx1nOphgc1AUBRMmTMDSpUvR1dUFSZJcWX3ZOdEOwra2Npw4cWLY/DlDSiTBYBD/93//x5OUAHd9ahjEEt/Lli3DggULupWKGE6IOciTJk3C1q1bAbgPwmaMghEJSzbr6upCdXU1Ll68OCzcZEiJ5N69e7h27ZojD1csZBcLRMR3Mu+88w5/PxgMJl3pS03TsGHDBsyYMcN1IHZPBYeZ3+fx48coKysblq3+kD3ZtrY2OnjwIF9Qln8ihiS6gaIoWLBgAVauXMkfmJsUy6EA8/gyzjZ79my8+eabrsuas2cgEoI45tGjR9HY2Dg4k+9rXkP1RT/99BO2b9/O7RusciKDW5EhyzK2bNmCiRMnQlVVhMNhaJqWdBlwlmUhPT0dP/vZz1zrXWKRG4/Hw6spWJYFIsLt27dRW1s75CJnSIgkGAxSbW0trly54njfTbt3EZIkYdy4cXjvvff4e+zhJxORiG1li4uLUVxc7IpIxHN6ajfb1dWFnTt34tmzZ4Mz8V4wJETS3NyMixcv8mAcxnpN0+SKqxuZnZGRgWnTpjnKeHu9XoTD4aTQSUR3AouHmTlzJoqKilzPTwxWEuN4mSm/oqICT58+HVJuMiRP9v79+9i7dy/X/lkRGcZOeyKQnt4zDAN/+tOfeOOB6CTwaD/PUCC6Zpu42woGg/B6vfjwww+Rn5/varxoxVT0jhuGgdbWVnzzzTeO4KrBxqATCWtB0tTUFNd17MGwhy/LMqZOnYr58+dzRVWsEZ8M4kYsdwWA11XJy8vrlubR3/FN08SxY8fw448/Dng8txh0Inn8+DEOHDjQ79IP4q90yZIlmD59Oi8TLnIilhg1nAfQc62S3NxcrF27dsDPkhUaZl1ChyqEYFDNlOFwmLZt24bLly+7Oj868Ul8X5ZlzJ07Fx0dHejo6EA4HHYY4vpToTHRkGXZsS3v6uqCz+cDETmaQvYXLCjctm0cOXIEH3/88YDHdINBJRLbtlFWVua6TXxf0WlEhDNnzuCLL77gnISVx2TtTIbbE8w4G0swC4VCXOQ8fvx4wOOL6axnz57F2bNnQUQkDfeNDwSXL1+madOmOZK++zqig6DZe4qikKqqPPDZ6/Xy5HGfz8cTtVlA8XAeeJHErqoq/8vmGqvwXvTR0/mqqpKqquTz+egPf/gDDUVNk0HjJKFQiP7+97+jvr7etVIpnieKnmglVtRvxKitZFBege56SW87uHjBOC0zRlZXV+P8+fMDHjcWBk2Id3V14dixY47+Mf2BqBiyXjcM0aGM0eGBQ32wnjkMrJ4JkJh8ZDHA2rZt3L59GxUVFalZB5b11GU5MqIYGciBGOw52Y9EPQMm1gDQ0qVLB713zqBwknA4jH379jmy3JJFFKQymA2GiTJFUfD48WMcPnx4UC2wg0Ikra2tKC0tddzMKBIDUWxpmsaTuAb1OxM9YDAYpKtXr+LmzZvdbmgUA4fIMFgFg7q6uoRssXtDwomkra0N+/btc8R7WpaVNNFjqQ6xYgErj/7o0SOUlpYmTRWCPkFEVFlZSVOnTuWKlVgMb1RxTcz9syJ+4vMtLi6mp0+fDgqRJJSTBAIBVFVV4f79+/y9UQ6SWLC+PMzuwiL7Ll26xEwOCSeUhBLJ48ePceHCBf6/JAQGJ0M0+0iAGEnP7EQs0Prw4cPDEt7oGh0dHfTtt99SXl6egw0yNtlTDdZodsrsKoqi8LoeaWlpCbUzDOcRff/sHhNlts/Pz6fLly8nnJMk7OdNRKiqqkJLSwv/HwDvP+Om9LdhGNB1HYZhcDHV2dnJOVE85cOTFaqq8rAG5l5IRNE/4Hk5j8rKShiGQbquJ8zplzBxc+/ePRw9epTn1Ig5MvFANLWz17ZtjwgCAbrH9WqaljDfTjAYxK5duxJe4jMhnCQcDtM//vEPrrCyikTAy3A8VnAuFjo7O5Gbm4tZs2ZBURTuwGOJSqkO9gzS0tIQCoUQDodx9erVhHT38ng8qKurQ2VlJWzbJlmWE8JNEvLUQ6EQ9uzZw2+0p06XbgrVeDweeL1e/Pa3v8WKFSsAgP/S3BJZMoOJmnA4DJ/PB8Mw0NXVhe3bt2PPnj0Dvj9ZltHW1obdu3cPWUCSKxARnTx5kjceBF42C2CNExHllEIvipemaVRUVETXr1+nlDAMJQBERF9//TWPiRmI4squycnJoWPHjlGitsMD1kkCgQB27tzJW4UB4Nn0bJ3dcgFZlrF8+XLMnDkTUiKEdApAkiRp0aJFmDZt2oDHYpWSnj175vCdDRQDJpL29nYcOnSI115lECs7u/XbTJ48GStXrnzl/Dzz58/Hpk2bEjKWruuQJAnl5eXJoeybpknffPMNFxVu7ASKojjsAiwk0efz0aZNm+jRo0evhJgR0dzcTBcvXqT8/HwuolkPYfYXLuxEEOxKWVlZtGPHDmpubh7w8xwQJ2Gt1InINdWKHEZ6kUfClNNly5YhKytrIFNKSYwdO1YaP348Fi5cyHeDbHcYT7iFpmno7OyEoigwDAM7duxIyPwGRCQPHz7EoUOHXNffEDt0iv97vV6MGzcOb7/9NtLS0gYypZRFTk4ONm7cCL/fz4O02G4IcEckTI3zeDwIh8M4cuQIbt26NWB/Tr+JpKOjg86fP4/m5mbXhWjEDYsYrWaaJlasWIGFCxe+MgprNLxer/T2229j9uzZnDBYTCvgrmCw2LvQtm10dHRg+/btA7a/9JtIHjx4gIMHDwKA66rFYtQ78LLnr2ma2LRpE7Kzs/s7nRGBGTNm8PLnYp0Tt8WQpReJ6mIsz/79+wccUd8vIjEMgy5cuIATJ04AgOsiLcDL9iLiA5g8eTKKi4uRKAthqkLXdZSUlDiSy8VefrEQ3QjKNE08e/YMZWVlAwpI6heRdHZ24tixY2hoaOjXl4ocxePxYO3atZgyZUq/xhpJ0DRNKioqwpo1axx15t36dsQfHjvfsiycPHkST58+7fe84iaStrY2ampqwpkzZ/h7rHevG4gdOv1+PzweD1atWvXKKqzRmDlzJoqLix1E4raxkliqnBk0W1pacPfuXZw6dWroatRblkVffvkljRkzJm6zMeDs/+LxeGjhwoWDFnaXqvjxxx8pIyPD4epwa7ZnfXYgxKlkZ2fTJ598Qv0lkrg5ybNnz3Dq1Cm0trYCiD9dQizP6ff7UVhY+MorrNFIT0/He++956j96nYHKdqr2HNub2/H9evXceHChX7pJnERSSQSoWvXrjl65kkv0hvj2WZFIhF4PB6kp6dj8+bNcdVyfRWQlZWFDz74oFtkvBv0lBAXiURw69YtbNu2bXAmLCIQCNBf/vIXbk4XW4L11Gq9L7Nxeno6FRcXU0NDw6io6QE3b96kgoICniILF+GNoqddvIaNUVhYSPX19YPLSZ49e4b9+/fzyoIipbqNihcTqFeuXMmbLo/Ciby8PGzdupWX63STcM64eTRX1zQNkiT1OyXUNZGYpknXrl3jPfNEeRmPXhIKhaDrOnJychylNkfhhM/nw/vvv4/09HSEw+G4tsBi91Ai4kV+DMNARUVF3N5h10TCYhRM03RwEbHTUyywYGaPx4Ply5dj0aJFr6wZPhZUVZXmzp3LjIxx5S/1ZtkOhUKoq6vD9evX45qLayJpamrC7t27u1Ep8xO4AeM4pmmiuLgYGRkZcU32VYPf78fKlSvj8oyz8FGxWDDwXOQwBfb48eMIBAKJ1QWJiP7617/GVJzc7OO9Xi/l5+dTbW3tqMIaA5FIhK5evUrz5s0jADzWRMxLEuNNoo+e1kPXdSosLIzLNuWKkzx69Ag1NTXx3mM3aJoG0zTxzjvvYO7cuQMeb6RDURRp4sSJWLFiBVc+AedGIZ4QReYze/LkCQ4ePOhagY1JJJFIhFjd0HghRZWLYmxw/fr1GDNmTNzjvYoYO3Ys1q9fj8zMTId5nhW0YfqGG0gvaq41Nzdjx44drm0vMYkkFAqhsrISzc3NMQfrqfhtNKZPn47CwsJRhdUlWKD0/PnzEYlEHN52ptC6rccmBqafP38eZ86cgWmaMblJzNHv3LmD8vLyhBSG83g82Lp1K2bMmDHgsV4lTJo0Ce+++y6A5xZV1holOsIvFhjnUVUVbW1tKCsrc9eHp68Pw+EwVVRU4PLlywOKbmLixuv1YtOmTUhPT+/3WK8isrKypLVr1yI/P5970eNtAwO83F2yXOuqqipXKaF9EkljYyP27t3rcO8PBLNmzcKSJUtGRU0/MGPGDN4DWSQQFm/ihptE15a9du0adu/ejVgFg3sdORKJUENDA86dO4esrKx+cxLxuuXLl2PcuHH9GudVB7OZsFr1gLNOrBuwmibSixJlLS0t2L9/v6tOoz3CMAz6/PPPSZblXutn9JZXgxexImLuyOTJk+ns2bPU0tIyah/pJ65du0YFBQXcRiJJEqWnp/Pn7WZ9xPVUVZUmTZpEu3fv7jMltJf42LAAAAQ3SURBVFdO0tzcjDNnzvCyD27c+Uz3YK9DoRAv3zRr1ixMnToV2dnZo6Kmn8jLy8OWLVsQDAa5a4RVXXCjDjCFl/luiAiNjY0oLS3tk5v0SCSGYVBNTQ135gHuyn4TESzLckR667rOPb4TJkyIOcYoekdmZiY++ugjR+0WVkbcTfioqJOoqsrXqby8vM++fj0SiWma+Prrr3klHk3T4vYcMiIJhUKYNm0a1q1bN1oVeoBQFEVasGABli1b5ug76HYLbFkWlwisBqyu62hoaEB1dXWvMbA9jv7w4UNUVFTwRXVbhzV6sqwVa3FxMRYvXvzKp0wkAl6vF7/61a8cTaDi+fEpiuIozhcMBmHbNr799lsekhqNbkRimibV1NSgo6MDpmnyll7xND8WQ/u9Xi/eeuutVzLHdzCgaZq0YcMG5OXlcRHjdgvMGjWx6xhX8Xg8OHPmDOu42o3iuo18584d7Nmzx9EeRPzbF6Ip2rIsLF68GEVFRVAUZZSLJAjTpk3D6tWrHdtfN44+cX1EoiIitLe3Y/fu3aivr+92nYNIiIguXbqEqqoqTp0s69+NM4gREmspBgBLly4d9fgmGF6vF6tXr0ZGRobjWceCWC+G7XJY69xwOIxjx47hyZMn3a5zEElTUxNqa2vR0tLioFIWPtdbB0sGRlgsZM7n8+Hdd991NDIaxcCh67q0bt06rF69GpZlwefzAejuYI0+mImC1bYT022JCHfu3EFZWVk3p5+DSO7du8fTJVinKlZ1SCSa6BAA0T4iOp7y8vIwe/bsUTP8IGDixIlYs2aNI/+3p/UQ0dOasUhDWZbR2dmJ48eP9yhyADwvJfGvf/3LUQwPLyKZIFhS+zo0TSNN08jn81FWVhb9+c9/fmUK5A0HamtrKT8/3/X69HYwi6zP56Pc3Fz6/vvvHevGOUkgEEBNTQ13RQNwJF0xP0FfRzgcRjgchmma8Hq9+Oijjwb9Qb3KmDZtGkpKSgA8j65XVZUbycRD5BasSgE71+Px8L/BYBANDQ3YtWtXdwssEVF1dTWnSpbkw7iI24PVTQNAK1asoM7OzlEuMogwDIN27NjhqL/fn0P07WRkZNC8efPozJkzznayra2t9Lvf/Y5n1rGLWfIx680b3QO3t4RwRVHoyy+/HBU1Q4D79+/TggULuMhxs07sfXa+mIHJ1vH3v/89Xz8VeL4refjwIbKyspCZmQlN05CWloZIJIKMjAx4vd5uW2Bx/cVMvszMTIwbNw6rVq0amqf0imPMmDF4//33EYlE0NHR0aP1NToPpzfous67wd+6dYu7YlTgeVG3d999F+vWrYNhGCAijBs3Dk1NTfD5fPB4PNyjK35p9Gu/34+Ojg5MmTIFy5YtG93VDAH8fj9+85vfIDc3t88fMtCdSKI/Z0TC1pzZX0YXcRQcYkzJqIV8FHHh/wEhKUwrsTDzXwAAAABJRU5ErkJggg==","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":591,"y":505,"width":89,"height":143},"scaled_width":28.44,"scaled_height":45.7,"actual_filled_area":366.76,"bounding_box_area":1299,"exact_perimeter":146.26,"approximate_perimeter":145.75,"convex_hull_perimeter":129.93,"perimeter_pixels":457.6568542494924,"original_contour_points":9,"approximation_points":6,"shape_analysis":{"aspect_ratio":1.61,"compactness":0.2154,"perimeter_to_area_ratio":0.3988},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAF0AAACTCAYAAADskxUHAAAABmJLR0QA/wD/AP+gvaeTAAAElElEQ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","detection_approach":"prominent_color_detection"},{"index":9,"position":{"x":1283,"y":502,"width":137,"height":148},"scaled_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","detection_approach":"prominent_color_detection"},{"index":10,"position":{"x":1618,"y":253,"width":125,"height":142},"scaled_width":39.95,"scaled_height":45.38,"actual_filled_area":1086.74,"bounding_box_area":1812,"exact_perimeter":208.93,"approximate_perimeter":200.84,"convex_hull_perimeter":161.11,"perimeter_pixels":653.7472580451151,"original_contour_points":154,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3128,"perimeter_to_area_ratio":0.1923},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":11,"position":{"x":1485,"y":253,"width":106,"height":142},"scaled_width":33.88,"scaled_height":45.38,"actual_filled_area":650.99,"bounding_box_area":1537,"exact_perimeter":259.92,"approximate_perimeter":246.03,"convex_hull_perimeter":156.29,"perimeter_pixels":813.3137084989849,"original_contour_points":19,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.34,"compactness":0.1211,"perimeter_to_area_ratio":0.3993},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":13,"position":{"x":876,"y":253,"width":109,"height":142},"scaled_width":34.83,"scaled_height":45.38,"actual_filled_area":946.56,"bounding_box_area":1580,"exact_perimeter":150.17,"approximate_perimeter":146.41,"convex_hull_perimeter":137.15,"perimeter_pixels":469.8822509939089,"original_contour_points":73,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.3,"compactness":0.5275,"perimeter_to_area_ratio":0.1586},"image_b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","detection_approach":"prominent_color_detection"},{"index":14,"position":{"x":709,"y":253,"width":137,"height":142},"scaled_width":43.78,"scaled_height":45.38,"actual_filled_area":914.54,"bounding_box_area":1986,"exact_perimeter":371.94,"approximate_perimeter":340.35,"convex_hull_perimeter":176.54,"perimeter_pixels":1163.8305191658012,"original_contour_points":345,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.04,"compactness":0.0831,"perimeter_to_area_ratio":0.4067},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":15,"position":{"x":566,"y":253,"width":113,"height":145},"scaled_width":36.11,"scaled_height":46.34,"actual_filled_area":599.72,"bounding_box_area":1673,"exact_perimeter":227.84,"approximate_perimeter":218.66,"convex_hull_perimeter":150.06,"perimeter_pixels":712.9360748630714,"original_contour_points":132,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.28,"compactness":0.1452,"perimeter_to_area_ratio":0.3799},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":17,"position":{"x":265,"y":253,"width":128,"height":142},"scaled_width":40.91,"scaled_height":45.38,"actual_filled_area":574.55,"bounding_box_area":1856,"exact_perimeter":236.02,"approximate_perimeter":216.35,"convex_hull_perimeter":168.47,"perimeter_pixels":738.5310960166888,"original_contour_points":288,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.11,"compactness":0.1296,"perimeter_to_area_ratio":0.4108},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":18,"position":{"x":2,"y":253,"width":97,"height":142},"scaled_width":31,"scaled_height":45.38,"actual_filled_area":499.38,"bounding_box_area":1406,"exact_perimeter":192.36,"approximate_perimeter":191.46,"convex_hull_perimeter":135.64,"perimeter_pixels":601.8994949366117,"original_contour_points":17,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.46,"compactness":0.1696,"perimeter_to_area_ratio":0.3852},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}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","detection_approach":"prominent_color_detection"},{"index":20,"position":{"x":1002,"y":250,"width":114,"height":148},"scaled_width":36.43,"scaled_height":47.3,"actual_filled_area":658.14,"bounding_box_area":1723,"exact_perimeter":266.85,"approximate_perimeter":226.14,"convex_hull_perimeter":138.39,"perimeter_pixels":835.009234715991,"original_contour_points":366,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.3,"compactness":0.1161,"perimeter_to_area_ratio":0.4055},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":21,"position":{"x":117,"y":250,"width":137,"height":148},"scaled_width":43.78,"scaled_height":47.3,"actual_filled_area":1633.97,"bounding_box_area":2070,"exact_perimeter":151.49,"approximate_perimeter":140.63,"convex_hull_perimeter":144.16,"perimeter_pixels":474.0315292925767,"original_contour_points":204,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.08,"compactness":0.8947,"perimeter_to_area_ratio":0.0927},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":23,"position":{"x":1365,"y":5,"width":183,"height":142},"scaled_width":58.48,"scaled_height":45.38,"actual_filled_area":874.71,"bounding_box_area":2653,"exact_perimeter":387.47,"approximate_perimeter":342.09,"convex_hull_perimeter":185.29,"perimeter_pixels":1212.4234482783654,"original_contour_points":537,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.29,"compactness":0.0732,"perimeter_to_area_ratio":0.443},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALsAAACSCAYAAAAdM7uUAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1dWVMcWXb+stasnR2BBEIgmkUgQEIItEst9Ux7YiI88+JH/yj/AYcf/TATMWF7PO22Wt2ydoEEYhMSYhEIAYUoat/TD8y53Mwqqm5CFVVo5osg2LIyb948ee65Z/kO8Hf8HX8jkADA7/crL168wNzcHCKRCCRJyvmhdDoNSZJgMBigKAqSySQURYEsy3A4HGhra8PNmzch5TvRV4JUKqVMTEzg2bNnCIfDeedPUZS850yn05BlGYlEAl1dXbh79y5MJtPfxHxGIhFlbGwMz58/h9FoRCQSgdVqZXKXTqdzfp6OM5vNsFqt+P3vf4+6ujrJBAA+nw8///wz/uVf/gXb29uwWq05T0YPix4qCbvNZoPD4cA//uM/4vz584W472MBn8+Hf/u3f8Mf//hHrKyswGg05jw+n7BbrVYEg0E4HA4YDAb8+te/Rnd3dyGHXNbw+/3413/9V/zhD39AKBRCPB6H3W5HPB5ngpwLVqsVoVAINpsNbW1t6O/vBwCYAKCurg6NjY0IhUIAgHg8nvNkBoMBqVQKwJ7AK4qCWCyGVCqFly9fIhKJHO6OjxFSqRRevXqF1dVVJJNJNjf7IZ+wp9NpKIqCYDAIAHjz5g3evXtXsPGWO0KhEJ4/f46trS32t3g8jmQyCbPZnFc+JUmCoigIh8Nwu92orq4GABgAQJZlqbm5GdXV1aioqICiKDm/+DdLURQYjUYYjUYkk0lEo1Fsbm4iEAgUYx7KEl++fMHMzAwSiQTMZnPe+cuHZDIJi8XCfl9dXcXk5CSi0Wj+D38FWFlZwfz8PABAlmUm4Ol0GolEIu/8JpNJGI1GVFVVobOzE1VVVQD+KuwA0NHRge7ubiakRqMRBsPuvyVJgtFoVJktPFKpFFteJElCPB7H/fv3oYg82WMOn8+nTE9PY3t7G8DuXNA80JdeWCwWpr1sNhv8fj8ePHiQ17z8GrCzs6NMTEwwy4AEHNiVyWz2una+TSYT0uk0YrEY7t27h8rKSgCcsLtcLrS3t7OTkQADyKrRcyEcDmNiYuIQt3x8kEwm8dNPPzHhzGeviyAej8NsNrPzA8D6+jp8Pt+hz13uiEQiePv2bVZTUFR3xuNxGAwGVFRUoLW1FQaDQQI4Yfd4PLh06RLTHlqtRIJP2j4XgsEgnj59KjSw445QKIQ///nPAPbXPAcBPQfSap8/f8bY2NhXv1pubGzg5cuXAHbnkxd6RVGE5A/Yld8zZ86gtbWV/Y190mq1SufPn0dDQwNzKxoMhgyBF5lrRVGwvLyMjY0NoYEdZywvLzP7UlGUvJtTUUSjUfaz2WxGIBDA//7v/+bdnB13LC8vY3Z2FoDaEWI0GoU1u8lkgiRJGBkZgcfjYX9XvSaNjY3o6elhD423wwkiFyRf6Ojo6FetiVKplPL06VMoigKLxVIwrU6bfZPJxP4WDofx5MmTgl2jHLGzs6MsLi7C5/PBZDKpZI3MQ5H7N5vNsFgsuHXrlsqsVAm7w+HApUuX2O+Kogj5NbUwGo0wm814/PjxV/1w1tbW8NNPP8FkMrHllRfQg4LmmzdlwuEwlpaWvmq7PRQKYXZ2FoqiwGQyZThCRBGJRFBTU4Oenh5mrwMaYa+oqJB6e3ths9kO5EUgpFIpxONxTExMYHNz88DnKXcsLCxgfHxctZkvBGjpjsVi7G+KosDv9+Pp06dIp9Nf5Wq5sbGBV69eqf5GyoPmV1Que3t7mX+dkGHtNzY2wuPxwG63H2jAwO6DCYVC+Pz5syow8DUhEAgo6+vr8Hq9bAUEMt2yB4FWs9HKkUgk8PDhw0Ofvxzx5csXZWNjA3NzcwD2XnjyStHvIhtUp9OJvr4+2Gw21d8zPtnW1oZr166p3iBZltnPIss02ZwfPnzA6upq3uOPI1KpFB49eoRYLMbul5AriESbfwI5Agg0v/xGN5lMspfpv//7v7G+vl6UeyolPB4P7t+/j1AoBEmSkEwmIUkS26jTPPJCT/kvtHk1mUwwGo1wu934p3/6J4TDYdU1MoTdarXi9u3bLHUAUGsrPZorlUphcXHxq4z8eb1ezMzMwGQyZaRO5AIv/Nm8XjS/Wk8YsGuL7uzsYHFxsUB3UT4IBAL49OlThoDuBz4JkeaflEJLSwvq6urgcrlUE5gh7C6XS7p27ZoqiKR3aSYtlEgkMDo6+lWmDszNzeHVq1dsmQUyl9j9oqh8sI4ellbD00thMBiYRyEej2NnZwcvX7786ux2n8+H5eVloWMp9wVQKw9FUWA2m9Hd3c2ipjyyGkAVFRVoaWmBwWDIcKmJRAhpAMlkEq9evfrq/O3xeFx59eoV1tfXVcsqP0/5tDyvuXmvFwk8xTTS6bTq2EQigV9++eWr88qsrKzg06dPQsdqvYSkEChq2t3dndW2zyrsBoMBd+7cYXkePER3w/RSLC0tCb+xxwXhcBijo6MsDwjYC3pkMz+AzHkzGAwqlyUf29jveDpufHz8qzJl/H6/Mj4+js+fPwt/hrc8+Bz3uro6DAwMwGw2ZzyErMLudDpx7949AHvuL5psEZOGX76DwSBmZ2e/qmX33bt3mJmZYX5wrVYnaDepvEmSTCZZBh+fZKc9DlBHrlOpFLa2tjAzM/PVBOwikQhevHghbO7yQg7szbPRaERLSwt6e3uzfi6rsFdWVkodHR2oqalhJ9UTXKIwLz3Qqakplc/4OCMcDitPnjzBp0+f2IsvSRIzZ3h7nAeZKEajEc3NzexFIQ2VTUsR+BeGsvnGx8e/mpqBcDiM8fFxJrD5QMdo7Xan04lz586xlF4t9nVaOhwONDU1wWQyMXeYaBIODSCRSCCVSmF5eVmV63GckU6nMTk5iVAohGQyybwCwJ7bcD+lQAJ/+fJlysbLeZ39QJmBX4vdHgqFdJllvEYH9uTS4/HgzJkz+1of+852XV0drl27BqPRiEQiAbvdzrwG+fK16ThgVwA+fPiA169fC99MOSMQCODHH39kmplWPK2vHdgL95PHJpFIoKWlBf/8z/+Mvr4+pNNpFjxKp9Os8IPOS9CWQaZSKczMzLDswOMMv9+vTExMYHt7Gy6XSyiRji+SAfZ873a7HTdv3oTFYsmqbfYVdlmW0dnZyaJQpJlFw+L0YOLxOAKBAObm5pBKpY69jbm8vAy/389SbwnahyRJEmKxGIt8ptNp2O12VFdXY2BgAAMDA7BarWw1sFgsGefMhc+fP2N6evrY2+3xeByjo6PsZ1HwioUKq/v6+vY1YYAcwm6z2aQLFy6gurqa2ZF6zBhgzx9KvmG9ny83bG1tKY8ePYLP52MPRhtRJrOGXna+vM7tdqO/vx+1tbU4f/48qqqqMsLgojar3+9nQnKcEQqFcP/+fVgsFl37On61kyQJVqsVN27cgNvt3vczOaXv9OnTaGpqUvkzRQRWu8lKJpOYmpoqSN5IKRGLxfA///M/qo0pH+Ag8Lky9D8S4jt37iAWi6GlpQVdXV1Mm9OD1rNBm5ubE/ZNlyu2trYwNTXFZEzk/rUp5/F4HLIso7+/H7Is7+tFySm5drsd3d3dbJMqKqwkAPzGbW1tDWtra0KfL1dEIhGMjY2pNkha80Ur+FQiZjAYkEwmMTQ0BJfLJZ08eRJDQ0MAoNrkiizlVLa3traG+/fvH1vzMBqNKgsLC4jH47pSLgh87KGpqQnNzc25j8/1T5PJhAsXLqCqqooN4iCprAaDAYFAgNJhj+WDURRF+fDhA7xerypwRD5w/gWgn6kAgUzA+vp6NDQ0ANjdvBIXTDqdZjUAojCbzQiFQnjw4IFwBU+5gWQCAEv8Eq2EI1CU//LlyzntdSCPsDudTqmnpwfNzc2684kJlMEWDocpF1vX58sFgUAADx48QCqVysqZo/WYEGhZlmUZV69eZb9brVbp7NmzaGpqArD7YiQSCeF9TSqVQiwWw8zMDPx+/+FvsATY3NxU5a/zSXUiICXicrlw48YNVXZuNuSd2cbGRjQ0NLATi2gf/sGTTRWLxfD27dtjK+yfP3/Gs2fP2O/7pQbw2oko7IBdSozLly+r7r+1tRWdnZ0A9rw5oinUsVgMyWQSm5ub8Hq9h7u5EmF7exsfPnwAIL4fpGN52Gw2dHZ25qVbzHt2p9OJwcFBthyLvHn8xo1ejnQ6jdevXx9rLfTjjz+yYl5+E87HHMiMoRQC2udUVlaSZmcPxGKx4Fe/+hX7GRDjneGZHra2tvCnP/3pWLogV1ZWMDU1xfKKSLaykXLxX1qF2draiq6urrzXyyvsVVVVUkdHBwuQiPKiaKNc5Hf++PGj0OfLCZFIRHn//r3w8XzYO5lMwmq1ora2ltnrBJpbIDMHSQTpdBrb29t4+fLlsfN0eb1ehbR6KpUSZksj0PyazWb09vYKrYhCM9vT04P29nYA4gy0BN6PHA6H8fr162NXzBEIBPDo0aOsWmU/8NE9q9WKs2fPZvUBt7e3o6amhh0nEljio9OKomBsbAxfvnzRcUelRzAYzIgT6DFxyWJwOp24c+eOkJIQEvb6+nrcvn2bRQP1gF/WKbvtuNnta2trePLkyb7ZjdlAHhZg1/NCbkYtqqqqcOXKFV3j4XPfJUmC1+vF5OTksTJl1tfXMT4+rrIURFnnePOuuroaw8PDee11QFDYLRYLrly5oktIswVaYrEYJicnGTvtcUAsFlPm5+fx4cMHYRODNC6ZfrW1tbh+/XrWB2Kz2ZjdHovFhB0AtPGnhLsffvhBtyIqFaLRqPL+/Xusrq5mjUDnA92zJEloaWlBY2Oj0HWFnp7L5ZLOnDkDp9MpdFIakJZNjDIgj5PdTryVoVBIl1uQSu5kWUZ7ezszA7VwuVzSwMAAy0ESjVBrNeLPP/98bGhLwuEwxsbGEIlEMiLMoq7tZDIJt9uNwcFB4esK74Yon0MP+IGTl8Hv92N6elrXeUqJL1++sKipqA+Yj4aazWb09fXl1NgNDQ1oaWkBAKH8kGzFHQsLC4yGr9yxs7OD0dFRFlUG1NFQUTQ0NODGjRvCm3NhYfd4PLh48eKByJN4j0w8HsfS0hLi8fixsC99Ph8+fPjAgmOisFqtLEGpo6Mj50N0uVzo6OjIIPXZDxTYIoFPJBIIBAJYXFw8FhHqUCiEhYUFRi0NZHrvcsFsNsNkMqGurg69vb1ZS/CyQVjYrVYrfve737FgCg1KlmVmQ/IZfoB6d003E41G8ezZs2PhPfB6vcr//d//YXl5Gel0OoN0Jxeo5O7s2bPo7+9X0bBp4XK58N133+3bzyobDw2ZSnQtWZbx+PFjxhNfrvD5fMqzZ89Y5ijJDN0Dzy/Kxy60959MJjEwMIATJ04IX1tY2F0ul+RyueByuVQZffyyK8LyqygKFhYWsLCwIDzIUkGSJDx79owFwvRsANPpNJxOJ4aHh/NuoIhBubm5WUizZdOC29vbWF5eLvtku1QqhampKQSDwYxAkqiZmE6nUVVVxVItRKErwZzadmg3ngQShmyRP/7N/PjxI6M5K2dEIhHGM09RPj0pqHa7HdeuXUNFRUXez+TaxO4HWmXJ+/Phwwe8e/eurF2QiUQCL168yKjZpf9lCw5liyi3traiv79fyOVI0CXsLpcLV65cYTRj+xEE7Xd9fuO2srJS1g8lEokos7Oz+PjxIywWS976Uh40FxUVFejo6BB6IHwWZD5osyzpOXi9Xrx580boHKVCIBBg+TB86oU2R11rtvCQJAmdnZ04d+6crmvrEnaHw4EbN27AZrMx74rWVSaaTrC0tFTW9mUqlcKPP/6oKq7gMx5zgVyDnZ2dwjal0WjExYsXhTepvPeCBCIUCmFsbAw7OztC5ygF6LlbLBYV2ZEe/nWTyaRrbgl6hV3q6elBbW0tgL0cZGBP4/GbVy34Terc3FxZmzLRaBQ///xzRtGKiB88mUwyez1XmRgPl8slnTt3TtiU4bU7FYjEYjFMTU2VrXYPh8PKixcv2EacN2V4JrT9QCtAZWWlUJajFrqLQisqKlhaara6VGoAnI03hd9dLy4u4s2bN2Vrynz+/BkzMzOqPkl6Gg04nU4MDQ3BarUKP5C6ujqhWAbl6GgLatLpNNbX1/Ho0aOynNdgMIhffvkla/6/nuGePn1aKMtRC93CrigK2traWMMCvn0k/T8X6LidnZ2ypcXz+XzK8vIyfD6fqlBD1GNgMBjgdDp1bzjJJ58P/GrKmzMUC5icnCzLLMhIJMICijRuPgU8F3glfurUKd2eGOAAwl5XV4ebN2+yTSq5HvkeQNrdM/8ikEby+XxYWFgoy6SwZDKJf//3fwcA1Sacz+DkE9zoZ95bc/78edTX1+u6rtvtloaHh1FZWcnOS+fWRkxpPFqmtmg0ivHx8bIs6Pj48SOWlpZYurckSWxPlI2KBIDKtk+n0/B4PPj1r399oBacuoXdYDBITU1NaG9vz8h/EdUmJBSfPn0qy84ctNEDcofv+W5uvABWVlYyXhi9qKiowIULF1iEVFu8LmKm+v1+vH79uqxMmUAgoLx7905Xa0dgrwCdlI7FYkFXVxccDofuUP6BiFyam5vR39+vYvnVfs8Hk8mEhYUF6CmKOCqsra1hYmICZrM5gxoZyN3fhzZQN27c0L2BAnZXzrt377JzaXkNRYRle3sbP/74o95LFxWhUAgPHz7UVQ/Aa2/6uaGhQdhFq8WBhN3pdKo2qcDe5k1PJdPGxkbZaaBwOKxQd24SLN6kADIJNQGoKrkqKirQ09NzoOvX1tZK1LGQuCQBfYXu0WgUT548KaueqV++fMHjx4+Fj9eKBMnZhQsXhIJ02XAgYXc4HFJraytzQQL6s9aoo562O1qp4ff7WbtHEpb9Nt98kys6xmw2o62tTdVsVi9OnTqV1YesJ/NyaWmprPpZra2tCTsktCsoFQ15PB7cunXrwI2VD8xH19raioGBgYyBiQZdyEc/PT1dVkUHKysrePToEex2e1YNru2YQd/pxXC5XLh27dqhxuByuVhlE5+HpMfeDQaDePLkSVmsmuFwWJmdnWUpz/nAzy9ZDIqi4MyZMxgaGoLJZDpQ39IDCzsxWtFgtB2Z84GSxlZWVnR1XCgmIpGIMjk5iZWVlX25z7PFEMhbYDAYcOrUKdy+fftA9jrB4XDg22+/hdFoVCVKiQp7MplEMpnEDz/8INyQq5jY2dnBixcvAIit/PxekEohLRYLWltbWd7/QXBgYXe5XDhz5ozKfNHDaAXs3lQgEMDGxkZZaKBQKIS5uTmk02kkEgmWk75fdFgrfA6HAydPnmT7mYPC4/FI/f39zO1GEH1/yCU5NjZWFs3bfD4fZmZmWIMKEZAs0f1brVbU19cfyMNFOLCw2+12qa+vD8DeppR8p6Kg5P0//OEPBx1GQRGPx/Hw4UMm4GSa0APiPQk2m415avhN+tDQUEHYirMFTvQEiiRJwrt37/D27dtDj+Ww+PDhA2vTnm1utDEZg8HAUiDIxK2pqcGdO3cOFZc51FNxu92MVB/InRfDg7+hcDiMmZmZkreh8fl8ysTEBJaWloSOJzOH7tlms8HpdFJHjQObMASXywW+NlXr/syHWCwGk8mEqampklaFhcNhZXl5WcV8nA/kdqR7lWUZ9fX16O7uVpFM6cWhhL2mpgZ3795lb6yo2zGdTrPlKJlMYnp6uuR2OxVqiFBA88XB/ANpamrSXae7HyjDlF+2RYpjgL1gl8FgwMOHD0vajiYej2NiYuJA3Ou8t+vMmTO60y+0OJSwu1wuRtapZwPFw2g0wufzlZxxIJFI4M2bN0KmAm3E+Q15IpFAb28vWltbCzIeh8MhXbp0iTE6ZPMM7Qd6DqlUCq9fvy7p3G5vb6vmVXRrxr/YkiTlLVoXwaGE3Ww2Sy0tLaipqWFJUqICTzYZbaampqZKukldWloSTjnWVtdQP6WLFy/qqlPNh9OnT+P06dMA9HXmoPHFYjGsr6+TvVySuV1YWGDNwSj1IR/INKQCoYqKCoyMjBzKwwUcUtiBXbud+k6KRuwoOEIuu1gshufPnyMUCh12OAdCMBhUxsbGsLq6KmRTEkEPbZ7MZjMaGxtx/vz5Qz8QHjabDf39/XA6ncy1KRLHoI1zMplENBrFq1evSuKCDAQCyqtXr1j+k6iw86uYyWRCe3v7gVMEeBxa2Mm21GPCaNNSiQOyVC1TiJZve3v7QLTJJpMJw8PDBTNhCJIk4erVq4xk/yA9raLRKMbGxkrSEZsnQ6LxiICEnV7aixcvorKy8tDjObSwV1ZWSufPn4fD4RD+DK+dbDYbkskkVldXS8ZoFY1G8f79e5ZGmg/aBCWDwYCBgQHhkjpRuFwuqbe3l51Xr81KhSfz8/NYWFhAMpk8UlMmFotlsEiICLwkScwcpPLGg6T0alGQ9nUDAwNoaGhgWYJaZCugpQcXDofhcrkQDAapy/GR25YfP37E+Pi4Kjc910OhfYbVakUqlYLL5cK9e/cO5RbbDy0tLbhw4QIjhtV6grS8KgSLxcKi2uvr63j8+LGuaqBCYHV1lRVX8xVf+QqqDQYDotEoK4K5dOlSQczDggi70WjM2Vk4G/ibpPD26urqkWfqhcNhZXx8HOFwWDWmXIJB2pxWKI/HI1xrqhcGg4EYClQCkw+83RuNRjE9PX2khTKBQED5Kz05G4e2/mE/8F1e+vv7C2LCAAUSdlmWcfnyZRiNRuH8GN6USSQSSCaTmJmZwcbGRiGGJIxIJIKffvpJlQuTTwOSWyyZTMLlcqGzs7PgJgzB4XBIAwMD8Hg8+2rCbKAu0DTPExMTR1oGGYvFcP/+/Qyng2hQiYT93r17quzaw6Agwm632zE8PAyPxyO8ieJ9qGQWvH379sjrUre3t/H8+XMA4htAvrDAZrPhzp07RdPswC6B0rlz51j7d9ExkrfIarXC6/XiwYMHRxZNTSQSeP36tYo4CxBvOEAdwYeHh3UVredCoYRdamtrQ1NTk+50XQpIAbs5z0fNaLWwsMC8QFouFn7p1dbT0p5DlmXcunWroC5HLagfEz/GXNAeQ27IH3744dCBGVH4fD7VKq2XRSCdTuPEiRM4c+ZMwcZUsP7qbrcbPT09ujdBvB0XDocxOTlZqCHlhdfrVZ4+fcoCXKI2JdnrkiShrq4ub7PZw4IiiBaLRWhPw+cqAbveplQqdWR8MsSmFo1GVeRHoh4V6m06MDBw4KqkrOct1InMZjOGh4czmHzzgW8elU6nMTs7e2TBpa2tLTx48EDV2S6fsNP/Y7EYZFnGxYsXD5V2KgK32y2dPn1atx+fF65UKgWfz3cklWGRSARPnjxhWbB62vMAu8LucDhw/fr1vL1N9aBgwl5TUyOdO3dO+E3M5t6TJAlra2tHRme9s7ODyclJIZ5K/n90PHV+0PuCHwTV1dVCnDI8eG1KyuTx48dIp9NFNROj0SimpqbYdfWWbEqSBLvdjnPnzhXUPCyYsAO7PuHu7m6YzWZ2k3whNs8rQ9qc1z6SJGF1dRWPHj0q5LCyIhwOKy9fvoTX61XxweQCjZlanFRXV+PmzZtFtdcJlGGqHQ8/f8TmS/NO3JT0czwex5///GfmDiwWtra2cP/+fVavoK0H4OeZNx9p/MlkEnV1dRgYGCjouAoq7G63G998843KrcgvX9luFtjTmNSi/Cg2qUTSxOdriEZQgd176OrqQk1NTTGHyVBdXS319PSofM4kGPzvQOZ9kJIJBoNYWlrC+vp6Uce6tLSkKifUgvfE8dR9dC82mw29vb26CoFEUFBhp1Y0fJSPj5pl41vRBpcol6PYAZDl5WW8ePGCXV/LzyKCixcv6kqTOCxaW1sZyxgRKAF7PZb2SxKj45LJJD59+lTUSPXOzo4yNjam6gzCP29SLrnat7tcLty5c6e8hd1kMkm8tuNvjL9xbaSSd0vF43G8e/euqLWTqVRKef/+PT10APq6tRmNRjidTvT39xfMByyCyspKVhxCQRdAXURC4H8nbxPRzj1+/LholWFbW1t4/vx5TmGn7/z/TSYTewEopddisRR0bgsq7ADQ1NSUkY6pvTFeA5Gw8wUHX758KWobmng8jvn5eWxvb+v2/wJ7lTMHYZI9DBwOB/7hH/4BZrNZ5YLkzRZ+heLNQ1I6yWQS4+PjRWtHs7a2xshLc5kwNG5grykB1UOcOnXqUCwC+6Hgwl5VVYWrV6+yZlCAmrptv0QxQO3We/bsWdE6v21sbGB2dpaNCUBOG1MLg8GAvr4+NDQ0FGN4+8JoNEqDg4MsNYFcpdkYD0hweE8I7YmWl5fx7t27go8vGo0q8/PzrMSSXjjefN1P21Mw0mazFaQqKRsKLux2ux0jIyOw2WwZpWT7hbq1JVixWIxV+RcDMzMzGB8fZ5HFbC0Kc8Fms+HChQtF969nQ2VlJb755hsAatcir8UJJPDae9rY2CiK3e73+zE5Oany9vBCm69Vj8FgwIkTJzAyMlKUDM2CC7vZbJba2tqY+xFAhl0M7G2qeDOCvmKxGGZmZooi7MQm+/79e9Wegh9XPng8HrS3tx+Jy1ELWZbR1tYGWZZhNBrZnPLMbFqabT6xymg0wu/3Y35+vuAZpjs7O5ifn8/qCQL2LymkabTZbDhx4gS6uroKwtCgRcGFHQBrscLLgizLiEQiTBtSe/dsuSfUQaIY1TXBYBD/+Z//ycZA/DD0IHjNqA2GGI1GWK1W9Pf3M+161PB4PPj+++9hsVhUpEO0CQXULSxpfslNSemzo6OjBU/N8Pv9ePPmjepZUksZWrH5sdB4ifYjGo3iwoULBSnBy4aiCfulS5dY0IPMBUC8XXk0Gi2WXYmNjQ0mENrGVbmUdTKZhNFoxPnz54ua5ZgLJpNJOnXqFMvHEY3+8ojFYoyWu1CmjM/nU96/f6+7eRnVBiiKgsrKyoKXNvIoirC7XC7p+vXrrKWiNviRD5IkIXqrt50AABYkSURBVBAI4OnTp4jFYgUz3uLxuPLhwwdqS6ki4tFunLKlMgC7L/KVK1cKmrOhF3xPoYPGI758+aLqR3pYpNNpvHz5UlcHRD6glEqlWNF6MUwYoEjCDuymDjQ0NKg0uR4SpXg8jpcvXxa0Kj6VSuHhw4cs9yabJ4P3HPEgYT916pRwb9NioaKiAl1dXRmBJFElTV6xt2/fFoxAKR6P482bN7r3Afw0tra2FtWdWzRhp4xAIJNNIB/ojV9cXCxoEXYsFsODBw+Yy440CiFX8EuSJFgsFvT39x9ZisB+oAbBJ0+eVP1dT2GEJElYWVlhLtjDwuv1ClMHmkwmVcNfYHdz2t3drbsPlR4UTdhNJhNu3Lih8hhom13tBzrG5/Oxgt1CYG1tjXl5yN2o9cYQtDWTkiTB4/Hg2rVrsNvtBRvTQWAymaRz586hr6/vwFX3iqLgy5cveP78+aFZB1KplDIzM4PNzU1hEidyTtDeqbq6WnfHar0omrDX1NRIfX19OHXq1N7FBIlPSchCoRD5bQ9tt1Nh9dbWVoaAZ+uurDVnJElCRUUFeZlKZsIQzpw5g/7+flUrHP57PiSTSfj9foyNjR3axRsKhfD8+XN8+fJFeOXWysGpU6fQ3d1d1LktmrADQG1tLerr61WuO1Fhp6r4hYWFgviDA4EAZmZmMjbKfJQxmxnAC7vdbi+qt0APiAteu7EWza1PJpOM1+WwDhme117kXGS+WCwWlo7c0NBQ0BK8bCiqsDc1NaGzs5O57Ph2h9qaTtWg/ipg8Xgcz549KwjjwObmJv70pz8xWzEejzO7PZs7lLQ9vRwGgyEjn7yUkCRJGhkZQXV1tWqjSvfFf2lraoG9l2J9fR3j4+OHGovX62WdNURBJowsyzCZTLh27dqh+lCJoKjCbrFY0NvbC5vNlrVBbT4oigK/31+Q9pFra2v4+PGjrl6twN7G1G63Y2BgoCDMVIWC0+nEhQsXVJFo0fml+wsGg5iYmDhUHtL6+jpTGKIdwGkM0WgUDocDFy9eLLp5WFRhl2VZunz5siphSu+SubW1RfntB34YXq9XmZubg9frFRYGvtDEaDSivr4eIyMjB25eVQxUVFTg7t27wnshHnS83+/HgwcPDjyGYDCojI6OIhAI6H7RgN15bmhoQH9//4HHIIqiCjsAnD17Fp2dnZAkSUXakwv8ZIRCIUxPTx9qExWLxTA6OgpAzNevTQyLRCJob29n9NHlgurqaunixYsqOmu9jGHxeBxjY2MH3heFQiH89NNPGW00c4GoAyVJgizL6O3thcvlOtD19aDowu5yudDV1aWLzYpPIEsmk1hZWTlU8GNzcxNPnjxhPOr5kO2BkblQbmhsbGQpv3ra/JBHSpIkrK+vHzi/PRQK4fXr1wD0N5FTFAVutxt37tw5kvagRRd2s9mMjo4OVjggCto8KooCr9fLCgL0wu/3K2/fvsX8/Lxuaj4SihMnTuDSpUu6xn9UcLlcuHDhgq7P0H3RS03a/SAu3vX1dWxtbWVNpNsPfEPlqqoq3LhxA7IsF908LLqwy7Is9fT06M4SJDdlKpXC9vb2gRvYhsNhvHz5EvF4XDgPRBs5vXjxIrq6umA2m8vGXie4XC589913kGVZ1T80F7QrZzqdxk8//aQ7NSMcDitTU1PsHNoqtP1ASsxoNKKxsRFtbW26rntQFF3YAaCtrQ09PT26+FX44Aj5yA8C6sZnMpmEGxOTB4Zcd0fJIqAXTqdTIqImSt8VARXA0/eJiQndFBtUd5CNFiUXaJx1dXWoq6s7MvPwSITdZDLh+vXrUBRF2JTgayoDgQBevHih265LpVLK9PS0KpiUTfNl8/uTENTU1GBwcLAgvU2Lhe7ubiY0og4A3rZOJpOYm5vTnZqxtLSEX375BYB6v5DNr8+DXkwA+N3vflewzMt8OJInWF1dLRGfjKjdS8fxwRLRRCNCJBLB6Ogo23yJ9iTi8+9rampw6tQpOByOsjNhCOl0GiMjI8JmDKCOIxA//qdPn3SZiuvr61hdXWVj0JOqYLFY0NDQgJ6eniNz5x6Zujp79uyBebYVRUEwGMTo6Kguf3s4HMazZ8+YLWqxWHTlf9vtdvT09BSl0r2QMBgM+O1vfwur1ap75STHQTwepwbBQp+PRqPK+/fvsba2ptstnEqlYLVa0dbWdqQVX0cm7NQzVaRImWw43pbz+/0qUiMRrK+vs2onUSEA9rSew+HA8PBwwTo/FAtut1saHBxEU1OTbvcugZrzihZfEJ+joiiskEV01aaX469aXegzhcCRCbvZbMb3338vZHdrOVCAXZNkdnZW2L4LBoPK69ev8fnzZ2ZPim7AyDVnMpnQ09NT1iYMweVyobu7W3c6BCGRSODdu3fCdb+bm5uMAjuZTKoK7PNBlmU4nU4MDQ0JHV8oHJmwa6N9uUCTxtugiqJgZWVFmOE3FArh8ePHCIVCbLMJiKXA0jXr6urQ2NgodL1SQ1EU9PX16daU5DKkIve/9l7KK7Xv3r3D27dvAey+KHpSjCVJYiRTR5kufaQuhsrKSmHaZWKe5SdvfX1d2GPAc0by+euixQVWqxUjIyMF6+dTbDidTvT29uLEiRO6PqcoCnMJh8NhJsC54PP5lPHxcWxsbGTw1YhGcIeGho58bo/cnyaa8KMl1FEUBT6fD0tLS0KaJxqNYmlpKWPzJGpGVVZW4sqVK2VvrxNsNpvU0tKSUaonAprrVCrF2LxyIRwOM3pCs9msKmEUEXar1Yq+vr4jL1o/UmGnLD1ZlpkPVtvHSJtHzufCV1ZW4j/+4z/yegwURVEmJiZYGJsiezw7lpYajv+iaOS3335btEr3YuD06dO4evUqY3TgUwL4FZIP7plMJpaea7Va8fbt27yU1qFQCE+ePGFtb3h/Ol2PBJnPw6HvtbW1lGt0pHN71GaMdPbsWca5wteBErQaQpIk9gIQ41QwGMx5nWAwiOnpaSQSCdX5ee5Jyq/Phng8jra2NtZl+bhAlmWcPn2aFckAYB32+FqC/RgJ4vE4dnZ28tYPLC4uIhAIqPZU/ApM1wXU7MjEStbV1VXQXkmiOHIzprW1lfmtScMDe0KtJSvitUY4HMby8nJezbO1tcW6d2SbdAK/uvBa32q14ubNm3A6nYW45SODx+ORuru7UVtbu68mB9TCziuDWCwGr9eL0dFRJBKJrPYIebm2t7fZebKVW/IVXgQS9uvXr5ck/eLIhd1utzO7PZdg80JJ1BdEkZZvk+r1ejExMaE6D3++/QiQ6NrV1dW4devWkbVRLCRaW1sxPDzMmv4C6hWNwFNb89rY7/djenp6X68O9Tfl+fOz0Y5kWzVTqRRkWcbQ0FBJ3LlHLuwmkwlDQ0OQZZn5vclHq63u13KNk+0+PT29bzpqMplUPn78iM3NTZUJxJ9bSxnHX9toNKK2tpYKTo6NvU6oqqrCt99+C2BvX8LHF7K9/PzeKZVKYXl5ed+NJvnj+ReIF3ZtRw3eS0Pp0qWKSB+5sLtcLqmvrw/Nzc05+RVJm/MCn0qlEA6H8fr1a2xtbWU9fygUwsTEBMvV0DIHaDWO9kFZLBY0NzcfGy+MFpWVlVJfXx+AveJrYE+T5/KDk129tra2r1dmY2OD5cNkc+NqtTw1MCN67b6+vpLNbUlS+ZqamtDR0cE8JdqW3wQSeJrAVCqFRCKB6enpfR+G1+vF06dPmZ+en3hamrVLLv9/m82GgYGBY2ev86ivr2fVYQStKaNd6XjbfXNzMyupbDAYVN68ecMUzX77IG3befLEuFwuXLt2rWQb/5IIu8vlwsmTJ1kdIk082Zh8/kwymWQPgV6OT58+7RtJ3d7exuzsbNbem9lMGv4YoqTu6ekpyxI8UciyrGLXIlckkCn0WjoTRVEQCASwurqKSCSismV8Ph9mZmaYWbSfSQSotT79n3qbHrXLkVASYScOlnA4nLV1pJbHhR4I2X+RSISKBjIMy/n5eSwuLrIlnPc8ZOOH4R9UIpFAd3c37t69eyztdUJVVRW+//57AJntIwm8i5dciHxq81/+8peMoI/NZsPPP//MjqU55rlqAHWKtMFgYPPe0NCgu4SwkCiJsMuyLDU2NqKzs1PlFhNppw7sRfq0Gnp7e1sRaTym5VmhL4vFgra2tiPpWF1MuN1uqaOjA06nUzWfovcVj8ezcuxsb29jfn4+7+f5DT/NrclkQkdHx5FmOWpRsvKblpYWXLlyhT0MehAiwi5JEhYXFzOI7yORiFA3Cd4+pSQmRVFgs9mo3aPe2yk7tLW1qZwAepBOp/Hx48eM4N36+jo+ffqk61wUv/B4PLh+/XpJ3bklE/aqqioMDg5mmBYiD0dRFMzPz2dMvNfrxdTUlNDnedALduLEiZKEsYsBp9OJwcFBlVtRtKxRkiQEg0FV8C4YDCrE5ygC3mZPp9Oora3FyMhISdMvSibssixL7e3t7E2nHBgRUIkezy0eDoeVubk5oXxs7ephMBggyzIOwoJQrpAkCbdu3YLFYoHZbGarl8jKSeYLbxL6fD48fvxYdy0unau5ubnoxKX5UNIq4oaGBnzzzTfMIyNqzynKLgfk3Nwc26TGYjFMTEzkzZuhz/MPPZVKwe12Y3BwsOjkmkcFp9Mp9ff3o76+HvF4XFc+P83P27dvEQwGFQCMy10UJORkHvb09BwJ61culFTYa2pqcOvWraxuwlygl2NhYYEtzdFolAWT9IKE/a/EpcfehCE0Njaip6cnI8iTD5K029PqzZs37Nl4vV5hemtt7UB9fT0uX758KArDQqCkwu5yuVgrGgCqdoG5QBmLGxsbzOcbCoWwsLAg/DDJfCJ+GLfbXTbc64WC0+lET08Po4UWDeaQr31ubg6xWAzb29vK9vY2/H6/kLDzNcQmkwk1NTVlkX5RUmF3OBwStZDkSX6y8bhoYTAYsLy8zKJ5i4uLeP/+fVZTSHs+8g0bDAbE43HWlbupqamo91sKfPfdd4yTPhKJAMjOk8OD/vbp0yckEgmYTCY8e/aM/T8fL0wikWBzLMsyBgYGcP78+SLdoThKzvzjcDjQ3d3NNLIeXplAIIAPHz4gEokos7OziMViQp9Pp9PM1UlR08HBwZL6gIsBp9MpUcdoSqwTWTlJ4aRSKezs7MDn87H0DFEnAl3PZDLhm2++ORLi0nwoubB7PB7cvHlTF8EPIRAIYHx8HOl0Gk+fPtVlr/NpCg6HAyMjIyVfZouB2tpaDA4OqjoE5gOlaITDYczNzWF2dpbRD+qZY4PBAI/Hg0uXLsFisZR8bksu7A6Hg5WSibq1+NTVN2/ewO/3Y2JiQpdm5r0Fzc3NZce9Xig4HI6M+gERSNJu+/WXL1/i6dOnrHpJ1IlAK8CZM2fQ2dmpc9TFQcmFXZZlqbOzE1VVVbr6eKZSKcTjcczOzmJychLLy8vC17RYLEilUjCbzbDb7RgeHi5px+piwuVySR0dHTh58qQqZTofZFlGOp3G6Ogonj17Bp/PpytbkVqCDgwMoKqq6qDDLyhKLuzALj+L3mAOCfvi4iL+8pe/wO/3C9uFvHaqqKjAjRs3dDGNHTecPHkSAwMDunpapVIpxGIxTE9P4/Xr18IBKR5utxtDQ0Nlk0FaFsLudrtx4cIFWK1WXRE6RVGwubmJ//qv/2K/i4BeimQyidraWgwMDBwrFgG9qKqqwvDwcEY1WC7E43HE43Gsra1hZWWF/U0UiUQCJ06cQG9vb9nELspC2K1WK9rb2yHLslCiEB1DpJzT09MseUvUbiezpaqq6qt0OfKorq6W9NjNfHYkKQa+z5QIFEVBVVVVWTGqlYuwSzdv3kR9fX1Gmm82ny4dQx4cypnmK25y+YHNZjOi0Siqqqrwm9/85sj4wUuJrq4u1NfXs6ovbZE7uRsVRVFpcPqZumtkA19Npii73O/EyV9OFV9lIezALjXe2bNnVQK6X3aiFnrtbfLE1NXVobe3t6zaPRYL1dXV1IqeebN4k7GQexaDwYCamhrcu3evrBgaykbYKyoqMDAwwH7fb/J5DcJD78Mym81obm5WXfNrRmVlJb7//nu2SdUqjoMQvxK0zyMej8PlcmFgYKCsYhdlI+xUOOF2u7MKbrY5yybwoolKJpMJra2trK3i1w6r1SoNDg4yOhJtMTqgT2HsxwQG7Lod29rayi4iXTbCbjQapc7OTrS3t2fVPPuZNqICzkOSJDidTlVR8t8CTp48yYJn6XQ6Q8vrnUutoNO5PB4Pfvvb35Y8y1GLshF2YDflt6+vb98kpVwPQ89DoqhpuS2zxYbb7catW7cy/N7Z2AFyIZeJaTQa4XQ6icC2rOa2rISdWnvnynbMBVHNZDKZ0NXVhe7u7oMM89jCZDLh3r17cDgcbOOYjW5QBPuZmgaDAU1NTbp54o8CZSXsFRUV0pkzZ7LykRQSFosFLS0tJWGSLSWsVqvU3d0Nu92u8qUXwhPDr8Y9PT1l2Uqz7EbU39+PixcvqmiX9UJbKWOxWJgvmR7st99+y/K7/5Zw8uRJtLa2ZqRWKIp4j1qeWU27QlRUVJRtrlHZCbvNZmONpUizU8EwIJ5PzYP86tQloqenB9XV1bDb7WVlUx4FTCYTpUcw7U6CLlr0TkE4nrqQXoATJ06gs7MTZrO57Oa27ITdbrezTRQJKc/zchDThh6OwWCA1WrFrVu30NDQULhBHyOYzWbcuXMHNptNZWqQJhYRdi3DMn0unU6jo6MDXV1dRRj54VF2wu5wOKSuri4V0ytf2CGSn7FfATdxll+5cuVvzl4n2Gw2qa+vD/X19YjFYhnzKpr/QsE9+pnqh8+dO8c6q5Qbyk7Ygb2uevwmil9yRaGtaU0kEqisrMRf+WrKbpk9KlRVVaGjo0NFoET7F5GyRn7VpeL1VCqFqqoqdHV1lW2uUVkKu9FozKBeIH5vvX5gfskle/24tHssFqghhN1uB7BHKX2QPBZyNwJAd3c32tvbyzbXqCyF3W6349q1a0zAATA2ABHwnhzyvUuSBJfLhevXr5ecrKfUcLvd0tDQEKMOIeUgqpF50lKqGjMYDBgZGSnr8sayFHan0ymdO3cOkiTBarWynT7PvpsPvBuNHqbL5cL58+fLovi31GhtbWV5/KTVRVnZaD75/qk2mw3avVa5oSyFHditiu/u7la1Co9Go0zgc30Bu3R4ZOdTzyaPx1NSfvBygsfjwe3bt9nmn1yIfL5Mvjkms8dkMqG+vp5SiMtWkZStsBsMBly9epUVE+Rq0qv9slqtrIAA2BV8q9WK1tbWkrQkLEfU1NRIp0+fhtPpZBtVvhlzri9iggiHwwD2+saWO9V3eeVgcrDZbPj973+Pp0+fss53ZBvmQyKRYCtAPB6H0+lEY2Mjbt++XXZpp6XE+fPncfv2bUxOTiKZTMJisSAWi+WdI2oKFo/HWZ7Nb37zm7JXJGW75ABANBpV/vjHPyIUCjE70W63Z20Xw4PcjWT2yLIMt9uNrq4utLe3l/U9HyXi8bjy888/Y3V1FYFAALIsQ5blvCwNfOoFvSB3797F6dOn/z63f8ffUQ74f0QfJ49aFgSOAAAAAElFTkSuQmCC","detection_approach":"prominent_color_detection"},{"index":24,"position":{"x":1080,"y":5,"width":124,"height":142},"scaled_width":39.63,"scaled_height":45.38,"actual_filled_area":1077.24,"bounding_box_area":1798,"exact_perimeter":208.29,"approximate_perimeter":199.95,"convex_hull_perimeter":160.68,"perimeter_pixels":651.7472580451151,"original_contour_points":156,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.15,"compactness":0.312,"perimeter_to_area_ratio":0.1934},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":25,"position":{"x":945,"y":5,"width":108,"height":142},"scaled_width":34.51,"scaled_height":45.38,"actual_filled_area":1376.59,"bounding_box_area":1566,"exact_perimeter":154.85,"approximate_perimeter":149.73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","detection_approach":"prominent_color_detection"},{"index":26,"position":{"x":757,"y":5,"width":117,"height":142},"scaled_width":37.39,"scaled_height":45.38,"actual_filled_area":633.88,"bounding_box_area":1696,"exact_perimeter":242.97,"approximate_perimeter":234.58,"convex_hull_perimeter":163.63,"perimeter_pixels":760.2813126546316,"original_contour_points":112,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.21,"compactness":0.1349,"perimeter_to_area_ratio":0.3833},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHkAAACSCAYAAABheWUIAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1deXRU9fX/vDfvvXkzSUggRIhhMYEqMRQqCGihgAu1bAECVNmKkKCCpVr19Hja03Nse36np4pKWaINaVNUBNkEWWRxRwPIUrACVkqqMWLYSUIms7yZ+/tD7pc3k2VekgnZ5nNODkNm5uW993n3fu+937sAUbR5SADg8Xho586d+PLLL6GqKgzDCPtFRVEQCAQAALIsi+/ExMRg9OjR6Nmzp9SE593qEAgE6Pjx49i7dy8qKirq/KwkfX/riKjG9zVNg9/vh9frhaqqUBQFlZWV0DQNPXv2xOjRo+FwOMT9VwCgtLQUa9aswbp162AYBhRFCXsSNptNnIQkSfD5fFAUBfHx8cjIyKjH5bd9uN1u+uSTT/DKK69g06ZNKCsrq9f3mXR+LcsyfD4ffD4fHA4HAoEAPB4PevbsiV/84hcYPXp00PcVAEhISAAA+Hw+AAgryURUjWS/3w9JkiBJkpDwKAAiokOHDuGf//wn1q9fj7KyMsiyXOd3+P7x/WSS+V/mR1EU+P1++Hw+dO3aFZMmTcKUKVOgaVrQ8RQAcLvd8Pv9kGUZmqbB7XaHPflAIBBEMkOW5VrVTHtDVVWVIHjt2rWoqKhAXFwcrly5Yun75vtrJltRFBCRkOhOnTohKysLs2fPRnp6Omw2W9BSqQCAzWZDIBCAJElwu91BpNUEllZJkoIINQwj7HfbC4iIjh49ihdffBGbN28WxFZVVVVbc2sSCrZ5+EeWZfj9fvF5p9MJr9eL1NRUzJ07F5MnT0aPHj2gaVo1AupefKNoEIiIPv74Y7z88svYvn07rly5ArvdjkAgAJ/PF1bbaZoGr9crXrN6VlUVXq8XcXFxqKioQFpaGh577DFMmzYNN9xwQ63SFSU5wiAi2rdvH/Lz87F27Vph5/h8PrHWhlvOzF6L3+8X/9c0DTabDVeuXEGfPn2QnZ2NGTNmoHPnznWqzyjJEYRhGHT8+HE899xz+PDDD+Hz+aDrOogIHo8HwLWlMcxxAAQbYDabDV6vF4FAAKmpqZg/fz6ys7MRGxsbdn2MkhwhsBW9bNky7NmzBxcuXBDvMWmspkMlOdSOYe+FPZbExERcvnwZgUAAvXv3xhNPPIHx48dbIhiIkhwREBEdOXIES5YsESqarWH2VFgaWX2HA5MMABcuXAARIT09HQ8//DAmT55c5xociijJjYTL5aJPP/0UeXl52LRpkyDVbrcDgFDTRGSJYPZYAoEA7Ha7+D4TPGPGDCQlJdXLhYmS3AgQEf3rX//Ciy++iO3bt8PlcgnVy5Y08L3B5PP5gtRwTTAHPdgdlWUZPXr0wPz58zF37lzLKtoMxXzwKKyDiOjgwYNYtGgRtm/fLuLR7N/yegpAuEMA4Pf7BdGyLAcFlex2O9xutzDODMNA3759MW/ePEyfPr1BBANRSW4QiIj27t2LFStW4J133hEEm4NDdblJbDVzkIPDnGZ1rmkaBgwYgLlz52L8+PFh3aS6ECW5nmAjq6CgAGvWrBERLJvNBsMwgiS4jmMIKTb7zvx7v9+PMWPGYO7cubjnnnvQoUOHRqnaKMn1gGEY9Nlnn+G5557D7t27UVVVBV3XoaoqKisrAVjzg4HvVbPX6622PquqiiFDhuChhx7CuHHjIEVgLY2SbBG8Bi9ZsgRbtmwRKlqWZfHaZrNBVdVqGzw1+cFVVVXiOxzoiI+PR9++ffHMM8+gf//+ESEYiJJsCUzw4sWLsXHjxiCCXC6X+JzZL7YCSZKCHorhw4fj4Ycfxl133RUxgoEoyWHh8/no8OHDWLZsGd58802xBoduHEiSFGRF1wbzDhRb2XFxcbjzzjuRnZ2NsWPHRpRgAKh797qdg4jo1KlTWL58OdatWweXywVVVUFE8Pv9QeupedeoNjB3NpsNAIShdvvtt+Oxxx7D+PHjI06wwIULF2jq1Klks9kIAEmSVOePLMvic6H/pqSk0AcffNDqswaIiD777DOaPXs2OZ1OAiCuUZZlkmVZ3A9+j380TROv+Z4CIEVRxGtVVcnhcNDdd99NO3bsIGrCTIuouq4BREQffvgh8vPzsWPHDrhcLmiaBkmS4PF4qiVLhMLr9UKSJNjtdiHxHL2y2Wwio2PYsGF46qmnMHLkyKaTYERJrgYiov379yM/Px/r1q0TsWNz3psVobPZbPB4PEGf5YQBTdMwatQoLFiwAKNHj25SgoEoyUEw7we/++678Hg8iImJgdfrtbx7BHwf2jQ/FE6nU1jhsbGxGD58OJ5++mn8+Mc/bnKCgSjJAqH7wZcvXxbvma1o3mgwI5Qns0HmcDjE55OSkjBy5Eg8+eSTGDRo0HUhGIiSDKD6frB5k7+qqgpEVO/9YAb71A6HA2PHjsW8efMwZMiQ60YwECW51v1gm80WpHbNKTx1wZw6yxKdmJiIcePGYc6cOddNRZvRrkkOtx/MpJrTY3ljoSaYyWXJT0hIEEbW4MGDrzvBQDsOhhARHT58GM899xzefvttlJeXIxAIQFVV8RmWSr/fL1Q2/6uqqtgiJCLY7XbxMGiaJtylESNG4De/+U2zEQy0U0nmtNkVK1Zg9+7dQbVJVnaQ2M8FrqXJut1usVXo9XoRGxuLSZMm4eGHH0afPn2ajWCgHZLMRtY//vEPrF69utp+MFeGhDmGUNsczuRMTM7NmjBhAn71q1/h9ttvb1aCgXZGstfrpRMnTtS4H8xlLFZquQKBABRFCbK2WU0zwQsXLmwRBAPtiORAIEAHDhxAXl4e3nrrLUGqJElBe8NcihIO5npsThjo2bMn7rrrLjz66KO49dZbWwTBQDshmUOVS5YsCSKY/WCGLMsiNl0XzBY2E5yWlobp06fj/vvvR3p6eoshGGgHJHu9Xjp06BBeeuklbN68GZWVlY3aDwa+X5PN4c4+ffpg1qxZeOCBB5CWltaiCAbauAvF+8FLly7Fhg0b4HK5RPF8Q/aDTcdFZWUl/H4/brnlFkyZMgVZWVno1auX1NIIBtqwJLMVvWjRImzZskWoaHO+M/NhDlUy2dw7JdQIYx/Y7Xbj5ptvRk5ODiZOnIhevXpdpyurP9okyaH1wRUVFWJv1xymrAss5WyMcekpb1Ckpqbi5z//ObKyspCWltbipNeMNkcyJ77n5+dj/fr1IjTp9XotJb4zWJL9fj88Hg/sdrsg+qabbkJ2djZmz56Nbt26Nen1RAJtimSfz0fHjx/Hs88+iz179sDj8cDpdMIwDKGGuZlKOJgfCra6dV1Hly5dsGDBAkydOhXdu3dv0RLMaDMkc9rssmXL8NFHH+HixYv8+3rXB3P0CwA6dOgAj8cDj8eDtLQ0TJ06FTNmzEBKSkqrIBhoIySzkbV06VK88cYbIsfK7AfXZz/YMAyRLlteXg4A6NOnD6ZNm4bp06cjOTm5Sa8n0mj1JLtcLjp48CDy8vKwefNmsQaz72vumFOf+mBd18Wmw5AhQzBz5kyMGTMGqamprUaCGa2a5Jr2g4FrLaiYYF3XYRgGDMOwtB+saZqIZI0cORLz58/HmDFjEBcX1+oIBloxyZyTxfXB5eXlYp/X5/MFGVcs3ea1l5um8f4w1wnb7XbRenL48OH45S9/ifvuuw8xMTGtkmCglZJMRFRYWIj8/Hzs2rVLrJsAwlrORARN08SmBEs5AJFXDQCjRo3CnDlzMHLkyFZNMNAKSWYVXVBQgNWrVwflZJkzOEK+E/R/s7rmtkkczyYiDBs2DA8++CAmTZoU1G22taJVkWwYBp04cQKLFi3C7t274Xa7a9wPBuoOeBiGAV3X4fF4xN4wS/PQoUPxxBNPYPjw4W2CYKAVkcxr8PPPP49t27YJFc0d6ogIiqJAVVVLWZUc7NA0TRSxDRgwAA899BBGjRrV6lW0Ga2CZCZ48eLFePPNN4UfzPXBrKJ54yAczBa21+uF1+vF3Xffjfnz5+OnP/1pmyIYaAUk+/1++vTTT7F48WJs2rSpWmNRIhKZk7VJcOgaHQgEROGZqqoYMGAAcnJyMH78eOi63qYIBlo4yX6/n7744gvk5eVh27ZtqKqqEgYWbx4AwYnv7ELVBnMzNEVRMHToUDz++OMYNmxYmyQYaMEkX60Pxl/+8hds2rRJBDo4cd28H2wuLmOCVVUVARFZloWhZRgGHA4HPB4PJkyYgCeffBIZGRkN7pHVGtAiSSYiev/997F69Wq88847IqMDCB5qUhfMLYQDgYCIYDkcDvh8PsycOROPPPIIBg4cCEVR2izBQAskmXeTaqpN4pZIVjJszMaVOQNTVVVMmDAB8+fPxx133NHi8rGaAi2KZJ/PR59//jleeOEFbNmyBW63W+Rc1beakB8GVVXF2t21a1cMGzYMv/3tb1tUymxTo8WQzBK8fPly7Nq1C5WVlaIvFqtaq3nR5u6yXLYiyzLuu+8+/PrXv8YPf/jDdkMw0EJI5uKzpUuXYv369YJEm80W1OmOCQsHXrO5RknTNGRlZWH+/PkRbYLWWtDsKblcH5ybm4vNmzfD5XIFGUyM2qr8awJ3ouUKxYSEBNx7773Xvfi7paBZSSYiOnnyJJYsWYL169cLqa1pIAerX13Xwx6Xx9z5fD7hV1+4cMFSuLMtoknUtcUEdTp8+LDYD+bJZ9wAHEDQ7Ckm3ErYkn1jNrguX76MjRs3Ijk5GURE7U2am4Rk8/5uTWhsfXA4sLrmQnDDMPDpp58iJSUF/fr1g9vtprYa3aoJTaKu61KpofXB58+fhyRJoko/ElPiuEMAJ8Pz2J6dO3dixYoV+Pbbbxt1/NaGJpFkh8NR4++9Xi99/vnnYeuDgeAu8PVF6NRYJr2yshIbNmxAt27dcPnyZUpISGgX0twkJLMBZQYR0YEDB5CbmxuR+uC6YG71QERwuVyQZRl2ux1nz55Ffn4+0tLS2s363CQk15B+QwcPHgyqLgRqrw+2cLw6/7659b+u66K8hZPri4qK8NJLL6F3797tgugmWZPNHXQ8Hg/t379f1AdzGyW73S7IU1U1qF64Nph7ZFn5+4ZhCCnm2Ddng3z88cdYsWIFzpw504grbR1oEklm9UtEdOzYMSxZsgRbt24VEhyuPrgmdc3kWiGZ65Y4h0uWZTFrid/XNA3btm1Dv3794HK5yOl0tllpbhTJFDLMistDr46RpWPHjuFPf/oTdu7cKdyq+Ph4lJeXB+0m1VQfbE6u0zQtaJgWAFHhYDbQuH+HObWW3zf/Pfa7T58+jdzcXHTv3r1Nq+1GS7J5fWQiPB4P3nrrLWzduhU7duxAWVmZIKWsrMySNHJAw1ywxnld5uoIs5Ry5kg4X9vch6u0tBRr1qxBUlJSmyU6IiSbU2o8Hg/Wr1+P4uJiHDhwQAQ6apqcXhvMk89Cx95xoKOmYdOsmsOB/XLDMHD+/Hls3boVnTt3Ru/evRtwB1o+IkIy32y/3w+3243169ejqqoqKKeZt/vC5WAB36tnDl9yPbGmaUhNTUXXrl1RXFyM//3vf0FSzX/HSrM1v9+P2NhY4caVl5djy5Yt6NWrV5uU5ogZXiylrDa9Xq+YecQwq8m6wARrmgaPxwNFUXDnnXdi8uTJyMjIwNtvv42///3vuHTpUlBakJUHiGH25VVVRVFREV555RVkZGTA4/GQ3W5vM0Q3iORQlVtbYXfo2smftSIo7PIAQL9+/TB79mxMmjQJCQkJ6NixI06cOIFt27aJ45trksMtCWwf8EPIx/jPf/6D5cuXIyUlpU1JdIP8ZCbKbK2awf4o33SzlFvBVetcjLTLycnBmDFj0LFjR0mSJOnWW29FdnY27rzzTmGM8XlYWZPNhhkvM7yR8e6772L16tW4dOmS1dvROlDfkUEAxNgcmEblhL7PvzePyjGP2pFqGbljs9lIURTq378/5ebm0pUrV6qJJhHRH//4R4qLiyO73S7+ht1ut3T+MTExQeeNq6N+JEmi5ORkeuedd8jr9bb60UcCDSG5rh8r33c4HEFzlOx2e9ADMWLECCooKKALFy7UeqOLi4tp+vTpJMuyOJ4sy0GzmEJ/bDZb2OuRZZkGDRpE7733HlFDd0laEJolx0vXdVRVVUFVVSiKIuLX3EZp4MCBmDlzJrKyshAfH1/rupiYmIhp06bh5MmTOHDggHC9OGRqdqm4rLWm+uXQpddms+Grr77C8uXLER8fH8lLbxY0C8m8NnNHALaKY2JiMHDgQCxYsABDhgypk2AAiImJkTweD/33v/9FaWkpvv322yCDjX134FrQJFyghD9z7tw57N69G7fddhsuXbpEHTt2bLVGWLORbO5yp2kadF3HsGHDsHDhQtx7772WE+7sdrtUXFxMFRUVePbZZ2utU2afvbYKDPOf49QhwzCwdetWdO/eHT6fj1RVbbVEX/c12WaziXVUVVXSdZ3GjRtHO3fubPAaePz4cRo7dmzQLERd16utzzWdv2SavyjLsrAP+LujR4+mgwcPtu71+XqTrKoqqaoqDK3JkyfT+++/Tz6fr8E38cqVK7R161b6wQ9+EHQeqqoGWffhzpe9ArNhmJCQQA899BAVFRVFSYZFknHVhYmLi6Of/exntGfPnohISXl5OS1atIg6d+5czYXjv1ubJIeen67rQiMAoE6dOtH//d//0fnz51sn0c1Bst1upylTptDHH39MhmFE7MYVFxfT8OHDKTk5Ocht4tdW/XS+DpvNJoju27cvbdu2jQKBQOsjur4kWyHRrCITEhLETGFFUcjpdFJmZmaTzA02DIP27dtHN910E6mqSnFxceI8YmNja5Xc2n7MGiExMZGGDh1KRUVF5Pf7WxfRkSaZCdZ1XUiBJEniJk+YMIHefffdJjNkzp07R3/7298oLi6OZFkmVVXFoGtW3VZJttls4r4oikIpKSn0+OOPU0lJSesyxCJNMlunuCoJLMWdO3emzMzMRlnR9bmmnJycoHWVX1sh2fx78/cB0I033ki///3v2zfJCJGEmJgY0nWdMjMzaf/+/Y2yoq2iqqqKjhw5QkOHDhXnwg9fOJJlWa4Wbw99UFJTU2nnzp2tR203BcmqqlJ8fLy4SZMmTaIPPvjguj79LpeL1q1bRz169BCqu6brQw2SbCaVtZFZdSclJdHgwYPp1KlTrUOim9LwkiSJJk6c2Gg/uKE4d+4cPf3002LJCKd5YNJA/FAoihL0gAAgp9NJuq7TwoULye12tz+SJUkSO0tjx46lvXv3NtvT7na76ejRozRs2DDSdd2y4cW/NxuSCHHHOnbsSAkJCbRq1So6e/Zsyya6KSQ5Pj6epk2bRu+//36zP+k+n4+2bNlCN998syWS2Zc2/59fcySMgyUdOnSgIUOGUGFhYctW2w0NhoQGGXD14uPi4uiZZ55pVgkOxcWLF+nFF1+k2NjYINJYjcO0Dlu5frMH4XA4aOLEifTll1+2SEMs4mUyiqIgMzMTU6dObTFTRwGgU6dO0uDBgzFjxgzoug6bzQa73R7U+snn81WriKwNPp9PlPdUVVWhsLAQK1euxPnz55vyMhqERpFsFlLmUlVVZGZmIj09HS1ta65fv36YPn06brvttmoJhubkgnDQdV3khXOq8dmzZ7Fy5Ups2bIFkQzTRgINIrk24eR2EMnJyZBluUURDABxcXHSrbfeilmzZiEpKQlerxdxcXEAvq+P4jmO4cD70ZyAoGkaHA4HSkpKsHLlShw9ehTN4UnUhoiRzNmZiqI0ur64KZGUlCRlZWVh6tSp6NChQ7X8ayvgkULcG8Xj8cDn80GSJBw+fBi5ubk4fPhwk5x/QxCxNZklwEpKbHMjKSkJ8+bNw5AhQ8SEGUmS4Ha7LRMNQHye0411XUdlZSXWrl2L3bt3o7KyskVIc0TSfyRTLRRgXSKaC5IkSX6/n2bOnImSkhKcPHlSJPpZga7rQluxscYjiYDvS3e3b9+O3r17t4iy2IjmeLUQb8kSbDabdOnSJTp+/DiWL18uBn1ZcQbMEh86opczUAsLC5GUlISbbroJXq+XNE1rNqIjZl0D1zIdWwvZcXFxmD17Nh544AHR7Y+74fM1sDFGV2dc8O85CZFfS1crSvx+P6qqqqBpGrZv347nn38epaWlaE7/ueUvoE0IRVGk7t2745577sHAgQP5d9UK9fh1uGI6lmgurfX5fNi3bx+WLVsmui80B1pEA9XmRGxsrHTp0iUqKSnB6dOn8d133wVJL1vSbHfUNQYQQNB8SEVR8M0332DDhg34yU9+gsrKSmqOISbtWpIZHTt2lCZNmoTMzEwA13plmwMk/Nos4aEwr+ec4w0AZ8+eRW5uLk6ePInmCPO2e0lmpKWlYdasWfj888+xd+9eAN83nWM/movh66rMZMONHwS2wCsqKrBjxw786Ec/apaymyjJVyFJkkRElJ2dja+//holJSVBzVrN5bGsus0IDfGae26zZnj11VcRGxt73bsBRkk2QZIk6fTp03TkyBG89tprYpo6gKCaKjPM5IYW40tX5z+yL11SUoK1a9eiV69e19Wtiq7JIUhKSsKcOXN4g0XsSpk7EPFPbTAbauxOud1uOBwOnDp1CqtXr8apU6eu2/ocJTkEqqpK6enpeOqpp5Ceng7DMMRMZVVVRTMa5qcmskOjZ1VVVSJsWllZiffeew95eXkoLS29LtcUVdc1QNd1qbS0lMaOHYuSkhJcvHhREG11ZFFd8Hg82LBhA/r27Ytz585RUlJSk6rtqCTXgg4dOmDevHkYMWIEgGvdButyoazC6/Xi/Pnz+MMf/nBd3KooybXA6XR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","detection_approach":"prominent_color_detection"},{"index":29,"position":{"x":57,"y":5,"width":132,"height":142},"scaled_width":42.18,"scaled_height":45.38,"actual_filled_area":759.61,"bounding_box_area":1914,"exact_perimeter":174.19,"approximate_perimeter":163.63,"convex_hull_perimeter":145.23,"perimeter_pixels":545.0609665440999,"original_contour_points":291,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.08,"compactness":0.3146,"perimeter_to_area_ratio":0.2293},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":30,"position":{"x":1217,"y":2,"width":137,"height":148},"scaled_width":43.78,"scaled_height":47.3,"actual_filled_area":1634.37,"bounding_box_area":2070,"exact_perimeter":151.49,"approximate_perimeter":140.64,"convex_hull_perimeter":144.18,"perimeter_pixels":474.0315292925765,"original_contour_points":202,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.08,"compactness":0.8949,"perimeter_to_area_ratio":0.0927},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":31,"position":{"x":609,"y":2,"width":125,"height":148},"scaled_width":39.95,"scaled_height":47.3,"actual_filled_area":570.46,"bounding_box_area":1889,"exact_perimeter":236.01,"approximate_perimeter":208.62,"convex_hull_perimeter":141.04,"perimeter_pixels":738.4823227814096,"original_contour_points":324,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.1287,"perimeter_to_area_ratio":0.4137},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":32,"position":{"x":253,"y":2,"width":139,"height":156},"scaled_width":44.42,"scaled_height":49.85,"actual_filled_area":1677.17,"bounding_box_area":2214,"exact_perimeter":172.57,"approximate_perimeter":160.09,"convex_hull_perimeter":155.51,"perimeter_pixels":539.9726547895311,"original_contour_points":255,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.12,"compactness":0.7077,"perimeter_to_area_ratio":0.1029},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-15 12:24:36"} 
[2026-04-15 12:24:36] local.INFO: Nested area calculated {"data":{"nestedArea":57458.996199999994},"timestamp":"2026-04-15 12:24:36"} 
[2026-04-15 12:24:36] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"9152a678-55b2-41bf-9f11-94bc8957967d","height":45.38,"width":41.23,"perimeter":177.16,"area":435.59,"image":"data:image/png;base64,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"},{"id":"9cddd1f6-4708-4b4d-adc3-47e5715181ab","height":45.38,"width":36.11,"perimeter":234.41,"area":578.43,"image":"data:image/png;base64,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"},{"id":"eec82a1f-053b-4cdf-bf7c-0b28c67e9566","height":45.7,"width":42.5,"perimeter":174.91,"area":758.95,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIkAAACTCAYAAAC6aTo0AAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1dWXAU19X+epnumdGGECAEYjWLAGEwi2SLLRgwNhATL0mVHVcqD3l2kqpUpSpVrvJT3rO9+CVViRcMPyVWsUkgCRACxGL2sBizC0loHWmmp3v6/A9wL7dHy/RII2lG6Kvq0mim+87tvmfOOfeswChGEQPScE9gMEFEdPXqVVy8eBF+vx+BQMDVdZIk9fi/pmlobm7GZ599hvT09BH97ESowz2BwURjYyP+9re/YdeuXWhra4Msy66u641IDMNAbm4upk+fDiIiKfrEUaQWgsEgHTx4kF577TUCEPchSVK3g332xz/+kUKhEA3DbQ0L3P20UhQVFRV49OgRFEWBz+eDoiiuD1mWIcuy47309HSoqopDhw7hp59+Gu7bG8VAUV9fT/PmzesXF4l1+P1++uqrr6irq+uV4CYjkpM0NzfT6dOncePGDQCA1+uFqqqQJKnPg3EP8RA5CRtHURTs2rUL9fX1w3ynQ4MRqbgahoE9e/bA4/EgHA4jFAq5uo6oZ8bA9FM2TjgcRl1dHc6ePTuqwKYqrl27RtnZ2aRpGhcRPp+vR2U01iHLMj8URSGPx0Ner5cA0Keffkrt7e0jXuSMOHHT1dVFu3fvRktLC8LhMFT1ObM0TZOLFQYichw9Qfw8EonANE0ufsrLy3H58uUhua/hxIgTN42NjaitreX/27YN4KXI6I0Y4kFnZycAoKOjAxUVFaMiJ5XAbCNjx47lYkaWZQJAHo+nV7sHO2KJHrzY2bDzVVWloqIiamxsHNEiZ0SJG8uycPz4cTQ3N0PTNIdoYRxloGCciImcK1euoLKyEpFIZEQTyojBDz/8QMuWLSMAlJaW5uAQ6MHeEa8SGz2eqqoEgH75y19SW1vbiCWSEcNJgsEgHT58GOfOnYOqqgiHw/wzprwOFJqmAQD3AUUiEaiqipMnT+LKlSsIh8MjklBGDJHU19dj//79XByYpskX042y6kbvjFZ+JUmCZVlobm7Gnj17HIQ5kjAiiKS1tZXq6+tx+fJlaJrG9Q/2y4+lj7jdmBiGwcdjFlzgOdEcOnQIpmn29xZGMdgIh8P0+eefx9y9qKpKiqIQAFIUhXRdJwCUkZFBCxYsIADcUMb0DTYOuw6CXsIMbKqqkqqqtHPnTqJE7LGTDCOCkzx8+BCnTp2KeZ5lWfw1EcEwDEiShDFjxuAXv/gFsrKyuokM5tOJRCK9jsvogsWtjCLJYBgGbdu2zZUdBAJHYa99Ph+tXbuWzp07R0VFRfxzdo4sy+TxeHrdGTFuoigK5ebmUnl5OY207XDKc5LW1lbs37/flT6gKIrjf1VV4fV6sWLFCsyYMQMlJSUA4OAafZnrxddEhMbGRpSWlrqOgEsVpPzd1NfX4+DBg64Whima7K9t25AkCevXr4emaVi9ejXGjx8PIoJt25BlGUTkEFPREH07kiShsrISly5dwkjSTVKaSLq6uujKlStobGx0ZQthiy0SSXp6OhYvXgyfz4dFixZh3rx5/DPGeYioGxdi74u0EIlE0NTUhG+//XbA95ZMSGkiefr0Kfbu3QvAvdldlmXuEQaAWbNmIT09HbIsIzc3F4sXL4bH4+FjRnOfniASSygUQmVlJVpbW/t9X8mGlCUSwzDo7t27KCsrg67rfYoEEYqicM6Qnp6OOXPm8GAiTdMwffp0+P1+AM85QzwGOQBoa2tDQ0MDzp07h2AwOCJETsoSiWmaOHToENrb2+Hz+Xo8Jzo8kV2XkZEBy7KgKArWrl0LVVU5ka1btw5jx47lY4gm+Fjhj8BzZfjRo0f4z3/+A6/XO5iPYMiQskRy//59HDlyBJIkobW11ZXVlC04iweZOnUq5s6dC13XoaoqiAjTp0/HmjVruvlp3Cy4oiiwLAuqquL8+fP43//+19/bSyqkJJEYhkGnT5/G+fPn+eIxPaIvsB0L01/mzZuH1157jX9ORMjMzMTmzZv5NphxGDfijBGqZVm4fv06Dhw4ANu2U17kpCqR4NChQwCcyqUbyLIMj8cDj8eD+fPnw+v1chuLpmkwTRNvvPEGcnJyoCgKIpEIPB6PKyKxLAuSJCEcDsO2bZSWluLp06f9u8kkQsoRCRFRXV0dampqoKoqDMOALMuuPbBMHGRnZ+ONN96ALMuOHYxt28jJycGmTZscimu80HUdFy9eRE1NTcrbTFKOSNgvtL6+nosEplTGAhNJkUgEc+bMweuvvw5Zlrniats2dF2HLMv49NNP+XWmabqyw3g8HhARdF1HKBRCV1cX9u7dm/Le4ZQjkps3b6K8vBy2bYOIHJwgFphVVJZllJSUYNKkSfwzRVE4N1IUBYsWLcL8+fO5/hJP+CObj6IoOHnyJC5cuOD62mREShGJYRj0ww8/4M6dO1wXYZZRNxzdsix4vV54vV4sXLgQmqY5rLDMqur1eqHrOvfl+P1+V0TCOAaLOyEiPHnyBLW1tTBNM6VFTsogEAjQBx98wJOuWIyH2xhWWZZJkiSaM2cOXb58mYiIIpFIj3+7urqotraWAJCmaX3GvIrfx87HCw+ypmm0Zs0aunXrVsoSSUpxkqdPn+LChQvdIs+IyJXOwLbAy5cvx/jx4wF0D0lkiqrP58P48eOxYMECmKYZVwikyHXC4TAePHjA83Pc3msyIWWIJBgM0okTJ/DTTz9xsSAuhludQdd1bNy4EePGjePvMetr9Dg5OTnYsGFDj869niASnGiFffDgAUpLSxEMBl2Nk2xIGSJpamrCzp07AbyMCzEMA4qiwOPxuCISWZYxduxYFBcX9+nVjUQisG0baWlpeO+99zBp0qS4bDHMNyS6Ai5evIiTJ0+mZH5OShBJZ2cnnT9/HkePHoWmaVwxBBAztFCEJEmYM2cOJk+eDOClIU4kAJZ0xba9y5Ytw7x58+JKD2XxKJFIhBNLe3s79uzZk5IBSSkx40AggNOnTyMQCEDXdZ7vwtz+LHo9Fvx+P9asWQNd1wG81D8YoYnciBFFdna2I3ygLzAxw4iEcSU2/vHjx1PSApsSRPL48WOcOHECwHPnHFsIwH06BABMnDgRW7Zs6RYoxLbSkiTxbSyLSrNtG2vWrEFhYWHM8aOJVfQg27aNu3fvYu/evTAMI6VETtITSXt7O926dQunTp3iukdmZiZ/8Lquc+9rLEycOBFLlizh4sm2bU4UjDOxz8S8muLiYhQVFcU9d5H7EBECgQAOHz6csgps0iIQCNCmTZu43YHZOvqyU0S/9nq9lJGRQV999RWFw2EiIv6XwTRNioZhGEREFAgE6MCBA458Gza+JEndcnLQh50mOzubTp8+nVLFb5Kak7S1tVFNTY0jLqMvBZIpncz0zt6zbRsTJkzguoU4hshJosdmY6SlpWHy5MkoLCyEqqqwbZuHKPRVACcatm2js7MT27Ztc6XjJAuSmkgURUFZWRkePnzIdYS+wESFaBhjImPx4sVcr2CKr3gNu66378jPz8fWrVt5pSPR6+zWRsOu27t3L5qbm11dkwxIaiLp6urCiRMnYNu2q4VguwkAPLjIsizk5ORg48aNPMxRjEFh9hKWYC5JkoNwGKfx+/3YunUrz/hj21tGbG52V4wzNTY24tixYyljgU1aIjFNk6qqqnDr1i0Hh4jOcxEP0QYhGsvmzp2Lt99+m9su2IISkSMynoG9FkWQJEkoKChAUVEROjo6ADjjXt0ozqLCvH37djQ0NPT7+QwlkpZILMvCd999h0AgwH0u8YBxAF3XsXz5ckyfPt1RnzU66ao3HYERFIto+/Wvf41wOIy0tDT+Pey1G7DItVOnTuH48eMpwU2SlkiuXr2K6upqLhZiEQmzdbDXzIg1ZcoUrFmzhnMW0QknchtmmAO6p4Oy91i2X15eXr/8Rsy+I0kSnj17hn379nGulMxISiJ54aZHU1MTf6h9sXPRoCbLMvcOZ2RkYObMmViyZAn/3LIsHovKCI+Z+UV9hv3ARVGn6zomTJiAt956C8FgkHOfYDDoSidhY+m6Dtu2cebMGdy4cSPljGtJgZaWFlq8eDG3jbiNF2GVAFiFAa/XS99//z0REdm27Tj6i87OTvruu+8oKyurR9tMX/EmrPaJLMuUmZlJAOiLL76gZBc5SclJrl+/jtu3b3Mbh6qqruwKLMjZNE1omoaJEyfi9ddfd6R1DhSqqmLp0qUoKCjg4kPkXn0hFArxe2pvb0daWhoqKipcN2saLiQdkbS3t1N5eTkCgYDD1e72xybqHKtWrcKcOXMSOj9ZlvHaa69h9erVju9yq5eIxKQoCs6fP4/q6uqkVmCTjkju3bvHmwdYlsU9tm62mCzq3ePxQFEUfPjhh3xX4rYJQSywLe/atWsxYcIEvuhuc5HFUubt7e2QZRn//e9/E1KperCQVERiWRZVVVXh3Llz3XJw3YDZTyKRCObNm4dVq1ahq6uLf5YIMCIpLCxESUkJwuGw65xftusS78fj8aCyshLXr19PyPwGA0lFJJ2dncx2wHcclmX1mhAeDWYokyQJP//5z5GTk8N1mUQlb7MdypgxY7Bx40YA7uvEsp2amDHY1taG1tZW7N69G5ZlJSU7SRoiCYVCdO7cOVy4cIGXfmD2injqo6qqiry8PGzevBkAuKhJhOIqZvT5/X4sX74cBQUFrkUN0LMNxrIs7Nu3D7dv3x7wHAcDSUMktm2jvLwcN2/edNgtvF4vLMuKy+I6ffp0FBQU8P8TlUHHvMyBQACKoiA/Px+rV6+OK3GLhPjXcDgMv98Py7Jw48YNXLp0CZ2dnUnJTZIC9+/fp/nz51NGRga3K+i67ojbEJscsSO6OmJGRgb985//JNM0ybKsHuNEBgI2XiQSoVAoRBUVFdw2oygKt9eIdhK38SYff/wxJaNhLSk4CRFRZWUlGhsbHVFbkUjEoXAyscN64724lusJHo8Hs2fPxqJFi3hGnpsQA7eIrqOm6zqmTJmCpUuXwjRNPl/G+di5bgO1b9y4kZQJ5klBJJZlobS0FM+ePXPI9+jivMBLAiHBO8v0DU3TUFJSgqVLlzrGT9QzZ4qnOObUqVPx4Ycf8rmJ54oKrZvcnfv372P//v0JmWsikRREcvPmTZw9e5Z7e8X40mgwiyXTA5hXV9M0pKenY9WqVd12Q4lKYxDnxF7ruo5169bxjEAx9EAkcjdzMAwD1dXVePDgQULmmygMO5EQER05cgQNDQ0ON77IOaIRHVjEFNO5c+di+fLlAMBzZxgS0RRJ5CKswI1pmigoKMBbb73F0yh6inpzWwTn7t272LlzZ1KJnGEnkqdPn2L//v1c34hEIt1kuPgLFp+dmLnn8Xiwbt06TJs2jY8VbxUkNxC/nxnHsrKysGXLFm4ltm2bc5Ro8dgXIpEIDMPAzp07k6pG/bATSV1dHerq6vj/0Q9TrEMS/bkYgpifn48NGzY4nG1MbIm9bwaCaIJjJn8iwsqVK1FQUMC5G+Mm0XErsRCJRHD9+nVUVVUlDTcZViJpbW2lS5cuoaWlhYsaFufh8XgcC8teiwvFOE5mZiZmzJiB+fPn88qKgDNnOFEQi+ex7wiFQpgyZQoKCwu5ITA6xsUtkYZCIRiGgQMHDiRszimNmzdvUklJCbclxMqrwQvbCV7EZjD7SFZWFv373/9OSLxIvBC/s6ysjNLT00mSJN710+fz9XgfiOp0wbqOMpvKggULqKmp6dXmJG1tbXTp0iVcu3YNwEsx0heHZYX0/H4/QqEQTNOErusYM2YMiouLh2TefWH27Nm8OhLjXsFgkHuyewO7Z5bnDDzX1UpLS5OiCsGwEUlLSwsOHz6M1tZWLmZiiWD2AEUZrygK3nzzTYcZfrgwefJkbN68mRv42Dzd7GzEHZ2iKGhubuaB4MONYSESwzDozp07qKiogKqq3PYRC0yBZcHDPp8PXq8Xn3zyScJ3Mf2BoigoKSlBbm4u3yKL3CEWRO+wbdv44YcfUFtbO+wFg4eFSGzbRnV1Ne7cucM5SE9HdF4NAM662a905syZeOedd+LyxA4WZFlGfn4+1q9fz7mCuBWOvp+e7llMQ+3s7MR333037Anmw0Ik7e3tOHbsGADEvT1lMp7ZU1asWAGfzxfXNnOwoKoqdF3HBx98wLfhTFy45XTMO8zGq6ysxL179wZnwi4x5ETS1tZGVVVVuHLlSo/Zc71BfMjsfGYbif58OKFpGoqKirrVM2GcMRZYyXHguQ7W2NiIo0ePDqsCO+REQkQoKytDc3Mzt0zGEhWi0czv9/NdzcKFC7Fs2TIA7j2tg420tDSem6MoCo+Ii04O6wli5SXgOddkdfSfPHkyyDPvHUNOJE+ePHF4Ot2IGyavVVVFV1cXZFlGZmYmNm7ciJycHITD4aQgEqZ4SpKEzz77zGEpjvZJ9YToZtes2VNdXR327ds3bBbYISWSQCBAe/fu5XI6Eok4OoLHAjsvIyMDkyZNwurVq6EoCjRNcx1nOphgc1AUBRMmTMDSpUvR1dUFSZJcWX3ZOdEOwra2Npw4cWLY/DlDSiTBYBD/93//x5OUAHd9ahjEEt/Lli3DggULupWKGE6IOciTJk3C1q1bAbgPwmaMghEJSzbr6upCdXU1Ll68OCzcZEiJ5N69e7h27ZojD1csZBcLRMR3Mu+88w5/PxgMJl3pS03TsGHDBsyYMcN1IHZPBYeZ3+fx48coKysblq3+kD3ZtrY2OnjwIF9Qln8ihiS6gaIoWLBgAVauXMkfmJsUy6EA8/gyzjZ79my8+eabrsuas2cgEoI45tGjR9HY2Dg4k+9rXkP1RT/99BO2b9/O7RusciKDW5EhyzK2bNmCiRMnQlVVhMNhaJqWdBlwlmUhPT0dP/vZz1zrXWKRG4/Hw6spWJYFIsLt27dRW1s75CJnSIgkGAxSbW0trly54njfTbt3EZIkYdy4cXjvvff4e+zhJxORiG1li4uLUVxc7IpIxHN6ajfb1dWFnTt34tmzZ4Mz8V4wJETS3NyMixcv8mAcxnpN0+SKqxuZnZGRgWnTpjnKeHu9XoTD4aTQSUR3AouHmTlzJoqKilzPTwxWEuN4mSm/oqICT58+HVJuMiRP9v79+9i7dy/X/lkRGcZOeyKQnt4zDAN/+tOfeOOB6CTwaD/PUCC6Zpu42woGg/B6vfjwww+Rn5/varxoxVT0jhuGgdbWVnzzzTeO4KrBxqATCWtB0tTUFNd17MGwhy/LMqZOnYr58+dzRVWsEZ8M4kYsdwWA11XJy8vrlubR3/FN08SxY8fw448/Dng8txh0Inn8+DEOHDjQ79IP4q90yZIlmD59Oi8TLnIilhg1nAfQc62S3NxcrF27dsDPkhUaZl1ChyqEYFDNlOFwmLZt24bLly+7Oj868Ul8X5ZlzJ07Fx0dHejo6EA4HHYY4vpToTHRkGXZsS3v6uqCz+cDETmaQvYXLCjctm0cOXIEH3/88YDHdINBJRLbtlFWVua6TXxf0WlEhDNnzuCLL77gnISVx2TtTIbbE8w4G0swC4VCXOQ8fvx4wOOL6axnz57F2bNnQUQkDfeNDwSXL1+madOmOZK++zqig6DZe4qikKqqPPDZ6/Xy5HGfz8cTtVlA8XAeeJHErqoq/8vmGqvwXvTR0/mqqpKqquTz+egPf/gDDUVNk0HjJKFQiP7+97+jvr7etVIpnieKnmglVtRvxKitZFBege56SW87uHjBOC0zRlZXV+P8+fMDHjcWBk2Id3V14dixY47+Mf2BqBiyXjcM0aGM0eGBQ32wnjkMrJ4JkJh8ZDHA2rZt3L59GxUVFalZB5b11GU5MqIYGciBGOw52Y9EPQMm1gDQ0qVLB713zqBwknA4jH379jmy3JJFFKQymA2GiTJFUfD48WMcPnx4UC2wg0Ikra2tKC0tddzMKBIDUWxpmsaTuAb1OxM9YDAYpKtXr+LmzZvdbmgUA4fIMFgFg7q6uoRssXtDwomkra0N+/btc8R7WpaVNNFjqQ6xYgErj/7o0SOUlpYmTRWCPkFEVFlZSVOnTuWKlVgMb1RxTcz9syJ+4vMtLi6mp0+fDgqRJJSTBAIBVFVV4f79+/y9UQ6SWLC+PMzuwiL7Ll26xEwOCSeUhBLJ48ePceHCBf6/JAQGJ0M0+0iAGEnP7EQs0Prw4cPDEt7oGh0dHfTtt99SXl6egw0yNtlTDdZodsrsKoqi8LoeaWlpCbUzDOcRff/sHhNlts/Pz6fLly8nnJMk7OdNRKiqqkJLSwv/HwDvP+Om9LdhGNB1HYZhcDHV2dnJOVE85cOTFaqq8rAG5l5IRNE/4Hk5j8rKShiGQbquJ8zplzBxc+/ePRw9epTn1Ig5MvFANLWz17ZtjwgCAbrH9WqaljDfTjAYxK5duxJe4jMhnCQcDtM//vEPrrCyikTAy3A8VnAuFjo7O5Gbm4tZs2ZBURTuwGOJSqkO9gzS0tIQCoUQDodx9erVhHT38ng8qKurQ2VlJWzbJlmWE8JNEvLUQ6EQ9uzZw2+0p06XbgrVeDweeL1e/Pa3v8WKFSsAgP/S3BJZMoOJmnA4DJ/PB8Mw0NXVhe3bt2PPnj0Dvj9ZltHW1obdu3cPWUCSKxARnTx5kjceBF42C2CNExHllEIvipemaVRUVETXr1+nlDAMJQBERF9//TWPiRmI4squycnJoWPHjlGitsMD1kkCgQB27tzJW4UB4Nn0bJ3dcgFZlrF8+XLMnDkTUiKEdApAkiRp0aJFmDZt2oDHYpWSnj175vCdDRQDJpL29nYcOnSI115lECs7u/XbTJ48GStXrnzl/Dzz58/Hpk2bEjKWruuQJAnl5eXJoeybpknffPMNFxVu7ASKojjsAiwk0efz0aZNm+jRo0evhJgR0dzcTBcvXqT8/HwuolkPYfYXLuxEEOxKWVlZtGPHDmpubh7w8xwQJ2Gt1InINdWKHEZ6kUfClNNly5YhKytrIFNKSYwdO1YaP348Fi5cyHeDbHcYT7iFpmno7OyEoigwDAM7duxIyPwGRCQPHz7EoUOHXNffEDt0iv97vV6MGzcOb7/9NtLS0gYypZRFTk4ONm7cCL/fz4O02G4IcEckTI3zeDwIh8M4cuQIbt26NWB/Tr+JpKOjg86fP4/m5mbXhWjEDYsYrWaaJlasWIGFCxe+MgprNLxer/T2229j9uzZnDBYTCvgrmCw2LvQtm10dHRg+/btA7a/9JtIHjx4gIMHDwKA66rFYtQ78LLnr2ma2LRpE7Kzs/s7nRGBGTNm8PLnYp0Tt8WQpReJ6mIsz/79+wccUd8vIjEMgy5cuIATJ04AgOsiLcDL9iLiA5g8eTKKi4uRKAthqkLXdZSUlDiSy8VefrEQ3QjKNE08e/YMZWVlAwpI6heRdHZ24tixY2hoaOjXl4ocxePxYO3atZgyZUq/xhpJ0DRNKioqwpo1axx15t36dsQfHjvfsiycPHkST58+7fe84iaStrY2ampqwpkzZ/h7rHevG4gdOv1+PzweD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"},{"id":"eb131eaf-220c-497a-a634-eb0cf4f758df","height":47.3,"width":43.78,"perimeter":151.68,"area":1633.61,"image":"data:image/png;base64,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"},{"id":"2c58b1ee-7c32-4652-b3b2-f9f5cbfd987d","height":45.38,"width":39.95,"perimeter":208.93,"area":1086.74,"image":"data:image/png;base64,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"},{"id":"5118f756-a132-4ebb-a1f7-293e7285d027","height":45.38,"width":33.88,"perimeter":259.92,"area":650.99,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAG4AAACSCAYAAACkC/+ZAAAABmJLR0QA/wD/AP+gvaeTAAAHt0lEQVR4nO2dv27TXhTHv772td0kNI1SKYUipgxFSEBXugAjj8ALsPAazLwECxsDzOzwAogMDAipQ6SKKq3jP9f3N/R3L7dJaCynLjry+UhRTG3ZwR+f6/g4PgdgSOIBwHQ61V++fMFkMoEQAmEY/uvP1WqyLINSCnEco9/v4/DwEAcHB567TAAAk8kE7969w8ePH6GUgtb6yhWvm89sRhRFmM1miKII4/EYr1+/XlomAAAhBGazGU5PTyut2PO89Qsxf2XdgV8UhX0dHx9jNpstLRMAFyJ837/4QxCgLMsrV7xuPnM16w78PM8BXESe53mYz+dLy1hxZmVVhkrmZsiyDGVZQgixNG/5LwwJWBxRWBxRWBxRWBxRWBxRWBxR7HWcuXZzp/+GlNJeJAZBgKIo7LTWGkopu2wcx0jTFFpru2zbMy/r9q/neXZfpml6aX8agjobdjMnrvCyLFGWJaSU0FqjKAoopezBYC4k+QL/arTWNjB837dZLZda4twjoCxLm3kxQrXWNqrMBzDLApzrXIfv+zYIwjC8PnHARWJaa30pkgxFUSCOYyvNzPd9H0VRcMRVwBzkcRyvPNBri3MjzJ3udDpQSuHevXvwPA9FUVjJQRAgz/PWR1yV/7/ZX+PxGHt7e0vzNxJnEEJAKQUhBIbDIZ4+fYrHjx8jjmNkWQYhBMqytENAENTebCswpx7f9zEajfDw4cOlZWrvwVXDXRAE2N3dxcuXL/HkyRP0+/12h1aD1LqOWzynmegTQqDX60FKydIaplbEaa3tOc33fTsczudzhGEIKeW1fkhmGc6cEIXFEYXFEYXFEYXFEYXFEYXFEaWWODdrYqYX35lm4YgjCosjCosjCosjCosjCosjCosjCosjCosjCosjCosjCosjCosjCosjCosjCosjCosjCosjCosjCosjCosjCosjCosjSi1x7mPEbrkM999MszQScW1/OP8m4KGSKCyOKCyOKI2I4y8ozcPiiNKYOM32GqV2nRPgosaJ53m2V0Gv18O3b9/w+fNn/PjxA58+fdJlWSLPc4RhyLW8/kcphTAMkee5LZHleR7u3LmDR48eQQixdgdtVFRr8WHG8/NzlGWJt2/fYjgc4tatW1BKQSllJbM4IAxDW//MvLrdLl68eIGdnZ1K69hYnCkYZqoNnZ+fAwDOzs6WKuyZMoltF+eeRUyBOgA4PDzE1tZWpXVsLM6tV1mWJbTW8H1/qRztqseP24pb4jiKIqRpakekqn2LNq4/aHq/uBt2i5Ca6qamxK+UElmWbbpZ0rinmCRJAMDupzRNK62jljg3wsy7GQJNSVqD22TJFIduO6a2p9mPRVFASmlfVahdTNts2K3D7A6Bq0Lf/TbaZpRS9mA3otI0RZIkK1uOrWKjodIdEhcLai+e40x12MXy9m0kjmPM5/OlaudhGKLX61VaR21xi0PiYsQt0nZZLvP5/NJoZcjzvPL5n5PMRGFxRGFxRGFxRGFxRGFxRGFxRKl1Hecmkc10t9vF2dmZXWZ3dxfT6RSdTsfmJ5MkQa/Xa30DeCEEkiSBlBJCCKRpisFggL29vcoJ+I37x5n7SiYDMBwOcf/+fTx48ADz+Ry+79skdJZliKLINgpsKyblZ8QppTAYDHB0dIThcFhpHRvdAQf+/Pg1yzJIKXH37l28evUKz58/t7cvlFLodDq2s1XbxSVJspTLjeMY/X4fnU6n0s3Ka20rJYTAYDDAzs4O9vf32323tGGu7dkBALbVWNVEKVOf2sW0jTxzb8lMc3+4m6H25YA5wa7qe9r2nybcBBuLAy4/arXYW45phtp72fwEwdxMBf78TIEjrnk4PIjC4ojC4ojC4ojC4ojC4ojC4ojC4ojC4ojC4ojC4ojC4ojC4ojC4ojC4ojC4ojC4ojC4ojC4ojC4ojC4ojC4ojC4ojC4ojC4ojC4ojC4ojC4ojC4ojC4ojC4oiy8TPgZnrxnWkWjjiisDiisDiisDiisDiisDiisDii1BJnitOEYWhbjAG4VN6QaZbatbxWvZdliZOTE0ynU/z8+VOfnJxwpZqG2Khe5ao+aMfHx/jw4QO+f/+OKIrw5s0bLaW03azaXh22Cqbi7mw2g5QSeZ5ja2sL+/v7ePbsGW7fvu1tJG6xUiwATKdTvH//HoPBwLaS9H0feZ5DSsnyKqC1Rrfbxenpqa2wG8cxDg4O7L6/lohzi6+ZfmirOjNV7dTEXFTcNQe7qeH869cv/P79G8A19kg1ZXtNNJkazUEQ2A5Wpt0msx6z/9x6127vvY0vB0x7MdM60uBGo5mu2tSu7URRZKfdeqDdbhfb29sAaopza1K606ZyrBDCSjTnObNxZj0msnzfRxzHAGDbdpt5AYBLDWqrdA12v1yYMHb//rfhkNtsVsdtNw3Adn228//VB2M2g8URhcURhcURhcURhcURhcURJQCAoihsh6kqSWC+kG4Wc81m7gyYdzfXGwAXN0RN5h5YL4bzjc0ShiGyLFtqeh/HsU0b2iTz9vY2RqMRyrK8lCtbhduehbl+giBAkiQ2zRXHMbIsw2g0sst4ADCdTvXXr18xmUzg+/5aMfzThGaRUto0ZFEUCMMQRVGg2+3i6OgI4/GYz1VU+Q+NSeWoZm6zKgAAAABJRU5ErkJggg=="},{"id":"066ebf6b-a2f1-4e8f-a019-e944c707c2ff","height":45.38,"width":41.23,"perimeter":214.39,"area":482.78,"image":"data:image/png;base64,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"},{"id":"9ea642e8-e5df-45f4-956a-9081eb502fbe","height":45.38,"width":34.83,"perimeter":150.17,"area":946.56,"image":"data:image/png;base64,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"},{"id":"356f1171-b422-4e1d-83a8-c5a7c2e63819","height":45.38,"width":43.78,"perimeter":371.94,"area":914.54,"image":"data:image/png;base64,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"},{"id":"755edde5-475b-4676-8906-c00e3a56dd8b","height":46.34,"width":36.11,"perimeter":227.84,"area":599.72,"image":"data:image/png;base64,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+OqrrzAyMoKpqakF8+JroWuzfJP5Ssuy0NzcjN27d2Pv3r3Yu3fvv/89oVwuR99//z198MEH1NXVtWAEo2naghEHq2+ylGO5ilJxuqKqKs8N2fmK9/Hnjqx2ahgGNTc304EDB+jQoUN048aNiiLzUgh5CkREQ0NDOHfuHM6ePYs///wTN2/eRDKZLJgb949Iir9EvlRk91dl2DiYRd7F9vUHF7aytq2tDU888QS6u7vx/PPPY/v27airqxNmhULNOZfL0eDgIPr6+nDhwgX8/vvv6OvrQzqd5s6eFRf8frNYyMWWGvthYjEhLcvi69zZsFXXddTV1aGxsREvvvgiduzYgeeeew6bN29GbW2t8G68In5hfn6eZmZm0N/fj/7+fvT19WFwcBADAwOYmJgoqLYDKCkug43Fi2c2FUWBYRi8ZBYKhRCNRtHa2orNmzdj69at6OjowLZt29DS0oL6+voV84Mr7mAdx6EbN25gaGgIAwMDiMViSCaTmJqawujoKKampvi3xnK5XMlvj/ktTVVVmKaJSCSCdevWIRqNYv369Whra0NzczM2btyIzs5OtLa2lizEimZVI5XjOERESKVSGB4exuDgIF9qZ9s2MpkMstnsglpjNpuFruswTZNvtbW1aGpqQkNDA7q6uhCNRhGJRKBpGoLB4KpH4H89NyEiYiUvthV/g8KyrAIfC4Cv4X7o8pZkbfE/7cI1xi1Hi6sAAAAASUVORK5CYII="},{"id":"3e66c745-435d-42a0-8232-bfc578de9e51","height":45.38,"width":40.91,"perimeter":236.02,"area":574.55,"image":"data:image/png;base64,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"},{"id":"6e84d758-97b9-4595-b69a-e666d48bf816","height":47.3,"width":36.43,"perimeter":266.85,"area":658.14,"image":"data:image/png;base64,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"},{"id":"4cb676d1-ce53-47d6-adcb-b9f0951a4f72","height":47.3,"width":43.78,"perimeter":151.49,"area":1633.97,"image":"data:image/png;base64,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"},{"id":"7cf21a5d-4640-472a-8fb2-a998a90a6672","height":45.38,"width":35.79,"perimeter":274.24,"area":733.41,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHQAAACSCAYAAACUh+64AAAABmJLR0QA/wD/AP+gvaeTAAAYXklEQVR4nO2d+W9U1xXHP/fNmzcej40NJiWhJGCgCWvCTpUUaCCQEto6AUoIhKUkgEq6ROqv/QtaVc0PCJVGpCAbs4WwRQUq0SUlNEAAU0FTJAhgwBtgg+3ZZ97tD5P7/MbYnjEe7+8rjcK8WePvnHPPPed7zgUHfQoCoLq6Wh46dIiGhgaEEG2/IMXjOTk5jB07lunTp+PxeNp+cj9HMBiUJSUlNDY2YpomUsqUf18pJR6Ph1AohMfjQdd1Bg4cyIwZMxg1alTixUeOHJGFhYXSMIyUN4/H0+YtOztbLl++XJ45c0Z2xR+lN+Prr7+W06ZNkwMGDJBCCOnz+aTb7W7zlpWVJfPy8iQghRBS0zQ5fvx4uXv3bgmgA4RCIW7evIlpmil/IakgpeTUqVNMmjSJe/fuycGDBztW2gqysrKIRqPU19cDCR5M02zzNdFoFCkTtqLrOtFolIqKCu7evZu4BuD3+zFNE8MwiEQiHfqSAwYMoLy8nE8++YSxY8cSDAal1+t1SG0B4XAYr9eLpmmYpkk8Hk/rdYp0TdOsa4pk64oQ4rHIFEIk3WKxGIZhcObMGT766CNqamqIRCKO+20BbrebaDSKaZpJ5LQFIQTRaBQhBOFwGEgQ+wihmUIgECASiSCE4MKFC2zZsoVQKJTpj3HQCjJOKIDL5cIwDMrLy9mzZw+nTp0iFos5VtoF0DP9hi6XC7fbba0HdXV1bN26lWeeeSbTH+WgBWScULUWm6ZprRHHjh1j8uTJ3L17Vz7xxBNOgNSJyDihpmla2x9N0wgEAggh2L9/P5MmTUJKKUVH90YOWkXGCVXRlop4IbFfun79OqWlpYwYMSLTH+nAhowHRVJKXC6Xta/Kzs62wuzDhw9z5MgRampqnACpk6BDggS7ZdmhrreG5o8LIZIyToFAAICHDx8CUFJSwpgxY/D7/dLn8zmuN8PoFAu135onHiorK9mxYwc3btzI9Ec7oBPW0LYghODBgwf89a9/5aWXXuLhw4cyLy/PsdIMoksIbe7G4/E4xcXFjBw50ol6M4xOyRS1+YGahtvt5tKlS+zatYuvvvqKeDzuBEkZQpcQag+61N5U13VOnTrFrl27rCSzg46jS9dQO7GGYVBTU8Phw4eZOnUqoVBIZmVlOa63g+iU1J8dzbc18Xgct9ttbWeuXLnCzp07nfU0Q+h0l9t82wKJqjsk6oFSSk6cOEFxcXFnf5V+gS51uZCoxkDCUmOxGFJKwuEwp06dori42LHSDqLLo1yVvFdQ3F26dInS0lJu375NY2OjE/U+Jrqc0OYRr2EYADQ0NHDhwgW2bdtmWbGD9qPdLjcT3lAIgZQySRRlmiY1NTWUlJQwc+ZMx/U+JrrcQpsHSPF43KqdSikpLy9ny5YtlJeXd/VX6xPoFpdrL4BDol5qGAYulwspJf/85z8pLS2lsrLSWUvbiS6Pcu1QVqraAOLxuGWx27dvZ8yYMZimKTVNc1xvmmi3hSorUi5S9Vqo+x6PByklXq8XSFikruvWuqmgCuDqul2bKoTg+vXrbN68mYsXLxKNRh1LTRPtJrSlgrdd9R0KhRg4cCCBQAApJYZhWImEdN5TCYjj8TiXLl2iuLg4ZXuAgya0m9CW9pDqmrqvhNX2IDVdZbjaxrhcLqqrq9m3bx/Hjx/n/v37jpWmgce2ULsiQV3Lyclh9uzZBINBNE3D6/VaKvpUjVDq/ZQ1qx9AVVUVv//977l8+TIylR7GQfsJbckq1Zqal5fHe++9xwsvvIAQIqkFIt3ONvW+sVgMt9uNaZr861//4ujRo5YuyUHr6PC2RREqhMDn8zFv3jzWrl2LYRiYpklOTk5SZqilZL0dup4IvFWgFI/HcblcHDx4kOPHjzsBUgp0OCiyZ310XSc/P58FCxawYMECdF23ItmWXquu2W92QlWgpWka//vf//joo4/4/PPPHdfbBjJioQpKkzts2DDWrFnD+PHjCQaDZGdno2laWv2Pyk0r1+vz+QiHw7jdbj777DP27dtHdXV1R792n8Vj5XKb7yfV9Xg8TiQSIS8vT0SjUVldXc1vfvMb7t+/T3Z2tiU9UWUz60voOpqmtdifGggE0DSNWCxGLBbj4MGDTJgwwcn1toJO0eUCuN1usWDBAubNm5f4oG+i1lgshsvlwuPx4Ha7rWsqGm7rPSER9e7du9eJeltBxgm171NHjhzJypUrGT16NI2NjUBTsBOJRKyAR0ER3Bbi8TgnT55k8+bN1NbWZvrr93pknFA7QUIIMX/+fNavX09ubi5CCHRdt9KHaiujAiHV3NQSVNCkWhT379/PsWPHCIfDjpXakHFCm2eEsrOzxdKlSykqKgISFuxyuSwSFakq+ZAKyi03Njayfft2ysvLHddrQ8YJbSmwefLJJ1m/fj0jRozANE1CoZC1RTFNk2g0ahGcap+qtkHRaJTTp0+zZcsWa6SLg04gtCUSfD6fmDRpEitWrGDYsGEAj6yfrclOmu9TTdPE6/USi8Xw+/3s2LGDjz/+GL/f71gpnUCoKps1h5SS1atXM3fuXPLz84FH1tu03l9Kaa21pmkSDAbZvn07ly5dclwvHcgUtZT9aZ6/tSM/P1+MHj2an/3sZwwePBhIJBGaa3XTgSJUSkkoFLLE2moiV39Gl0pQXC6XGD58OOvWrcMwDHRdtyLXdKdoQdOPSRXVHz58yMmTJ9m2bVu/H3LV5ZqioUOHiiVLlvCjH/2ISCSSRGq6UF5BjdABrG628+fP92vX2+WEAhQWFrJp0yZGjRplZY7ao0pQfNkT/5FIhKtXr7Jnzx6rb6Y/olsINQxDzJgxg02bNuHxeIhGo9aMwFRwuVxJNVn72ltfX8+nn37K4cOH+23PabcQCpCbmyt++MMfsnDhQksg1lamSCEejydZs6rFqvX0xo0b/PGPf+TMmTP90vV2G6EATzzxBBs3buT555/H6/W2y+2qlKGmaWiaZikLo9EoZ8+epbS0lDt37nTit++Z6FZCBw0aJGbOnMnGjRutlGAq2AvgdlVDNBq1ImUhBMeOHeNvf/tbv7PSbiUUEqTOnj2bJUuWJOl0VfRrh2EYSW5ZPV/dVB7Z7/dz584dSkpKOH36dL+aBNrthAI899xzvPbaa0ybNs0ixU6msty2BjTbx3YDBINBLly4wIcffsiDBw8666v3OHRrK4SCYRiitrZW3r17l/LycmpqaiwVfjgctgTbqSZu2wddSSm5e/cuhw4dYu7cuf1mhkOPsFBIuN7Fixfz4osvYhiGNYsBmnpf0kE0GsXj8Vj3A4EAW7Zs4erVq/1iPe0xhAIMGzaMlStXMm7cOICkBIHabzYvrzWvxkCT+1UD+j///HN2797NzZs3u/j/qOvRI1yughBChEIhee7cOSorKy11X3tOq7DvZ5XMBRJDI5988sk+Ly7rURYK4PF4WLJkCUVFReTl5QFNKggl1G4L9hMSFJler5cbN25w+PBhvvzyyz7tenuUhULCSqWUsqqqii+++IL//Oc/FjFKT9RcSmqHsk71nJycHBobG9E0jbKyMg4cOMDQoUO77P+nq9HjCIUmUs+fP8/ly5ctC7Ur6VtKEypJi71mq9SG9hkOQ4YMIRqNSrfb3edcb49zuQqxWIwf//jHvPHGG8TjcSup0Lx10e12J+l7U3nTiooK9u/fz7lz5zBNs8+53h5LqNvtFpMmTWLjxo08++yzSUGR6nYDLJLtCgr7raWTn86fP09xcXG7VBK9BT2WUEi43jlz5rBs2TIgkTFSgZE9o2Svi6Z4P1wuF7FYjMOHD3Ps2LE+Jy7r0YRCwqUuXbqUV199NUmQrebuKiiyU0Hpnqqqqvjd735HWVlZn4p6ezyhQggxduxY3n//fUaPHm2RFg6HLYLh0ZFzLcGuGJRScv78eXbu3NmnGol7PKGQEJfNmTOHFStW8NRTT1nX7cIye2SbKpOk1lLTNDl27BhHjx4lEAj0CSvtFYRCoqVi+fLljBo1ipycnEcetyvv24Ia6QoJGemDBw/YunUrly5d6hNRb68hFGD48OH8+te/ZsSIEbjdbiKRiLWORiIRa0ZSW1CPqwR+bW0tp06d4re//W2fOBazVxGq67qYMWMGv/zlL4nH45bATCnx09EkqefY3XUkEqGsrIwdO3b0+gCpVxEKMGTIELFkyRJ+8pOfWIcPNDQ0pP365i5ZKQ2vXr3K9u3be32ZrdcRCpCbm8v7779PQUGBVTtVab9U0DQtSQcshCArKwuAr776iq1bt1JTU9Op378z0SsJNQxDjBs3jvfee4+CggKrgTgdw1KuVhGqFBGQqL+WlJRw6NChXqvr7ZWEQqIktn79er7//e8D7RvMbM80QVPxPB6PU1VVZR0Q1Btdb68l1DAMMWzYMFatWsWUKVOs5qd0ofLByv2qPavL5eLChQu9VtfbawmFRBZp9uzZbNiwwRpylQqq9GZP3n/zXkDCSoPBIHv27OHIkSO9boZDryYUICcnR8yaNYtNmzZZXWxSSnJzcy23qoIe4JE2CrsW2F6Su3btGtu2bePKlSuEQqFeQ2qvJxTgO9/5Dq+88grz589Xg6+or68nHo/j9XqtxmK7GrA1GIaB3+8H4M6dO/z5z3/uVQmHPkGoy+USU6dO5a233iI/Pz/p5CaVSLBrjVqDKq8pS6+urqa0tJTjx48TDAZ7hZX2CUIBBg4cKObNm8ebb75pJRxUJklFtW0pB5W7Va9V1Zvq6mr+8Ic/cPHixV6xlekzhAI888wzrF69munTp6PrOsFgEEisoam2NfbmJzUiQNM0PB4PX3zxBcXFxb3imOkeKRJ7XAghxMOHD+W6deu4ceMGVVVVeDwegsGg1X7YPBJuyQ27XC6i0ag1YVvTNHbv3s3o0aMJh8PS4/H0WHFZnyIUIC8vT9y6dUuePn2affv2WW7WPuhK3W8N9gNqTdPEMAzu37/P3r17GTNmDPF4XLpcrh5Jap9yuQpDhw5l+fLlTJgwgUgkYiXg7dPJUs2/h4SlulwuIpEIgwcP5ssvv6S0tLRHu94+Z6GQiHqllPLOnTuUl5dz+/ZtoEnmqev6IwGSEmTbEYvFrB+Bmvz5l7/8halTpxKJRKRhGD3OSvukhUKTYnDhwoXoum6p7tU8BxXwqOSDCqBag7LahoYGPvnkE/7+97/3yFxvnyUUYMSIEaxZs4bvfve7j3R+m6ZpqQfVtVSzklSQ9Nlnn1FSUkJlZWWnfv/HQZ90uQqqpWL16tVcvnyZYDD4CIlqfq86cTgVdF0nGo1y9OhRpk+f3uO62fq0hUKC1EWLFlFUVJSU01WBkn0qaEtK++aqQVWRuXfvHiUlJfz73//uUVmkPk8oJKLejRs3WpPLwuFwUpovHctUUCcoGoZBWVkZH3zwQcr1tyvRLwgVQojnn3+et99+mxEjRgCJvaZyvc1PRmwL9uEckUiE48eP8/HHH1NRUdEjrLRfEAqJIcxr1qxh7ty5lq5XFcSVpSqko+1V4wICgQCbN2/m+vXrPeLUp35DKEB+fj7r169nwoQJZGVlWSlBFRzZz0RtDZqmJQ3miEajfP3113zwwQeP7GO7A/2KUE3TxIQJE6x5vWoQpM/nS+o9bQvqOfaccGNjI6dPn+ZPf/pTt8/r7VeEQmJoZFFRkdWiqGkafr8/6dy1dGAfEyCEoLy8nNLS0m6f4dDvCIXE0MgNGzYwceLEJKt8nCHMuq6TnZ0NwLVr1/jwww+pqqrK7BduB/oloZqmiWeffZaNGzdSUFBgEZLO6BwhBG63O6mtUW17/H4/R44c4cCBAzQ2NnaLlfZLQiFxqMHrr7/OwoULCQQCeDyetFSDqgiuLFQd+6Ueq62tZceOHZw+fbpbXG+fTv2lwpAhQ1BpwZs3bybVQduCfRqLKoarhL8QgosXL7Jz586kXtauQr+1UEi43pkzZ/KrX/0qrVm9QFLgZN+v2uf2Ahw9epQTJ050+WjXfk0oJKLe733ve6xevVrdt1R/ijx7sGSf0asqNvbCuaZphEIh/H4/W7du5cSJE626XvWa5s1Tbd1Sod8TCglx2Zw5c3j55Zepr69nwIABRCIRotEohmFYLjUdKzZNk9zcXOrr67l16xZ79uzh1q1brT7XngdOZ+hHKvTrNVRB13VRW1sr6+rqOHv2bNIf1r6tSXd8jsLDhw85dOgQkydPJhAIyOzs7KQXq4Pn1XHWmYihHAv9BoMGDRILFixgyZIlVnCkjpc2DKNdRDY0NFhbofv377Nz505Onjz5iOtVVt/SsWOPC4dQG771rW/xzjvvMG3aNGtAFTyavG8Lqs6qCucAFy5cYOfOnZSXlyc9NxKJJL13uoFZW3Bcrg1CCOH3++W6deu4evUqlZWVVhIfsNbTtqDKag0NDUkdbcePH2fixIk0NDTI3Nxcy9zVtidTcAhtBp/PJyorK+XZs2fZtWtX0vyGdBIPaiBW80GS1dXV7N69m3HjxlmyFftJx2od7aiaxXG5LWDIkCGsWrWKiRMnEovF8Pl8afefKm2Scr1ZWVnEYjE8Hg9lZWUcPHjQyvXaCUynMy4dOBbaAjRNE7FYTK5cuZLLly9TW1uLz+ejsbGxxbPCVYao+agcwJK7qPsHDhygsLAQKaX85vxwq10jnQ65lN+9Q6/uw9B1XSxcuJC1a9eiaRqNjY1WAKNpGoZhkJWVZSUFUrlLRVRtbS179+7l008/ZcCAAYTDYesMcifK7WQ8/fTTLFu2jMmTJwOQnZ1tJefViYr2PWuq0xVVx7ia4XD16lXq6+utH0Qm4LjcNiCEEHV1dfKdd96hoqKCiooKy5LUWqkO0VMi7DTeE5/Pxz/+8Q/y8vKoq6sDsA4b6mjE61hoCgwcOFAsXryYRYsWWdfse0y7YlBNU0ml6wWorKxk//79Vvs/tG80T2twCE0DgwcPZtmyZbz00kuWrheaUndKZJYOXC6XJSarq6uzSDQMI+3yXVtwCE0DLpdLTJkyhXfffZeRI0cCyYp7wFINpiMBhaZtioqY23N2altw1tA0UVBQIK5duyZffvll6urqqKureySJr9xvW+fKqIkqmqY9kjN2ti1djMLCQn7605/ywgsvWGpBNS7HnpdNhxR72UzljJW0pa1bKjiEtgOapomxY8eyfPly63QmdSRmW1bZlXAIbScKCgpEUVERr7zyStIhe2p/2t1wCH0MDB48mFWrVjFt2jRM08Tr9QKZ2XZ0FE5Q9Bhwu90iGo3KtWvXcuPGDSoqKqxBzN1tpY6FPibcbrdYvHgxP/jBD4Cm8ld3wyG0AygoKOCtt95i1qxZGRF4ZQKOy+0AhBAiGo3KK1eucPHiRWv70p3oGT+rXgy32y1effVVfvGLXxAOhzEMAyklWVlZLep6OxsOoRnA6NGjmT9/PgsWLCAcDlNQUEAwGLTqnPZWic6GQ2gGIIQQkydPZvny5QwYMMAqgakz1iARNHVFBOwQmiHk5eWJOXPmsHLlSurr64FEW4VCV21nHEIziJEjR7J69WqmTp0KNCXiPR5PRjS36cAhNINQZ53+/Oc/5+mnn7YS9uFw2LHQ3or8/Hzx2muvsWjRInJycpLG0HWFlTqEdgLy8/N5/fXXmTJlijVJG8Dn83X6Z6dMLLSUcG5+Wq79ek9IUHc3PB6PkFLKyspK/vvf/3Lv3j28Xq8VLKkqjT3yzc7OtoZZdQSOhXYS1LzelStX4nK5CAaDScMjhRAYhmG55FAolJF9qkNoJ6KwsJC3336bGTNmAE3ezH5Agcoi2dWDHYGTy+1ECCFEIBCQGzZs4Pbt29y6dcsKjNRUTzXXXt3vKBwL7WRkZ2eLoqIili5dis/ns1oplGXahdVOK0QvQX5+Pm+88QazZs2y2ig0TUtS4YMjtO41UEMjV6xYwXPPPQc0daXZnpMRQp01tIswaNAgUV1dLc+dO0d1dTUPHjxIOt4yU/IVTb0hJJpT7ROxmv9i1P6zpSkhXq/XKhc5aBkFBQW8++67vPjii0Cih9R+/AiknlOk1lk1+165bbUl0gFrP6TO2VQvaA32x9S/Y7FYt1frezp0XRehUEguXryYqqoqysrKrEhXHaKX6m+ozpqJRCJJUbEySh1g+PDhzJ49m6qqqqTDT1vy6aZpJinEVc3P7XYzaNAgJ1OUAllZWaKiokKWl5dTX19POBy2Gpi8Xm/KfK86+ks1GOu6TmFhId/+9reBbwgdP348mzZtwu/3J5m+/b/q36rTSsn2hRBW1Jabm+sQmgaeeuop3nzzTYYOHYqu69akFY/Hk/KECjXXKBKJWG2NAwcOtJqSHfQx/B+T9JLPrJU7ZwAAAABJRU5ErkJggg=="},{"id":"ad386f7f-2d46-47dc-8e6d-df86f8a97f71","height":45.38,"width":58.48,"perimeter":387.47,"area":874.71,"image":"data:image/png;base64,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"},{"id":"c392e056-eb77-403e-b8eb-1ee6de3eedf0","height":45.38,"width":39.63,"perimeter":208.29,"area":1077.24,"image":"data:image/png;base64,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"},{"id":"23342294-706a-429c-b35c-8beb43067a5b","height":45.38,"width":34.51,"perimeter":154.85,"area":1376.59,"image":"data:image/png;base64,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"},{"id":"21dd6ac8-32d8-4b2f-aedf-0176cab991c4","height":45.38,"width":37.39,"perimeter":242.97,"area":633.88,"image":"data:image/png;base64,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N03DlyhXeXmxYw1zxRIVhzf1KkoTy8nJbFs8W/VZWVvIol/l4lvVwEv1a9/HyvxOjaRra29u5NyMiR96QaWJtZ0EQkJ+fD1VVuWu1jVOXLl2KVCplG94wUZ38KPsxwzDQ3d0N8lJLGYlEIjybJMuy40A0fUTCSllZmW0/LmpOTo5QVVUFwJ5JArLP5yYSCVy7dg3RaDSr4+YKAwMDuHbtGoDs5lWtFsqS+aqqori42Laf7WwsUEpfZpHNkAa4e8+4ceOGo+PmGp2dnbzDG4bheFYrk7ecN2+ebS4VSBM1GAyioqICAGxjp2yXuui6js7OTly5ciWr4+YCIyMjdPny5XEJeqdYDUxVVdTU1IybNrWJGg6HUVtby39soqmdibBmogYGBtDS0uLdV9MYHR3FmTNnxg0ds72vEhFCoRDq6+snFzUYDKKysnLcD2QzSJYkCaIoQtM09PT02OYMPYD+/n5cuHCBu9xsExBWUQOBAKqqqsatWrGJKooiGhsb+UFsjam1V6XP76Wj6zoMw4Aoijhx4gR6e3uzqrSbGRsbo8OHD6O9vR0AMiZ6rGRqb5Y/YJ501apVENJOkO5+hUWLFiEQCPD5Vesg1wksH2kYBtrb23HkyBHPBd9B0zScPXuWL7zWdZ1HsU4s1joFqigKCgsLbTlfxrhYuqKiAqWlpbZhDZu5cQrrAL29vfjjjz8cH+d22tracPToUVtw5CRTx7BmlgKBAOrq6jKuLRsnajgcxlNPPYVUKmXz306MjVWQuQhd1/HPP//g4sWLjivuVmKxGB0+fBidnZ3TXjjPcr2CIECWZaxduxbBYHDcfuNE9fl8WL9+Pf/M3HA2FTFNk6+haWtrw6+//grTNOe0C+7s7MS+fftsHk9VVW4ATm5vLL4RRRGqqqKxsRGKojgT5uzZs1RWVkYASBAEAkCSJJEgCJMWWZYJAAEgn8/H/16/fj21tLTQXL23jo2N0Q8//ECqqlIgEODtoigK/1sURf43K+ntizs6iKJIDQ0NNDo6mrE9M+anFixYgGeeeYbfxAFnCX3DMHje2Hrjv3TpEnbt2oWenp5s2sI1XL16FXv27EEymbS1CwuUAGftC9xu41AohDVr1vBFDelkFDUUCqGhoYHP0bGx51SwtUzsSSzmUgYHB7Fr1y60tbXh1q1bc8paR0ZG6NKlSzhw4ABEUUQymeTuE4BtGcpUsPtpUVERnn/++YwrQCckmUzSn3/+SdXV1RO6AuYOJiqCIJAoiiSKIkmSRJIk0RtvvEH//fffnHLDly9fpueee467WFYmar9QKGS7jQEgWZZJkiQCQPn5+VRfX0+RSGTCNsxofqqqCgsXLsTTTz8N4HbwNBuPOh46dAjff//9nHHDfX19tGfPHhw/ftzmKifr07FYjK8RUxSFr3Jgx4RCIfzvf//LysI5mqbRzp07bb0kW0u1Wisr+fn5tHXrVjIMw9XW2t/fT1u3bqXa2tpxnmui9rMGS+nWysqqVavor7/+mr63O3/+PK1YsWLSaGyyYt1XFEUKh8MEgGpqaujbb7+lwcFBVwo7NDRE33zzDRfU7/c7aj8mqqIo3JDYdp/PR4FAgD788EOKxWLTb7d4PE7btm2jYDA4LVHTj8GdHigIAi1btoy2b99O3d3drhI2mUzS9u3bacmSJRQKhfh1K4oyZfuxbaqq8m1+v58kSSKfz0cNDQ108ODBmcckJ0+epCeeeGLaoqYXVVV5L6ypqaEvvviCWltbXRE8tbe303fffUdLly7lY3XmRllnnqwwMZnFiqLIDcrn89Fnn302MytljIyM0CeffELBYHDGolrdENtWXV1Nn376KR05coSGhoYeSWFjsRhdvXqVtmzZwgW1XuNE98eJRGWdniV8ANDKlSvpxIkTs9P5iYiOHTtGDQ0Ns2KprEiSxC+2uLiYXnnlFdq9ezddvHiRHpWUIhFRf38//fjjj/T666/TvHnzuFjs2lg7Oc0YAeDWyTJOJSUltGXLForH47PXLr29vbR7926qqKiwVZK5FMBZGnGqUltbS5s2baK9e/fSjRs3HtoIOZlMUl9fH+3fv5/ef/99WrZsGfl8vimj20zFGkjCcj9l91EA9Nprr1Fvb+/st8WVK1fozTffpJycHBJFkecwBUGYMJDKtgCg3NxcWrVqFX300Ue0d+9eam1tJU3THri4RERjY2N0+vRp2rlzJ23evJlWr15NxcXFtih1uoGkKIrcMlVV5SI/++yz9Msvv2Tldh1nFBKJBB09ehTNzc04duwYAoEA4vG4bSA90wRFIBDgD1aFQiE89thjWL58OVasWIHa2lrU1tYiPz8fOTk5s/fSp0lIJBI0MDCArq4u9PX14ciRI7h69SouXLiA69ev254XUlV13KpAJzqwNhMEAZIkQdd1PhleUlKCjz/+GO+99x78fr/ja86qcYiIduzYgR07dqC1tRWBQACpVMo2gz8TrKss2AUqioKFCxeiuroaixcvRkVFBRYvXozKykqUlZWhuLgYoVBo3JKObNE0jQzDwPDwMK5fv46uri50dXWhra0NHR0d6O/vR0tLCyKRCHRdty3zYYsI0quQraiyLMMwDBiGgaKiIrz99tt49913UVtbm9W1Zd0Q3d3d9NNPP+HLL7/E0NAQwuEwdF1HIpGYsaVaG4Gl1Zg1sHfHFxYWoqqqCtXV1SgrK0NeXh6zXvj9foTDYeTl5fHFWGximfV+IkIikUAkEkEkEoGmaYjFYtA0DdFoFIODg+jo6EBHRwd6e3sxOjrKH4/w+/18DRZgf/1NJpyIbBWVFVmW8dJLL6G5uRkNDQ2QJOneigoAnZ2dtG3bNnz99dcwDAN+vx/xeHzGoobDYf4gbsbKWhpRVVXbbFAoFEJpaSlycnK4qNbFc+zpeNM0oWkaRkdHMTo6img0img0Ck3TJl0nNJmAzLOkP+mXraimaSIQCGDDhg3YvHkz1q1bZ3tG5p5CRHTq1Clqamqi+fPnTxiiTydQwp1Q3jpwB+7OcCBDsCFJEh8D4864MD3VNlmx/namIEeW5XHnV1WVZ4kmO296dDvRPiyNunHjRtq/fz/pun7/g8NYLEbnzp2jpqYm2wXOtMiyPK4BrIJax7fsM2tY6xBropJJtEyfM51nsimzyX5rsg5p3WfDhg20d+/eB5tdi8fj9O+//9IHH3zArSIcDtsanaUF2bwqLA1kTRlaL3AqS35QxUn90rdZO4Lf7+efrfndgoICWrdu3cOTVYvFYnTw4EFqbm6mvLw8XtGcnBybYNb1OOlFEAQKBAKuENVpYR0/FArRW2+9Rfv37581QbP6D1KZCAaDQjwep6qqKiiKgp9//hmtra3QNI2H+bIsQ9d1yLLMJ33ZUAgAiMgVr+ixLi9hS3sme/HysmXL8PLLL+PVV1/F6tWrZzwsm3V0Xadbt27R9u3bafXq1XzuVJIk/nd6YW7Imid1q6Wy7xVF4Vmzr776inp6eh7+Garh4WH67bff6J133qGqqip+UX6/n2RZHhcIWSNDN4nKcrcsCmcdt6qqijZt2kS///777EyjZWDG7jedgoICIZlMUllZGerq6rBv3z4cO3aMJxGEO5kYQRCg63rWL4d6mFFV1fY+e7ZQm323YcMGrFmzBi+++CLq6+shy/I9ueh72pK9vb105swZHDhwAMePH8f58+dtL81iL9MCMudO03nQXspJx0uvY15eHhYvXozq6mo0NTWhvr4epaWl97Td77l5GIZBg4ODOHnyJA4dOoRTp07h3LlzGB0dhSiKWb3z9mEXVbiTdZIkCcFgECUlJWhoaMDGjRuxdu1aFBYWwufz3fM2v28+zzRNun79Oi5fvoy///4bx44dQ0tLC/r7+3mKzufzjUuOM0tmuV9BEGyr2pnrZsUacVoXoLP92HeZOoj1tauZZp/Y80HW9/OmpxaLi4uxZMkSPPnkk2hsbMTKlStRWVnJX4V+P7jvNzJN06i/vx8dHR24ePEiTp8+jbNnz6KjowNDQ0M2y1UUBUTEt6W/6zYTmcRI3z/d4tK/t77GPP249G2KovBJhaVLl6K+vh6NjY2oq6tDWVnZ/cvdWut5v3/QSjwep/b2drS0tKC7uxtHjx5FV1cXWltbMTAwYEuQMwtlU1PA3dfVMAEyvWMeGP+cimBJolstl83mMItnDwdbE/ayLCMYDCIUCqGoqAiPP/44li9fjiVLlnAhS0tLH+iY86EJOWOxGLW2tqKnpwft7e22+cz29nYMDg7y19NYAyqrMNbAy/o922eiWRJWMk2piaKIYDDIX8hZWVmJuro6LF68GPPnz0dZWRkWLlyI4uLi+3K/dMJDUYl04vE4JRIJDA4Oor29HW1tbRgYGMDQ0BAikQiGh4cxNDSEkZER3Lp1C7du3YKmaUilUkilUrany6yiAePf68f+V5okScjLy0MoFEJBQQHy8/ORl5eHoqIizJs3D7m5uaioqEB5eTkWLVqEkpKSB+JanfBQVioTRETxeJxPZPf392NgYAADAwMYGRlBLBZDNBrlE/bJZHLCf/kB3B0v+3w++Hw+yLKM4uJi5OXloaSkBCUlJSgqKkJBQQFyc3NZx3gk2uuRqKQTotEosQg5lUrZ/iuWVUgGu3+yfLQkSdA07b6tf/LwyIr/AxLoyVVJv3ThAAAAAElFTkSuQmCC"},{"id":"5ee6cd31-a1eb-4ad6-8e54-574a2ef25b43","height":45.38,"width":42.18,"perimeter":174.19,"area":759.61,"image":"data:image/png;base64,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"},{"id":"3a10012a-bd15-4445-91ef-75cf8e0edb8c","height":47.3,"width":43.78,"perimeter":151.49,"area":1634.37,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAI0AAACYCAYAAADZRWqNAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1de3CU13X/7ffalyT0lgBJICEJiZfBYEKMHzGkgO3aBjcT13Zax63Tph07bqaTdurJTB8zzUzaJmntNnGw6yFOW+OpG2KKoRgXamMgQAuWASH0QkggxOqt1b53v9M/4Fzf79NKWoEkBN7fzI60+73ud+/vnnvOueeeC6SRxgThuNkFuBmoq6sj0zShKAo0TYOmaSAi8bEjFouJcxVFQSKRQDweh6IoWLJkyeeuDm/bFw4GgxSPxxGNRtHT04OhoSF0d3eju7sbPp8Pvb29CAQCME0TfX19gjCmaY4gjqqqUFUVhmGI/z0eDwoKCpCfn48FCxYgMzMT+fn5yM3Nhcfjgcvlum3r9rZ5MdM0ye/3o7e3F+3t7WhqakJ7ezuGhobQ29sr/vb19aGnpwf9/f2Ix+MAAIfDkVTCMByOz6qJzzMMA3l5eeKTm5uLgoICZGdnIzs7G3PnzkVVVRVKS0uRn58Pt9t929T1Lf0ioVCIuru7UVdXh9bWVpw/fx7d3d1ob2/HuXPn4PP5AAC6riMej48ghqIo0HUdiUQCAEYcdzgccDgciMVi4nxFUQTZRoOqqpg9ezYWLVqE8vJyLFiwAEVFRaiqqkJFRQVycnLgdDpv2bq/5Qo+PDxMHR0daG5uRlNTEy5fvox9+/aho6MDvb290DTN0tButxuhUGjU+ymKAtM0U36+pmlQVRWmacI0TTgcDqiqKqSVaZpIJBLinky84uJiLFmyBCtWrEBNTQ3mz5+P8vJyzJ49+5Yj0C1R2EAgQH19fWhra8OpU6dw/PhxnDx5Em1tbfD7/TAMw0IMVVWF9ACuShrWVeTGZSiKAmCkpAGuNrphGIhEImMOYWNB13VBYq/Xi8LCQlRXV+Ouu+7CkiVLcMcdd6CwsBB5eXm3RHvM6EIODAxQJBJBXV0dDh06hH379qGpqQnBYBCxWAzRaFScq2kaAAirhoedeDxu0VmYIEwamTCpkEJVVQAQpGSCKoqSlJAslYhISCQe3mbNmoWCggLcddddWL16Ne6//36Ul5cjJydnRrfLjCwcEVF3dzc+/PBDfPTRR/jv//5vdHd3CyuHG0oeAsa535jHp/t6Pp//mqaJ8vJyrFq1CmvXrsX999+PZcuWMRFnXBvNqAIREV28eBFHjhzB//zP/+DIkSNoamoCESEQCIjzWA9xOBwW0T/Gfcc8frNIw/8z+TVNQ25uLmpqavClL30JDz74IFauXMnvOWPaasYU5MqVK3Tw4EG8//77+Pjjj9Hc3GwZfhiqqlqGAMMwbmnSABA6E3BV/1EUBbm5uVi5ciVWrVqFJ598ErNnz0ZWVtaMaK+bXojh4WE6e/Ys9u/fj3fffRd1dXVCqqiqKjyw/J2HJiYK6wxjYaaTRn5Ht9uNWCyGeDwOwzBQWFiIVatWYcOGDXj44YdRVlY2I4esaQERUUdHB23fvp02bdpE1dXVZBgGASAA5HA4xP/yR1EUUlWVFEUR/zscjjE/ye4jf6b6+vHuN9YzdF0nh8NBZWVl9I1vfIP2799Pfr//+sy4WxlERJ9++in9+Z//Oa1du5a8Xi8pipK00jRNI1VVRyXO9TSS/XOzSaPrOrlcLnK73aTruugQfNzj8RAAcjqdtG7dOtq6dSu1t7dTIpH4fJCnt7eX9uzZQ88++yyVlJQkJYmu6xai6LpOmqaNIAmmqdFv9PrRyj3eR1EU0nXd8r+u61RZWUnf+ta36PDhw7c3cYiI+vv76Sc/+QmtWbOGnE6nqAyMIqIdDscIKZPscyuQRiaO/XpZqmiaRk6n0/Le8rDNUkfXddqyZQv94he/oFgsdvsRh4iovb2d/vIv/9IiXRwOhxizU+mpGKfxNE0bIYG48h0OB2maJoY7bkhN08Rx+3Ps5Rvr2aqqWoYW/h82UshlTaVDjPZxOByUnZ1N8+bNo7//+7+nzs5Oout1WU8QU66FExG1tLTg1Vdfxb/+67/C5/NB0zTE43GYpgnDMJKa1rZ7jPiNLSmeRAyHw8KK4mOmaQoPsePaHBDfS9d1uFwuOJ1OeL1eGIYBl8slYmvkaYd4PI54PI5wOIxQKIRQKIRIJIJYLAbTNMWEqN2K0zRNmNPsseZrGHKZRsNo5+i6Do/Hg/z8fGzevBnPPfccampqpty60qby5kNDQ3T06FG8/vrr2LVrF7q6ugBc9YByfEokEhnXZGXIrvpEImGZX+LjPH3ARGSCut1u5OXloaCgAEVFRZgzZw7mzp2LnJwczJo1C06nE263G7quA4DwOMuTkOFwGAMDA7hy5QouXbqEy5cvY3BwEG1tbQgGg4hGoyAiMU0Qj8ehaZqlrLqui7mwZDPvySCfI0+wxmIx+P1+DA4O4u2338bAwACefvppJBIJUlV1yogzZaQhIjp48CB+9KMf4d133wURwe12wzRNRCIRMSeUCriiONrODpYOjmve1UQiAU3TUFBQgOLiYqxduxY5OTkoLi5GUVGRCJ4qKChAZmamiMizz0Pxd47cUxQFsVjMEtDl9/vR2dmJzs5ONDU1oaWlBRcvXkR3dzcikQjC4TC8Xq945/EckalAloamacLr9aKzsxP/9m//hr6+PnaA0lRJnCkhzfDwMO3Zswevvvoq/uu//gumaULTNITDYTgcDjidTiHe3W43wuHwmPeTHXg8feC4FpKg6zqi0aggSlFRESoqKlBbW4tFixahrKwMa9euhcvlgsfjEROOoxFQDnlgIrL0Aa56b/Pz85Gfn4/a2lrxezAYxMWLF9HY2IiWlha0trbizJkzaG5uxqVLlyyTmvbowPHaVj6XyyZPvLIzNBqN4qOPPkIoFGKpNyXEmXTSEBG9//77ePnll7Fv3z7RmDxM8ISjLD3GA/dOjmWRhwEeAqqqqrBq1SqsWrUKS5YsQUVFBebOnQu3252sjBZyAJ/FvTAZ5fPkqQtuQPn8YDAIr9eL6upqVFdXIxqNoq+vDw0NDaivr8fevXvR2tqK5uZm0UHGCsewg5/DdSVP1sqz94qioLe3Fx999BFcLheXd8okzqTA7/fToUOHaMuWLWQYhsXq0HXdYjrK1kWqJq/T6SSXyyWsotmzZ9PKlSvpD/7gD+i1116j+vp6CoVCxDBNk2KxmOU7fyaCaDRKiURi1ON8zDRNCofD4pmmadLQ0BBdvnyZtm/fTk899RRVV1dTZmamxbJK5f3tDj/543Q6KSMjw2KWu91u2rhxIx04cGDmepCJiM6dO0df+9rXyOVyiZdRVVWQRdd14Z8BQG63O2U/B2wVVVlZSX/4h39I27dvp7a2NvL7/aIB4/G4aFD+3zRNSiQSIwgjnyufwx+ZLKZpUjwep1gsRrFYjOLxuOV6O5H4XCIiv99Pp0+fpjfffJOeeeYZqqiosJj7qZBGNtFlEvE5DodD1D0AKiwspIceeoguXLhAg4ODM484ly9fpueff54yMjKEJJC9mWM5t/gc/t/uK5HnmLKysmjDhg20detWam1tpVgsdt0SZCohl0mWftFolBoaGui1116jhx56iDIyMiydionhdDopMzMzKansdcd1I//Gfimn00kvvPACtbW1EdH0+HFSwvDwMH3ve9+joqIicjgcQoJAGoZS9bCqqip6IABRcbqu0xe/+EV65ZVXqLGxkYaGhkRjzHTSEF2VPIFAgMLhMBER8XTKX/3VX9HSpUuFBJaHbe5445EmmfOTSaPrOhUXF9N3vvMd8vl8M4M0g4OD9PLLL1NNTc0IUQnpBcYjjX2uyel0inNnz55NX//61+mDDz4QREkkEhbd4VYgTSQSsehYiUSCuru76Y033qCnnnqKioqKRvX+jlV/o/2mqqqo18rKSnrrrbcoHo/fXOIQEb333nu0cOFCIVJZSsjzJ6m8tEw27mlZWVlUU1NDP/3pT6mhoUFUtizuh4aGZjxpAoGA5VgwGKRQKCTKa5omnThxgv7oj/6IZs+ePULiptLp7HUpfzweD3m9Xvq1X/s1Onjw4A1Pcl63yR2JROj06dN47bXX0NHRAQDCFGYkEomk0wR2C1BVVeFF1TRNmNirV6/GM888g82bN8PlcgG46pdwOp3i2mQm9UyDvYxOp1P4geLxOHRdx4oVK6BpGjIyMvCf//mfOHv2LKLRKFwul4jqmyi4LSKRCBKJBA4cOICSkhJ4PJ6bY4oPDAzQd7/7XWHqGYYheoY8GSdr8xilN8CmCGdmZtLDDz9Mb7/9NkUiERoeHqZIJCJ6aiwWo+HhYYpGoyN69UxBsjIls95kK8s0Ters7KRXX32VvvCFL1ik70QlTbJjiqJQRkYGffvb36b+/v7pHab8fj+98847VFtba2lot9s9YREqK30AqLi4mH7/93+fPvroIxoeHh7RGHZ/STQanfGkSWbmc7kZ8pDb1dVFP//5z+mRRx4Rul2qpEn24Tgcr9dLAKiiooK2b99OgUBgeogTj8fpzJkztHnzZsHerKws0ehyuIHsk0lGGjbF2eTMz8+nb33rW3T69GlLBRNdlS5yRbMPxe5XmSmYSJlkX080GhXf9+7dS+vXr78uRXi0D7fP1772Nero6CCiaTDDh4eH6YUXXiBd11N2zsnnMZE4mIhFZnZ2Nj3//PPU2NhIsVhMSJSZ6oeZTMjSU7auLl26RAcPHqSlS5eKjqiqqqUzJouRTkYWjnzkOp83bx699NJLRDTFpBkeHqadO3fSypUrx9XY7S8h+16YROyDMQyDfu/3fo/q6upEhUUiEYt7/nYmjfxeMmlisRj5fD7aunUrVVdXjyABgJT8OPJHdiCuW7eOjh07RkRTSJz6+np68sknLcrteIThl+DxVCaLoijkdrvpN37jN+jw4cOispgsM1nRnSrE4/ERUxfd3d30N3/zN5SdnW3R/0aT9HaiyD4w2RWSlZVFL7744tRNMcTjcXrjjTcoPz9fTA8wecYjjTxvYleAN27cSIcPHxZ+i/7+fkGOmey8m2zI72aaJkWjUYpEIkJp7uzspK9//euUk5Mj6jLVaYZkJOLzysvLae/evWSa5uQTp76+nh566KERojEV0sgFlt3ly5cvpx07dow66SdX4u1MGp6Nt1uGstIfDofp3Llz9Nhjj1kktxxNMJ7HXdZpZGn/3HPPUVdX1+SSJhKJ0Ouvvy7CEuTGT3V4sk9YOp1O+v73vy/Manksj0QiosJmqkk92RiNOAyexf+P//gPKi8vt0jrVCWN7GFmaWUYBpWXl9Pu3buJKDXdZmToWhK0tbVh586dCIfDIniIA5U4YHosOK4FEXGYYlZWllhm6vV6xXm83DaRSAivcYrvcctDrh8OsuLQVQDweDxIJBJYt24dfuu3fgu5ubkpe8PlCEVFUcQzgKvteOnSJfzyl79EZ2fn5LyMaZq0a9cu8nq9QvGSx8RUgohYKjmdTtJ1nUpLS2nnzp2ih7HCa8fnxXqSvd122C0r0zTp008/pccffzxl60mWMPybPFKwCb53716KRqM33ks7Oztpy5Ytwq8ihz0kmyLAKOKSpxucTie9+OKLRHR1spEr5nYmxWRADgMJhUK0Z88ei1IsW0hMBNnNMVb78DD327/92yl5icccnkzTpLNnz+L06dMIBoMjjtMEhg6ekFy8eDE2bdokoujTGB8cZ81wuVxYuXIlnn766aQB6mTLxjUe+B51dXWoq6tDOBwes2HHJI3f78fBgwfR1NR09eRrSziA1FJ8yIjFYvB4PNi4cSPuueceEZ1vX7uUxkgQ0QjdsaCgAF/96lcxe/ZsOBwOJBIJEbAvX+eYwET2uXPn8N5778EwjDHPG5M0HR0dOHDgAIDPVi2yxJBzxIwHfpHKykr8+q//OjIyMsTqhIm81OcVmqZZUsVxUu3a2lo8+uijlgV+cn3Kqy3Gg+NaRtR9+/aNu6RoVNKEw2E6ceIETp48KTT7ZJIl2dqhZAXSdR0PPvggli9fLl6GF6mlMT7kXMdcb7NmzcLTTz+NkpIScYzhSJI0cjQQkcjA1dDQgF/96legMXSPUVvM5/Ph448/xtDQkGA3M1kWlakUKpFIIC8vD4888gg8Ho9lWEoPT+ODA7UAWJYbA0BNTQ3uueceZGZmAoBlHdREwMFvw8PD2L59+5jSZtQ7nz9/HocOHRKL2pgwPH5OBIZhiJy5spidiPj8PIPryLyWbIBhmiZcLhceffRRVFRUWBbU8TWpkofVDtM0cfDgQdTX1496btI79vb20oULF3DmzBnxUHmIYgVrPIWJkZ2djbvvvhuZmZmChJzpIT08jQ92pMr1FYvFRMaLNWvWYO7cuRZCTUTi8KpVfs7AwADOnDkz6hCV9I6GYWDHjh1iGGHWsuLK32Ox2Ij0pm63Wyxj5V1LMjIy8Lu/+7uWXkBEHKtqWeKaxujweDzif3m7oeLiYjz77LOWoYvjs+U2G62O7Qm1A4EA9u/fP+r2AElJ09nZifPnzyfdxiYZZP8AZ6bkQjgcDixbtgxut1vci19WvjaN64eiKCguLsayZcsATLxOmWxMqqGhIZEBI+nz7D+Ypkn19fVob29PuQCyP8C+Q0lGRga+/OUvizQj8jVpTA4cDgfmzZuHDRs2ALj+ulUURUidCxcu4PTp00mHqBGkCQaDOHr0KPx+v/DNTBRyhqrCwkLce++9ADBCSQPS5JkMEBGKiopw7733WnxpqeqLhmGMyNc8PDyM+vr65G4W+w+hUAhHjx4Vs82pen3lpECysltWVoaqqirLuQ4pv0qaNDcO81oauoULF2LevHkTvl7257AOFAgEUF9fn3TmewRpAoGAmDaYCJIRQdd11NbWCn1G9u+wMpzWaSYP+fn5WLt2rfieqmtE9uzLGeFH02tGkKa5uRk+n8+S2CcVyEozkycnJwerVq0Sx+Vd3Pi3NGluHBwjk5GRgQ0bNoiMWxNJ1cZee+7MAHDp0iWcOnUK9lBQC2m6u7vp9OnTiEajlqCgVCCTRtM06LoudhSRh7hEIiHOm8iEZxqjgxvaMAwsX75cNH6qYNJxZjHg6igxMDCAxsbGkefLX1RVxf79+8VkIqdTZRN5tI/d/g8Gg0gkEqisrMSyZcvE0MUvxufKzqg0bgxcv3l5eaisrLSkx7XD3n6sfzJYmXa5XDh16pRl2yTARppAIICuri7L7HOqE178cJZQhmFg7ty5lsX6aUwdZC/9woULhf54vYYG+9wCgQCuXLliOWYhzdDQEC5cuAAgtdjf0R6mXNv4vLy8/Lrukcb1wXEtc+qaNWvgdDqF9EnlumTCIRqNor+/f4RhZCHNwMAAenp6ACQXa6mCFbDi4uJxs5GnMbngtCUT1Wvs4OFqcHAQ586dg5wMya4IJ80CnupD5OkEr9eLgoKCtLI7DZBdF6qqihw0NxJ2Ik+SNjc3W44JRgwMDFBra6tQasfbsNwOmdWapqGsrAz5+flpnWYaIJvJiqIgIyMD+fn513UfwJrgOxqNoqOjw5pqn/8ZGhpCQ0ODxfyaSBywXHC3243KykrMmjUr7YeZJsik0TQNJSUlKW3WIUMeKfi6eDwOn89nESKCNIFAYCSjrjPWhfdeTJvU0we7c7WwsHDC7Sd3cPanJRIJDA8PW4Y6i6RpaWmxhCyk6rFVFEVs1Mn3KisrQ1FR0YQKnUbqsMfHsF6TSCTg9XpRWVk5YulLsmv5er6Wf5P9b/F4HJcvXxbXWySN3++3xLzI3tuxIG/u4HA44PV6MWvWrBuywNKYGOR5Pw5803V9UiaEI5EIhoeHP3sW/zM0NITBwUEAEw/i4YLxWiaPx4Pc3FwA6amC6QD7xhiqqqKwsBDZ2dmTUv9+v9/i4BNPCgaDIgJ9ohKCC8bSSVEUsXoyTZqph2xys0e+qKgIubm5kyJpgsGgJURCkIa387Obb6kQyF4wIoLT6UyHPtwEsB6Sn5+P7OzsSbmnqqro7+9HMBgkQCKNHCfKmnKqJhsXlAnmcDhEEHRar5l6yMowD1NZWVmWQPQbga7rGBoa+izIjg/IQwxD3i9xLNgliqZpYqVBGlOPZJPLTqcz5SVG4yEcDqOnp+ezMNKxTp6IlJAT8KiqKoan9ArK6YNMGo7Tngz1IBAIoK+vT6TbF6ThH2S7nvecTBU8RBERIpEIVFUdd81NGjcOluhyJzevbaM4GXWu6zo6Ojqsw5Pf7ydeGJVsxUAaMxuy5QRAbDTLm5BMNhTg6goEv98PYGQwcpo8twbkdmPvvNfrnRK9UuEH2kP6gNStpzRuPuQpH1nSTBlpFEWx7Clkz6aURhoyFOCqosNB5LLNn8atAzm0kyeQJ2rIpPws+SH2mNK0PnPrQLacNE1DNBpFIBCYOtLI0+JAWsrcapAjEwCrpJkKKMBVf0xJSQlisZjws3DUXioOPl7XxJIq1RQlaUwO2GDhOue9L4eGhpJ69O3rnsZDLBZDQUGB+K4AQGZmJrKysiyJE+3sTbXQTKD00Da9kOtbTsQwGXN/GRkZyM3NFfHeCgB4PB5HRkaGkDLAxEMa5MwDae/v9CJZnj22hieDNIZhIDc397P9MPgAj4OTNVeUznQ1fUg2GgwODk6aThOLxZCVlSW4IRwyyVYejLbybiywxOEZ0TRppg9yBOXly5cxMDAw4aVIyWCaJnJycuDxeByARBqPxyPEz42KtFgshmg0mp7hnibYQyPi8TguXbqE3t7eSYmcdLvdmDNnjvguSMM6TbLCjAdZPPLCcd51Po2ph91oMU0TPp8Pg4ODkyLps7KyUFxcLL4L0iTLQTvRB7IVlUgkEI/H0/HB0wy58w4PD4s8QzcKl8slMqIDEmny8vJQWFgoHuJ0OlOWFPZ4DlVV0dDQIO6R9ttMLbjeuZMGg0F0dXWlnDWC3SUsODhslH8Ph8OoqKgQ5wvS5OTkYM6cOUKR5cwPEwkZ5EJHo1H4fL4Ru4KkMbWQU975fL4JJdkErKs05RidrKwsi+oiSFNQUIBFixaJA9cztPDD4/E4zp8/j0gkkibNNEBOW8ffOQ90KkgWY8y+NsMwUFxcnJw0WVlZqKmpAWC1nlLJLyOHdQJXQ0ebmprQ09OTHpamAbJTzzRNhMNh+Hy+lK9PNnfFQ5OmaSgtLU2eNcLpdDrKyspESlC+OBXw8l32CcRiMXR0dIxIKJDG1MM0TXR1dYkZ7lTq3z6qyImoDcNARUVF8gQAAFBUVGTZV9K+vd144IlORVEQDAbR0dGRXvc0TeBGjcViOHXqlCWo7nrAZMvMzORc0ELPsDCioKAAs2fPHnHheJCzlTNJotEozp8/f0MFTyN1cFuFw2EcP34ckUhkxBrvsSDrnnJm0Ly8PNTW1lrOtdwxJycHxcXF0DRNpJiYSHZPAGL+KhQKob293ZJtII2pgxwW0dTUJCRNqoaIPJTxX8MwkJWVZfEGA0lI88ADD4js1fINx1q7ZJdIvEHDJ598gsHBQcsKTHlsTHuMrx/2eBhWgvv7+3n3FBiGYckzMxaB7NsUqKqKUCiEO+64Y8RW2BbSeDwerFixAqZpIhqNTmhjUvmB8XgckUgEPT09OHXqlCXkQi542hyfHHAjR6NR1NfXC4s3FoulvF2SHNrC7ZWZmYnS0tIR51oY4XA4HCtWrEBWVtbVgymu5b527YiHd3d34/Dhw+KcaDRqIWGaNJMDJkMoFMKhQ4euK8LAvqQXAEpLS7F8+XIoimK50QgxUlBQIHYoux7IoZ+RSASffPKJyIAuT92nMXngBu/p6cGRI0csGUBYakzE9cHnVlVVYcmSJSOOjyCNqqr40pe+BK/Xe12brTM5eJPU1tZWsf2LfY4kjckBxz21tLSgsbFRTAFNdL8uRiwWg67rqKqqSppaNqnCsnr1auTm5k4osFz+n4eoRCKBzs5OHDhwQOhIMtLkmRyoqorBwUF88skn8Pv9Fg9xMgmTzLCxx3XzDjrJMII0hmE4ampqUFlZCWDknpTJIEf4ydKEiDA0NIRdu3ahr6/Pcj6fk8bkoL29HYcPH7bsjivPRY23+kD+XVVVLFiwgLcBGjHUJJU0c+bMQU1NDTIyMlIqsGmaI0jDuk0ikcD//u//iuUU9jXHadw4AoEALly4gE8++UTU8USnb2Q90+PxJN1GkpGUNLFYDI899pgIvGGGyinrueHtQ04oFBKShwkSCATwxhtvIBAIiGUVvBn5RNfgfB5hNyCYFBxkFY/HsX37dly6dMnib0k1CIt9chwGo6oqHnvsMWFF25GUNFlZWY7S0lIsXboUwGcE4eh2uSCpDF/Dw8M4evQo+vv7EY1GxdaE6UxZqYHrm30xnEE1kUggkUjg0KFDaGhoEB2PN0JNFbFYTCzl1XUd+fn5WLx4MRyjMG5Uz11ZWRnuv/9+sc2yHNU1kW0KGadPn8YHH3wwYre69ITm+JBT03EDA1clRCgUwo4dO3DmzBnLNUyaiUwjcILNtWvXYuHChaOeOyppMjMzHXfffTcqKystKewBWEInUimUqqrw+/3Ytm2bSGLMojPt4BsfcsZVr9drSUNfV1eHDz/8ENFo1DJBOZGlK7z9pKqqcLvd2Lx585ibxI05R7Bo0SKxq7wchSev6EtV4rCjb/fu3QgGg3A6nXA4HFO2SP12AkfQMXhYGhoaws9+9jOxGyDwmY4ZDoeh63pKxgY7AGOxGKqqqrBmzZpRhyZgHNIUFhbi4YcfRnZ2tjDleDixb5c8FuResn37dtTV1YljaQtqfHAd8SJE3p6npaUF7733HqLRqDBS7KZzKpA9yBs3bhw3afWYpHE4HI7ly5fjgQceEIWWlTJ+UKqIRqP49NNP8c4774jZ7/QmYuND7pw8LPX09OAXv/iFGO7lhXKMVIconhFfuHAhHn74YUvAVTKMO4U9a9YsrFu3Tvhs7JIhVS3d7XaLXLTvvfcePv30UwQCgbQinAI0TRMWE0v4uro6vPXWW2J75FgsJkIhgKv1nT49CJIAAA/JSURBVOo0EBs6S5cuxeLFiyen0J2dnbRixQoCQIZhkKIoBIC8Xi8BIIfDMeYHAOXk5BAAUhSFDMOgxx9/nHp7eymRSJBpmhSPx4kRDocpkUgQEVEgEKDPA0KhkHjnYDAofh8aGhJ14/f7iYjo/Pnz9PjjjxMAcjqdpCgKKYpiqW/5o6oqASBN08Rv2dnZ4n/DMKi4uJh2795NsVhsXCU1pWAZt9uNJ554ArNmzbJE8wWDwZR3j+OUsw7H1X0RT548ie3bt4tdyzjox+/3w+l0wjRNRCKRScvvP9Phcrksk4Y8tHi9XhHsn5GRgf7+frz99ts4fvw4DMMQEXo0hkHCwxvXs6IoGBgYAHB1pFBVFZs2bcKyZcuSThtcN1pbW2nt2rUWyYJrLB1P0jDT+S9/7rzzTsFuIhJ/iYhM05ymPn7zYZqm5X3tkpf/j0ajtGPHDlq0aNGYkh42SQOAXC6XkPQscVRVJU3TqLy8nHbu3ElEqZnCKS81KC8vx8aNG+F0OkV+WkVRUloXxWVhc5B71KlTp7Bt2zY0NTUhHA5bJth4LP487OtN1xydsVhMvLuqqohEIojH4yLU4cSJE3jzzTdx9uxZABOrG/aJ8RSELNnWrVuH1atXj2lmXzeOHTtGDz74ILndbgt7x5M0rAOpqiq+G4ZBmqZRVlYWfec736H29nYiujq2c6/i/z8vME1T6DWJRMKi29XX19MLL7wgpIvL5RpVsoymV+q6Lo6ztFm4cCHt2bOHiKZo4m9oaIh+9rOf0ezZs0UBNU0blzRcWFxT3GATmUVFRfTDH/6QOjo6RAXGYrHPzRAlD8tEVzsMk4WIqLu7m/70T/+USkpKRN3puk6qqooOORZpuP6dTueItvjjP/5j6u/vn9qZ4vPnz9Nzzz1Hs2bNSpk0stYuF1pRFKHn1NbW0t/+7d+Sz+ezVODw8PC0NNzNRDQapWg0Kr5HIhEiuip5urq66OWXX6YFCxaM0AvZYhqLNHIdq6oqyAaA7rvvPjp8+DCZpjm1pIlEIrRv3z6qqqoaUxwmE48sZRwOhxjidF0nwzAIAFVXV9M///M/C7EcDodvVjtOO2Rpw1Lm8uXLtGPHDuHuUBSF3G63ZcgfizRsigOgzMxMS8ctLi6ml156iUKh0PTEo5imST/84Q8Fc7kwbEnxd7u1NNpLMWkA0B133EH/+I//SP39/URE4i9XbDAYFMNWIpEYIdpnIlhXkYfbeDxOkUjE0jHC4bD4HgwGaevWrXTXXXelZB2NVs+Kogg1AJJ/5pFHHqHW1lYimsYgpuPHj9OWLVsEWeQhyDCMpA4lO2n4pRwOB3m9XuE4vOOOO+gHP/gBXbp0yVL5shmaSCQsIn0mQ9ZPiEbqMPF43PLbhQsX6JVXXqH77ruPvF7vdZFGrl9N08jtdgvCLFiwgN566y3y+/3TRxgAICLauXOn8BnI5JCV3fFIw5Ug+3MAUEVFBX3ve9+jS5cukd/vF73UNE2KxWIUCATE2H8rIBaLCUliJ7/s9W5sbKS/+Iu/oOrq6jHry16fyX6ThyeXy0WqqpJhGPTSSy9RIBCYXsIwBgcH6e/+7u8oMzOTNE0jRVFI1/WkGr39hZKZ5AAoIyNDfK+traVvfvObdPbsWVGxdulyq+g98XjcQha78huPx+nIkSP0zW9+k+bMmWNp+FRII/9uH/7lzvg7v/M7dPbs2alXfsdCS0sLPfPMM5SXlyeUrGR+gbFemkWoLJU0TSOPx0OZmZn07LPP0i9/+UuLJcWNYBf9MxF2YrMPikkUDodp79699MQTTwgDwe12p+zxHc03xoTJysoS1tLRo0cpkUjcPMIAQCgUouPHj9OGDRtGiEZWcFMZk+0+B5ZaTLx169bR1q1bhfJG9JmuwG740T43GzLZA4GAKHc8HqfGxkb68Y9/TA899JCoL5baXA+pdLpkpFFVVUiZ0tJS+vd//3cimiHR+4lEgv7lX/6F7rnnHvHisg/B/lIYY+gyDMNikXm9XnI6nWQYBs2fP5+ef/55OnLkCIVCIaEnzHTSMEzTFEOS3++nvXv30p/92Z/RwoULhR6o67rF2mETezzS2OtYJk1ubi79yZ/8CQ0MDMwMwjAikQht3bqVKioqxIsAn4VSjDV1zw5A+ZjT6bSMxXzM4/HQvffeS3/9139NR48epVAoNONJE4vFLEp7S0sL/cM//APdd9995PF4RnQyXJM2/P4TJY08NKmqSt/4xjfENM0002J89Pb20o9+9CMqLS0VvQRJhh6MYlVBIkgy60rWl7Kzs+nJJ5+kN998k86ePStic/gjNxiDfSORSGSEBWOfZU5GtkQiQfF4fMQx+V783a5r9fb20rFjx+jVV1+lp556iubPn28ZguSGt9eHXZmV6wi2TiWTrbi4mLZs2ULNzc00ODg48wjDuHz5Mv3gBz+g+fPnC1NPHm7sCq9snmMU0rAU4ql8Ps8wDCopKaFHH32Uvv/979P//d//UX9/Pw0PD9Pw8LAgTCQSGdGIPFQks77sxBsN8XhcXM//yxIlEolQb28vHT9+nP7pn/6JtmzZQvPmzRP1oaoqZWZmjiuJYSMGJKJxnfJxWT14+umn6dixY5Puj5mS9SPd3d20bds2vP766zh37hw8Hg9CoVDSQCE5m6golG2G3iGtFdd1XYQ8cgCSy+VCXl4eampqcPfdd2Pt2rVYvHgx8vPzoWmaSFkLQCzQo2vrt+zPImmlp0NaYsNrjzi8kpfvcNnk5TyhUAgdHR04deoUmpubsX//frS2tuL8+fPiXZNlUeXnJqsnx7VwCXkJtL0eOezT6XRi06ZNeOGFF7B+/fpJD3mYskVHvb29tG3bNvz0pz9FY2OjqGhusDELZXvHZBm1uZL4O0e65ebmYsGCBaitrUVtbS1KS0vBiZry8vLgdrvFfflae6OPBiaUTCbgalxLMBjE5cuX0dDQgFOnTuHMmTNoaWmBz+fDxYsXLTFFhmGIrPDJsrrb64cXJ9rXaPN1vG6JrmWvWrduHV588UVOhTfpbTylK9VaW1vpgw8+wHe/+10MDw8jHA6LxmHyqKo6Imo+WSWyxLCnBJPBQercgwsKCjBnzhwsXLgQeXl5KC0tRUlJCYqKipCXl4ecnBx4vV5kZGSIxpSfLfd8upYWLhQKob+/Hz6fD1euXMHQ0BDa2trg9/vR0dGBhoYGtLa2YnBwUNyHSe+QgqAYHDRuf197fdjJIktAr9eLQCCA7OxsbNmyBb/5m7+J+++/Hy6Xa0rad8qXN/p8Pvr5z3+OnTt34sMPPwQAC3F0XReRaaJQo/Q8vk6WMtzDmEiGYYh9xnnVIXC1cTweD2bNmoXCwkKUlJSgrKwM+fn5yMrKgq7rIl6WG5cbmK5F1QWDQQwODqK7uxudnZ3o6urC4OAg2traRKo5lhxcPkvSZil1rtxRUpFw8j247mTk5+dj8+bNeO6553DXXXdBVdUpa9vR115OEgoLCx2BQIDy8vLgcDhw4sQJBAIBURF2wiSDy+USiQOA5OnXuPdFo9GkYZCJRAKBQADBYBCdnZ04efKkuM7tdos167J+IZOVwy45sF4mFB/n8vFv8vV8Da8dY32KiW9/Fxm8ApLfUdaFXC4X5s2bh8ceewxf/epXsWzZsiklzLSiv7+f3n33XfrKV74ilrNw+CfGsZ7kMFH73JZsmcnXs49iLGuETVnZtyGbvfKzk11nN5HHmnNLxbE52vsnu4eqqlRUVESLFy+mV155hRoaGojGUxYnCVMuaRg5OTmOeDxO8+bNQ1VVFd555x00NTXB4XCIMRn4LAcxZ9yWN+tQVVUEn8tSJ5l4t+8okgyyNEmmR/B9+Pmy4pzsXJYGYyHZcZZMfFzTNGEZ8hIhDjpnyzEzMxMPPPAAtmzZgs2bN8PpdN4e0iUZwuEwtbW10bZt22j9+vWiF9l9MHJE32gfVVXJ6XQmnbCbzM940yA3ev/R3o3vDVydTvF4PKQoCpWXl9O3v/1t+tWvfkXRaHTanXbTJmkYrNGHQiHKyspCRUUFdu3aBb/fj3A4DMMwLMs27Ivx5N48msk62ZgOqe/xeMQCQVagWd8KBoMIBALIzc3F+vXr8cQTT2DTpk24pidOu4S5qSItEAiQz+fDgQMHsHPnTrz//vsiDQldSw8mg4cIu6NruutttKFssu7H6Xh5iPJ6vaiqqsIjjzyCr3zlK1i2bNlNIQtj2iWNDK/X6wCAWCxGixYtQnV1NXbv3o3m5maLOc5mpmydyCk3pjoF22STJBnYTFcUReh3brcb1dXVuOeee7Bu3TqsW7cO2dnZN5UwwE2WNDKIiHp6enD48GHs2rULhw4dQltbG4LBoEhkLSuMMlGme3ia7OexSc3vpOs65syZg/Xr1+PBBx/EF7/4RfZmz4j2mhGFkJFIJKirqwuHDh3C7t27ceLECbS1tWFoaEicwxYEu/+nWucYizR2b+2N3r+8vBxf/vKXsW7dOixfvhzz58+fMWRhzKjCyCAiamlpwcmTJ7Fnzx7U19fj3LlzIsuEPIE5kfxy11kWy3cmjWxq3wgMw8Cdd96JL3zhC1ixYgVWrFiB8vJyZGZmzsj2mZGFkmGaJrW1taG+vh4ff/wxjh07hsbGRvh8PkumS57L4p4vT2yyJcJ6ESvSfB1jtMYfTZqwHsIJh5jIrGfJUxh2f5DX68XcuXNRXFyMNWvWYPXq1bj77rtRVFR003WW8TCjCycjHo9TX18fLl68iNOnT+PQoUM4duwYLly4gGAwKExVJoR93ud6ITv25JAJmUS6rkNV1aRJJ10uF8LhsHBi5ufnY968eVi6dCnWrFmDRYsWYd68ecjMzIRhGLdEe9wShbRjeHiYmpub0djYiCtXrqCurg4dHR1obm7GlStXEAqFRkgUHsLY78OpxXRdT9rYTBZ5roe/y/NTdgWdZ+SZVG63Gzk5OZg/fz5WrlyJO++8EwsWLEBxcTFPlt5ybXDLFdgOIqKGhgZ0dXWhra0N7e3tuHDhApqbm9HW1oa+vj4QEYLBoGUiUR46RtOJ7AovMHJ6QtM0ke8OgNj8vKysDOXl5SgrK0NpaSnmzJmDqqoqlJaW3jISZTTc0oW3IxKJUDQaRXd3N1paWtDa2oqenh50d3ejr68Pvb298Pv96O3thc/nQygUgqZpYtZd/shgsjmdTmiaBk3TkJmZifz8fGRnZ2P+/Pnwer1wOp3IysoSYRfz589HSUkJJ0K8ber6tnmR0UBE5Pf70d/fj56eHvT09ODKlSvw+XyCLD6fD8BnkYGyExG4OpS5XC54PB6RCYx3Fs7NzcXcuXORk5ODzMxMuN3uEdv33W64rV9uLASDQQI+Sxw5lqTRdV14pZlUiqIgIyPjc1t/aaQxIfw/WhnJ94SjDCIAAAAASUVORK5CYII="},{"id":"4fb239b6-51d8-4f97-851a-b6db58cff3a0","height":47.3,"width":39.95,"perimeter":236.01,"area":570.46,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIEAAACYCAYAAADDeYoDAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1deZBU1fX+3uv3Xu/ds+8LM8zAOOyCG6gYQGBiwAVikRjXBKvMUlGrYqWiiZUyKfOzoonBBeOCSUwUg2AEkUUpGdkUGZBhGwaYfV/pme6ZXs/vj+Fe3uvpmenZYEb6q3o1091vue/e7557zrnnngtEcMVDuNwFuJQ4ceIEqT8TEYgIOp2u3+s8Hg9EUYQg9FRXIBAAAEyfPv1bUX/fipcIhsvlIrfbja6uLng8HpSXl6O5uRnV1dVobGxER0cH3G43PB4PfD4f3G53v/ezWq3Q6XSQJAl6vR5WqxUJCQlITU1FbGwsUlNTYTKZYDKZEBUVNe7qdNwVOBSIiJxOJ+rq6lBZWYny8nJUV1ejoaEBHR0d6OzsRHNzM2pqatDc3AyXy4VAIMB79GBhNBoRHx+P5ORkREdHIzY2Fna7HcnJyUhNTUVGRgYyMzMZOcZ8HY/5AvYFh8NBNTU1qKqqwunTp9HY2IizZ8+itLQUVVVVaGlpgcfjCXmtIAgQBIGTQJKkfp/FhgE1iAiBQIAPKQBgMBgQHR2NtLQ0TJo0CXl5eUhNTUV2djYyMjKQkZEBSZLGXJ2PuQL1h7a2NqqsrERFRQXOnj2LoqIiHDt2DOXl5fB4POju7obf7wfQ03CSJEGn06G7uxsAIMsyRFHkDRjciOFAFEV+D/Ysq9UKr9cLt9vN76XT6WCxWGA2m5GTk4MpU6Zg7ty5mDZtGpKTk9lvY6L+x0Qh+oPD4aC2tjaUlJTgyy+/xJEjR1BWVob6+no0NzeH7O2CIGgaNvhzqPP7A7s++B6MED6fj3/HlExGEAaj0YjU1FTk5eVh5syZmDNnDq6++mqkp6dDGKgAo4wxSwKfz0dlZWUoKSnBjh07cPz4cZw8eRLt7e1coQMAvV4PoKfS/X4/byhBECCKIgBoGpANBQC4JAgHoihCp9MhEAj0amBJknh5GDHYvUVR5OeLoghJkmA2mzFhwgTccMMNmDlzJpYuXYqoqCjYbLbL0h5jjgQOh4MqKipw9OhR7N69GwcPHsSxY8d4Q7LKVXeegRpyoI42mOFgKGCkCNZF7HY74uPjsWDBAixevBg33XQTYmJiIMvyJW2XMUMCp9NJ586dw759+7Bnzx4cPXoUZWVlcDgcXHFjRAhutLFOAjacMD2FSROdTgeTyYTu7m5kZWXh5ptvxl133YVbbrkFRqPxkg0Tl50ERERlZWX4+uuvsXXrVhQWFqKsrIw3jCRJIRt9MArd5SaBTqfjQ4IkSRBFEV6vt9dzjUYj8vPzsXTpUixatAjTp09HbGzsZW+jUUV5eTlt3bqVfvjDH9L06dNJFEUCQKIokslkIr1eT4IgkCAIJIoi6XQ6fgiCQADCOtg9+jrCvc9QD71er/ms0+lIFEX+Tuwc9v4JCQm0cuVKeu+996ipqWl0GQqgfwN5lODxeKi0tBT//Oc/8fHHH6O4uBgulwtAT6+VZRnd3d1hO3Mus3I94PMDgQDXC4CLlgPzQvr9frjdbsiyDEVR0NjYiI0bN6K6uhqnT5/GuXPnKCEhARaL5dshFVpbW2nDhg20YsUKSkxMJFmWyWQykaIoJEkS7xnsMBqN/fbm/n4L98Awe3o49xdFkSRJIkmSej3TYrGQLMu97qvT6SgtLY1++tOf0vbt28nr9Y66VBhVEBFVVVXRH//4R5o6dSoZDIaQDSCKIimKoiFDXw013Ma/lCQQBIGTnIn94Pdm/+v1eoqOjubDiMlkohUrVtD69eupurp6fBLB4/HQ559/TqtXr6aUlBT+ouwlZVkmWZZ7VY66AtFH5YuiOOZJwMZ/9fmMDMG/B59rMpl4GadNm0avvfYanT9/fvwQIRAIUEdHB61fv54WLVrUq5EVRRlUozCRCvQmiizLGgWMEUt9Hqvg4GEk1DnqAxdEsyzLJEkSybLMhy/19aF6OAAyGAyac4IJH0zkUPcwmUwEgFJSUujPf/4zNTc3jxgRRlUxbGxsxKuvvoqPP/4Yx48fRyAQgNFohMfj4eZRsOMnFAwGA1cUA4EAJEniThe1V87r9fJrfD4fV7x8Ph/31imKAkVRYDAYoNfrIcsybDYbL4vaKcXu397eDr/fj66uLnR2dsLr9XLPoNojyMrGfAHMDGRzF+wctcKr1+v7nOhiEAQBHo8HgiCgtrYWr7zyCgCgoaGBEhMTh60sjgoJ/H4/VVdX480338Trr7+O2tpaAD3asHriJVz7XF2JjAB+v59XptFo5DEBzFXMnqfX65GSkoKoqCikpKQgLS0NSUlJiI6OhslkgizLMJlMvDxqAjASuN1uuN1utLS0oLq6GlVVVaipqUFDQwPa29vhdDr5M30+n8aFbDQa4XK5IEkSZFkGEWnOCRXLENwpJEnSEPzcuXNYu3YtBEFAVVUVpaenD4sII04CIqKGhga8/fbbeOutt1BbWwuz2Qy3280ZDWh9+ANBbV6pJ2sAQFEUdHV1Aehp9KioKCQnJyMnJwd5eXlIS0tDXFwcbDYbEhMTkZCQALvdPiQ/vcPhoNbWVtTV1aGmpgY1NTVoaWlBWVkZTp8+jVOnTuH8+fOauQlm+qobnpnBoeYhgiEIArxeL5doiqJAp9PhzJkzWLt2LVwuF5qamig+Pn7IRBhREvj9fqqpqcFrr72G//znP1wCuN1uXgE6nQ6yLGtcqQNBPe/PPIhM1Pp8PsTFxSE7Oxv5+fnIzs5GTk4OrrrqKmRlZcFut4+Y+zWYOH6/n3w+H0pKSlBeXo7i4mIcO3YMp06dwrlz53D+/HkAPcOZerhi5R9MsQwGAzo7O+HxeCDLMgDgzJkzWLduHYxG47CGhhElQUtLC1577TW8+eabqK2t5dOq6t7LxDWTCGxmLlywoUGv12PixImYMGECFixYgPz8fEydOhXx8fEwGo2XxKmi0+k0z+nq6qKKigocPHgQX3zxBYqKilBTU4P6+nre+9lQpp7x7A9EBEmS0NnZCQDc5Qz0xEecO3cOL730EjIyMkBENFKEHxKamproueeeo7S0tF4aPdOmQ7l72Xf9acdWq5Vr/qIoUlJSEi1btoxeffVVKioqIqfTOaZMJiKimpoaeuedd+iRRx6hlJQUjeWi9oEwC6O/91dbOWazmVtIauuloKCAdu7cST6f7/LUhcfjoWeeeYb7ANjBTC72suqX0uv1pNPpwqoEdg+bzUaLFy+mNWvWUHFxMXV2do6pxg9Gd3c31dXV0auvvko/+MEPKDk5WWOiAtD4C/ozEaOiojh5mOOJXW+1WgkAPfLII9TW1nbp68ThcNCGDRsoPz+fN7C68UMdoRpd3TsMBgN/SZPJRLIs07Rp0+hXv/oV7d69m9rb28d04wfD7XbTkSNH6A9/+ANNnz6dv2fwxJKiKL3+D3ajo4/6EwSBzGYzrV27llpbWy9d/RARffnll1RQUKBhprrAwc6dUC8hSZLGoaJ2whiNRlq1ahWtW7eOamtriUZ73ncUUVFRQe+++y4VFBTwTmIwGDQziIIgkNFo5MNkf/XHhgN2jiAINGvWLHr33XcvTT15PB4qKSmhBx98kL8A86gFF7qvlwjlW1ePf7NmzaInnniCTp48SR6PZ9w2vhqBQIA2b95Md911F8XGxmoaHiodCrg4eRZ8BHs2caHzsY5UUFBARUVF5Pf7R7fOmpub6be//S1/sF6v535uQRBCzoqhHxKo3b6KotDcuXPp9ddfp/b29nHd+0Ohq6uL9u3bRw899BCXnCaTSTMMAlp3M/ogAbtekiRef1FRUfToo4+Obr05nU565513aNq0abxQ6okOVri+FJ1gEhiNRs56nU5HixYtok2bNo15xW84ICLavn07rVq1imJiYnpJ0r6GV4QYDtTnGI1GkiSJcnNz6cCBA6NjORERHT58mObPn69hq1qpYQebFu7rJdjBzjEYDHTHHXfQpk2bvjXivz84HA7av38/rVq1StOQer2eS9JQ0iCUThU8rIqiSA899BC1tLSMfD22t7fTk08+2Ut7ZaFgwaZgOJIAF8ThqlWraPfu3eR2u7/1BGDw+/30ySef0MKFC3ndqAkRaqoc6D1ESJJEFouF3wMAJSYm0n//+9+R7VBERP/73/8oKyuLKzCs0Rkp1IU0m81h6QQGg4Fuv/12+vTTT7914384CAQC9Le//Y1ycnI0yqDdbudEUJMBIeoUqroXBIFfW1BQMLKdqrS0lAoKCjReK9bbB2IqAM5U9f+SJNFNN91Eu3btuiIJwOBwOOjJJ5/s5V0Mrtu+JGtwMIooiqTX68lisdCHH344MnV7/vx5WrNmDWVmZnLxj0GSQH0wW/jqq6+m9957b0SDJMYjiIjOnDlDd955J68fJknDIUHwb0wfMxgMtGrVKiotLR1e/QYCAfriiy9o7ty5GpMOKl0gXBKonRt5eXn07LPPUnd39xVNAAYioo0bN1JWVhaXkuFKguDP6vD8qKgo+sc//tGnNBBDfRkMj8eDrVu34tChQxAEAQaDode8fn9gM4eKomgygyxZsgR33303DAbDtyOUepgQBEFYtGgR7r33XsiyzCOiwrgu5GcWr+BwOFBYWDhgBFOf8Hq99PXXX9OMGTO4AhgcMxeuJFC7NxcuXEi7d+++ovWAUCAiOnToEC1ZsqRfawr9SIJg34GiKDRz5kz65ptvhlbXnZ2d9PTTT5OiKBqFRRRFToZwSMACJQFQUlISbdy4kbq6uiIECAGn00mvvPIKdyINVucKVhIBUFxcHK1Zs2Zone6bb76hOXPm9GKc2lcdTiGZCWmxWGj16tXkcDgiBOgH33zzDa1YsWJQinfw72qfg16vp2XLllFFRcXg6r2lpYXeeOMNslqtXBG0Wq2a4JBwFBdGAJPJRKmpqfTxxx9TIBCIkKAfeL1eWr9+fdidjDV4sJmo9uUkJyfT+vXrBycN2tra6MYbbxySCag+GIHMZjPdd999ET0gTFRWVnIpzBqX+VcGitcIXmNhMBhIlmX60Y9+1KsD9ql6dnd30549e3Dy5Mlhv4zP54PVakVsbCzuvvvuYd/vSkF8fDxWrlypyaHIYg2FC7kOWLg8g6DK0MJC5k0mEw90ra2tRV1dneaaPknQ2dmJzZs3o6WlZdgvw+L5582bh8WLF1/2HD3jBUajUVi+fDni4uLg9/thNBoBgAer+nw+HtIeDEEV0u9yuUBEMBgMsNvtmjUMQD/RxidPnkRhYSG3VweL4Ha22+245557eLh0BOEhMTERS5Yswb/+9S++vgK4mBvJaDTy1Vksgtnv90OSJERFRcFsNiMqKgo5OTlIS0vD7NmzER8fr3lGSBJcMFFQUlICk8k0aBKoCSAIAkwmExYsWIBbbrklIgUGCVmWcc8992Dbtm1oamqC0WiE1+uFz+dDIBBAR0cHgJ51CepGT09PR25uLlJSUjB58mRkZmYiOjoaZrO5V+q8kCRwOBw4fPgwX4I1GLA2Vre1LMv43ve+F5ECQ4DNZhNqa2tp4sSJaGpq0qxXMJlM0Ov1yMrKQlpaGvLy8pCVlYXk5GQkJiYiOTkZMTExA662CkmCkpISHDt2DECPUjfYzhtMhOzsbEydOhV6vT4iBYYAs9mMpUuXoqWlBYIgICUlBVlZWUhPT0dmZiYSEhKQmJiIjIwMxMfH91oUMxB6kaCrq4veeOMNnDlzZsAkkOHi+uuvR3R09LDvc6XCbDbjwQcfREJCAmRZxtSpU5GZmQkASEpKgiiKI7sg1eFw4MCBA3C5XDCZTCG1z2DJoF6erV5Ba7FYIMsybrvttl6mTAThY7TzIfcyERsaGlBVVQUAYc86sbWE6hSvOp0Obrcb8fHxyMnJGZcp4K8UaEjgdDrp+PHjOH36NIDey8D7Als0yRI/Az0LRgOBAGbOnImMjIwRLnYEIwkNCXw+Hw4ePIiGhoaLJ4Qxnw2AZw5h5wuCAL1ej4ULFw6YSj6CywtNC7vdbhw9elSTTTTcZeMsswfTF7q7uxEVFYW5c+eOyRz/EVyEhgStra2oqKjg9ny4UkCtGDL4/X6+C0gEYxuaVj5z5gyam5v554FSqTCorQUmORRFwaRJk2A2m0einBGMIjgJmpqaqKKiAk6nkyuEgxkKGFgKGqvVigkTJgy401gElx8aSfDll19q0sKxBlWndgt1MLANKIgINpsNy5cvH9LkUwSXFpwEXq8X9fX1mgxbAMLOqwNcTMcmSRLi4uKYhyuiFI5xcBK43W6UlZUBGF7WcBbskJKSguTk5OGXMIJRBycB21cQ0GYUCzfunVkULJghISGBDw8RjG3wFm5ra4PL5eo1DIRDAqZD8JuKYkQKjCPwlqutreUePzUBwp1FZJKDiGA2m5GZmTnq28pEMDIQgZ6oYjZppM4ZzHblCAfsGkEQEB0djezs7GFPcUZwaSABPbOFaicRMw3D9RgCPY2v0+m4jyAhIWHkSxvBqEACevz8x48fh6IofPpYURR0d3eHNSSwHMNAj1KZk5ODuLi4US56BCMFEegJSW5tbdUkXWbifbCbUcmyDIvFErEMxhE4CRoaGnhcABD+vAFw0YJgG0vYbDYeIx/B2IcIgO/uAVzc8FkdGzAQ1JtFiKIIq9UaiSweRxCBnoZXb0YxWATrDGaz+bLvVRhB+BCBiwEhoVYbhdOY6uGALTaJLDIZP+A6gd/v12yowPYrCgesvZklEQknG1/QkEANRoLBdGimG0SEwPgC77I+n0/T85m5GI40YFJkMMpkBGMH3DoI1dh9fR/BtwsScDGZQQRXJiKyO4IeEjDTLqLQXZngziI2A8gQGR6uHIhAz6RPMAkiuHLAhwN1hqwIriyIQE/aE4PBAOCi9499Dhfq9QmD2fY2gssPbh3odDrNvMFgG1IdiTTYPEcRXF5wxZBlEgkOKgl3iGCTUEQEp9OJUd+TL4IRgwj0hJLFxMT0fHFBP2DWQbhrCdXRxk6nM2JdjCNwErDAUNab1Y06EILzFjqdztEoawSjBBHoWUialJQE4CIJWOOHE2amnjQSBAHt7e0RvWAcgVsHSUlJQw4JY4QRBAE+nw/19fVobW0duVJGMKoQgYspURVF4T9IkjRofUAQBHi9XrS0tKCtrW0UihvBaEAEAIvFIsyZMwdOp1OTJn0wEUJMofR6vWhsbERtbe3olDiCEQcfzG02G59DAHpIMJgEE8xEBHr0iAsh7BETYRyAkyAmJgZWq1Wj6fv9/rD8BIw46mQV586dG+myRjBK4CQwm82IiYkJu+E1N1HlLgR6lrVVV1ePYDEjGE1wEkiShKysLE6CoaSrYWTw+Xw4f/78aJQ3glGAZu5g1qxZXLQPJmA02MXMduV0OBwjWdYIRgm8pWVZxnXXXQeTycSVvHCnl9XzDTqdDl6vFw0NDSgtLR29kkcwYuAksNvtQm5uLp9CVjuABrxJCLOyoaEB586dg8/ni1gIYxwamR8dHc3dxyxhdSiHUXAeQ6/XC71er8lT4Ha78fnnn0fWIYwwfD4f7d27l44cOUKVlZXk8XiG3cl6eYPS0tJQXFzMg0TCnTtgy9eY5Ojo6EBdXd3Qd+qOICROnDiB5557DpIkITc3F3l5edi1axdFRUUhISEBMTExMJlMQ9/+RlEUzJw5E5999hlvfHXm8r6g3uyCnevz+VBRURFxH48gHA4Hbdq0CR999BFEUURCQgLsdjuSk5ORkJCAiRMnYuLEifjss88oLS0NiYmJsNvtAy4O1pDAbDZj9uzZsNvtaG5u5qbiYBamMoUyEAigvr6eb6ARwfDhcrlQVFTEJXRjYyPq6upw6tQpSJIEu92OmJgYvilWVlYWEhISsGPHDpo+fXqfm2RpSGCz2YTi4mJKT09HU1MTgB7TcaAhgZmILESNJbdsbW1FYWEhiIgiS9WHD6fTiX379vHPsizz2A+fz4fW1la0tLSgtLQUOp0OZrMZRqMR+fn5yM/PR3p6Ot5++21KS0tDeno6srOzQ6cdbmhooHvvvbfXduz9bZjNvme7c+PCVu0AaOHCheT1eiMWwghg586dZLFYSKfTaTbNZnWvKAopisJ3tWcbZ0PVVpmZmbR06VL62c9+RoWFhaHbpbOzk/7617+S0WjskwhA7526gx+mKAoBoNTUVCouLo6QYJhoa2ujZ599lu+AzogQ7qHX6zVtJ4oivfjiiwSEWItosViEnJwcWCyWQU0lqxNgAhc3x+rs7MSxY8fQ3d0dIcIw0NbWxp1v3d3dfIg2Go29UgpLkgRJknpNBqo3KUtJSUFsbGzfDywpKaHbb799UJJAfQSfv3z5cjp//nyEBMNAYWEhTZgwgdexwWDgbRFqyFYfTCrjggSQZZkSEhKopqYmtCQAenbdnD9/PmRZHpHUM6dOncKePXsi8QVDhMPhoP3796Ourk4zUxuuI475cICLi4SmT5/Oc02GvIvdbhfmzp0Lq9U6IjuXVFZW4rPPPhv2fa5UuFwu7Nq1C263W7MyLNwOqu57bLhYunQp35+qTyplZGRg1qxZQy23Bj6fD8XFxaisrByR+11JcLvddPjwYb6BOQAeEDxYwcqkgN1ux4IFC2A0GgWgHxJER0dj+fLlQyp4MIgIZWVl2Lx5c2RIGCQ6OzuxYcMGNDY2AgC6urr4b+G65NlsMBFBp9MhNzcXkyZNuvh7XxcajUZh3rx5I5KtnMUcbt26VbP7agT9g4iopKQEO3bs4JN0DIPV1Vjfs1gsuPnmmzVbFfarWWRkZOCWW24Z1MNCQRRFdHR04Pjx49i2bRsCgUBEGoSB5uZmfPDBB6ipqdF8z2Zv2fg+ENRLCpOSklBQUKD5vV8SxMbGjsiQwMawtrY27NixI7IwJQz4fD4qLy9nQyiAHvHPss6yzUnCmeVlhNHr9YiPj8ecOXMGl3G2oqKCpk+fzu1Mi8XC/zeZTH36CURR5Af73mw2k8lkorfeeosiukH/qKuro9/97nckSdKg/DQ6nU5T55Ik8c+ZmZn00ksvUXCgz4CGptlsxne/+10APd6pzs5O/pvL5epzX4PgNpYkCS6XC0SEjRs34syZM+HWxxUHj8dDJSUl2LBhQ1gmutpfEJyOkH2Ojo5GZmYmlixZ0msD8wFJYLVasWzZMuTm5mpEz1AUExZ5tHPnTqxfvz6iG/SB1tZWfPTRRzhx4sSgNi0HtPoCm9JnqYbnzZuHnJycoRWqqamJnnrqKe6uBECyLIftNlZPRrFjxowZVFhYSBEiaEFE9P7771NaWhqfHRyK216WZT6rK8syZWZmDq++3W43ffXVV5Sbm8tvrNfrNT7p4EKoD0YYNjaZTCZSFIUeeOABKi0tjZDgAoiIDhw4QMuXLycAZLfbBzV3w34TRZFPJwMgq9VKP/7xj8nlcg2vruvq6ug3v/kNv7E6dmCgCQxcaHj1tYqikM1mo+eee45aWloiRABQW1tLq1evJqvVquk04cRzsL/qxmf3SE9Pp23btg0/rqOjo4MOHDhAM2bM6PXgcJiq1+s1WisbVq6++mr6+9//Tg0NDVc0Edrb2+n555+ntLQ0Tf0gDBKoh2Y2fOCCpRAdHU0PPPAANTc3j0z9tre302OPPaYJahBFMexCsr+KomjOnTNnDm3evJncbvcVSQSfz0eff/45XXXVVb3MOwySBGpJYDKZKCsri7Zv3z5yJnkgEKB9+/bRpEmTQuoD6iFCUZQ+lcdQL7VkyRL64IMPhj9ujTMQERUWFtL8+fMJ6PHDsHoLN14AQY0vSRKZzWZSFIWefPJJGvFMcq2trfSnP/2pV2Mz6aBmqk6nC0mEUC8hyzItWrSIPvzwwysmJrG9vZ22b99O3//+9ykqKorXJ1T1F8o6CFV/kiRx553ZbCYANG/ePCoqKhp5EgDA2bNnadq0aSRJEh8WWGCpJEn8/1CBjuiD2bgwtCxZsoTef/99cjgc32oiEBFt3bqVVqxYoZGg6v+Zx3UgEgQPEaIoUkxMDL344oujZ4J3dHTQO++8o3EnMxaKoshdy6EIgBAkkCSJ+xIEQaC5c+fSunXrqLGx8VtJhM7OTvroo49o5cqVvN5Yr8eFehuM9cU6HVSS5OGHH6aysrKw6m9IsWNWq1Vwu9105swZnD17Fm63W7MoleUxZB6rgUBEfG6ciLB//364XC40NjbixIkTlJubGzo+fhyis7OTNm/ejLfeegv79u2Dy+UCEHopX7jweDx8w3JRFJGfn48777wTEyZMGOniaxEIBKioqIgWLlzIe3ywDtCXudiXKBNFUeNdnDx5Mv3kJz+h3bt3j3tfAhHR6dOn6YUXXqDrr7+em4DqoRCqemD/y7I8qKEgNjaW1qxZc+mkqNPppHXr1tGcOXP4C7GX68ubiD5IwIYF9XWCIJDFYqFbb72Vnn/+eTp16hSNx9D18+fP086dO+kXv/gFTZo0qZfoBi46etTDAELUVX9EsFgsdN9991FVVdWlraPW1lZ64YUXKCEhQVN45vUKtUgilE4Q/Dv7n12fkZFB999/P33wwQdUU1MzLiyIjo4OampqorVr19KyZcvIZrOF1JVCSUy1VA2HACaTiebMmUN79uyhrq6uS183lZWV9POf/5xiYmI0L6ZWdNj3wRWgXjI10IsqikIzZsygxx9/nD755BOqr68fkxNQPp+PGhsbadOmTfTLX/6SUlJSNLEXkiT1Iv5AhyD0rB9g9acoikYhnDFjBv373/++fHEaHR0dVFxcTCtXriQAZDQaeQFtNhsPdGBa72BFHnthWZZJFEWy2+00d+5c+vWvf03vvfcelZSUjAmdwe/3U2VlJW3atIkeffRRmj17NpnNZjIajb06Ql/6UqgjlO+AfTabzZSdnU3/93//N+Q6GDGNm4ho165d+P3vf4+9e/dq8hoEWwjChQ0y2IragbRhRm4WWsU+x8fHIy4uDvPmzcOUKVNwzTXXIDs7G3a7HWaz+XSFSBIAAAc+SURBVJJZE11dXVRaWoqioiIUFRXh0KFDOH78ONrb23udy95bnfFtIAsq+L0NBgPcbjeICHFxcVi9ejUefvhhZGVlDemdR7SiPB4Pbdu2DU8//TQOHz4Mo9HIQ6RDvSz7biASCBfyHqivEy6EULPvMzIykJeXh5ycHOTm5mLKlCnIy8tDUlISFEUZ0fd0u93U1dWFsrIynD17FidPnsSxY8dw5MgR1NXVobOzk5dLURSNCQdo1wWGC0mS4Pf7edZZt9uN+Ph43HzzzXjmmWeQl5cHURQvPwmAnqFhy5Yt+Mtf/oKvvvoKJpMJ3d3dfLc1n88XUjL0B7Z5d3DoFJMo6ognWZYRHx+PyZMnY8qUKUhNTUVMTAxiY2ORlpaGpKQk2Gw26PX6sKSFw+GgpqYmuFwuNDQ0oLa2Fi0tLWhsbMSpU6dQWlqK06dPh3wv4GLOZwC99ocKNzmYeid64UIScUmScMcdd+CJJ57ANddcM7jA0SCMisjs6uqiLVu24MUXX8SePXs0v8my3IsM4Q4H6tzL6usNBgNP1KCuZOFCppWMjAzExMQgLS2Nr8a1WCwwGo2QZVmT3R3oGb48Hg/cbje8Xi+qqqrgcDhQVVWFsrIyNDc3w+v18ohfVjaWtkcd3sXuF7zvtFoqhPP+BoMB3d3dAICoqCgUFBTg/vvvx5IlS4ZFAGCIHsOBYDQaBa/XS2wrnIqKCrS3tyMQCMDr9fZKqT9Q2DQbA/1+P680lqXD7/fzygkGq/jy8nJUVlaiuLiYDyUsZp8RizUQu8bv98Pn88Hn8/Ed5IHe+g2TcKxs7Dt1Jjdg8F7AYLBMctHR0Vi2bBlWr16Na6+9dtgEGHU0NDTQhx9+SPPnz+cxcwB6TZiE6xEbSKNmYVX9zVmoJ2Wg0rjZd+wezIrR6XQaXwdz6oTyZbDf1Q4wZiUxu1/tIewrcij4UPtKHn/8cdqzZw85nc7Lbg2FjUAgQPv376eHH36Y4uLiuP9A3VDqWUeDwaAhSX8BrQiq+NE6Bnr+YA5ZlnsFgQTHYaijimw2GwmCQFOnTqWnnnqKTpw4MT7XbLjdbioqKqKnn35a4zZlL9uf46SvXq0+xjoJgokd6lCHhQW/97XXXksvv/wy1dTUjO/oKyKi6upqevnll+mGG27QsB0XeojBYOCh0iwBE8Ko5LFOguBysmwhBoNBM5EU7EhLTEykRYsW0caNG79dMZhOp5O2bNlCDzzwgCb9CtB7zFePh/0d44UE6iN4OFTrESaTiSZNmkSPPfYY7d27d9TF/6hYB/3BbDYLXV1dNHHiROTn52PTpk0oLi5GZ2cnN60UReGaeTjOpLEORVE01gOgNSndbjd/R5vNhvnz5+P222/Hd77zHWRlZY26BXBZa7e2tpYOHz6MzZs348iRIzh69CgPslDjcpNgpDqiIAg8qxjzMQgXvKGxsbG46qqrcOONN+K2227D7NmzB52jeMjluhQP6Q9ERGVlZdi7dy+2bNmCAwcOoLq6mvcaRVE0iZcuUxmHdb1wwcUtXHAdq/0Hdrsdubm5uP7663HrrbfiuuuuQ2Ji4iW1/y87CRi6u7upvLwcBw8exN69e3Ho0CGUlJTA4XCMe0mg1+v5jrHCBS+mzWbD1KlTMWPGDEyfPh2LFy/GhAkTLovzZ8yQgMHtdlN9fT0OHz6ML774AsePH8exY8dQV1fXy7PIKlTtfg5Vh8Ezd8Eu3L7A7hX8DLVIZx7M4PuxMV8QBB4/qSgK4uLikJ2djWuvvRZLly7FddddB6vVOuTJn5HAmCMBQ1dXF9XX16OlpQWffvopSkpKcPr0aVRVVaGhoYErU6IoQpblPucOgsWvumFZI4UabtRkYlO5wfdmcwN+vx+SJPGMLF6vV/PM5ORkmM1m5OTk4MYbb8TNN9+M/Px82O32MRFAe9kLEA4cDgfV1taivLwcJ0+exNGjR3HmzBnU1NSgsbFRkziDNY56xk69l5N6xxZ2fvDMZDDUE0JMKqilkvreDLGxsUhPT0diYiLmzJmDyZMnY9asWcjMzITNZhtT9T6mChMOHA4HVVVVobq6GpWVlaiqqkJNTQ0aGhpQUVGB+vp6dHZ2anL6BEsD4OLQEe7QAGhn/oJhs9mQlpaGtLQ0ZGRkIDs7GxMnTkRiYiLy8vJgtVovaaDLYDAmCxUuiIicTifa2tpQU1PDpYPD4UBHRwfa29vR0dGB2tpaOBwOtLe3o7u7m0/tut1ueDyePknAerher4ckSVAUBQaDATabDQkJCUhOTkZ0dDRMJhPi4uKQmZmJCRMmIDk5GTExMYiKihoX9TsuCjkY+Hw+0ul0cDqdqK+vR3NzM5qamtDe3o7m5mZ0dHTA4/HA4/HA5XJpkkMGDwXss8VigaIoMJvNsFqtiImJQVJSElJSUhAVFYXk5GQQ0ZgY34eCcVno4aCjo4PY2M60++D9mxjUSiRT/AwGwxVXZxFcAfh/jJx9B2an0YIAAAAASUVORK5CYII="},{"id":"3c86f214-bbc9-4bf0-b75e-51f075cfcdeb","height":49.85,"width":44.42,"perimeter":172.57,"area":1677.17,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-15 12:24:36"} 
[2026-04-15 12:24:36] local.INFO: Number of letters detected {"data":{"noOfLetters":33},"timestamp":"2026-04-15 12:24:36"} 
[2026-04-15 12:24:36] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":6897.16,"perimeter_in_feet":574.76},"timestamp":"2026-04-15 12:24:36"} 
[2026-04-15 12:24:36] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[1532.09,435.59,578.43,758.95,366.76,649.2,634.14,403.63,705.12,1633.61,1086.74,650.99,482.78,946.56,914.54,599.72,368.75,574.55,499.38,1635.04,658.14,1633.97,733.41,874.71,1077.24,1376.59,633.88,259.21,599.57,759.61,1634.37,570.46,1677.17],"actualFilledAreaSum":27944.9},"timestamp":"2026-04-15 12:24:36"} 
[2026-04-15 12:24:36] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":194.06},"timestamp":"2026-04-15 12:24:36"} 
[2026-04-15 12:24:36] local.INFO: Average character height calculated {"data":{"avgCharHeight":46.04878787878789},"timestamp":"2026-04-15 12:24:36"} 
[2026-04-15 12:24:36] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":1745.0,"originalHeight":652.0,"ratio":2.6763803680981595},"timestamp":"2026-04-15 12:24:36"} 
[2026-04-15 12:24:36] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"557.67","otherDimensionOfSign":208.37},"timestamp":"2026-04-15 12:24:36"} 
[2026-04-15 12:24:38] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"53536\" height=\"20003.135816618913\" viewBox=\"0 0 1745 652\">
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136.343 C 863.525 131.307, 857.593 123.207, 854.040 118.343 C 850.487 113.480, 839.740 98.942, 830.157 86.038 L 812.733 62.577 825.117 50.648 C 831.927 44.088, 845.247 31.133, 854.715 21.860 L 871.930 5 859.209 5 L 846.489 5 812 39.500 C 793.031 58.475, 777.171 74, 776.755 74 C 776.340 74, 776 58.475, 776 39.500 L 776 5 766.500 5 L 757 5 757 76 M 945.693 5.640 C 944.876 6.457, 944.808 141.740, 945.624 144.750 L 946.233 147 979.159 147 C 1015.618 147, 1022.676 146.211, 1033.038 140.981 C 1040.128 137.402, 1047.169 129.695, 1050.195 122.202 C 1052.096 117.495, 1052.495 114.668, 1052.481 106 C 1052.467 96.890, 1052.139 94.838, 1050.006 90.500 C 1046.710 83.797, 1040.118 77.401, 1033.275 74.268 L 1027.657 71.697 1031.574 68.598 C 1042.466 59.983, 1045.464 54.035, 1045.483 41 C 1045.496 32.511, 1045.193 30.898, 1042.633 25.844 C 1037.471 15.654, 1027.984 8.570, 1016.201 6.108 C 1010.544 4.925, 946.831 4.503, 945.693 5.640 M 1080 76 L 1080 147 1088.986 147 L 1097.972 147 1098.236 115.250 L 1098.500 83.500 1114.500 83.500 C 1129.964 83.500, 1130.689 83.593, 1136.149 86.274 C 1139.720 88.028, 1143.459 90.992, 1146.310 94.330 C 1150.547 99.289, 1165.666 121.846, 1176.419 139.250 L 1181.207 147 1192.677 147 C 1201.853 147, 1204.082 146.727, 1203.823 145.637 C 1203.645 144.887, 1197.425 134.716, 1190 123.035 C 1176.388 101.620, 1167.010 89.925, 1159.803 85.375 C 1157.711 84.055, 1156 82.582, 1156 82.101 C 1156 81.620, 1158.029 80.923, 1160.509 80.551 C 1162.990 80.179, 1168.595 78.085, 1172.966 75.897 C 1184.946 69.901, 1191.241 61.442, 1193.004 48.971 C 1195.264 32.982, 1187.525 16.390, 1174.773 9.884 C 1166.399 5.612, 1159.766 5.036, 1118.750 5.017 L 1080 5 1080 76 M 1367.504 13.750 C 1369.634 21.637, 1394.493 115.362, 1400.325 137.500 L 1402.697 146.500 1412.466 146.500 L 1422.235 146.500 1424.026 140.500 C 1425.011 137.200, 1427.687 127.750, 1429.972 119.500 C 1432.258 111.250, 1435.637 99.100, 1437.480 92.500 C 1439.324 85.900, 1442.945 72.850, 1445.526 63.500 C 1448.108 54.150, 1451.241 42.900, 1452.490 38.500 C 1453.739 34.100, 1455.085 28.993, 1455.481 27.151 C 1455.878 25.309, 1456.551 24.184, 1456.978 24.651 C 1457.404 25.118, 1458.886 29.775, 1460.270 35 C 1461.655 40.225, 1465.587 54.625, 1469.009 67 C 1472.431 79.375, 1476.023 92.425, 1476.993 96 C 1482.523 116.390, 1488.285 137.172, 1489.677 141.750 L 1491.274 147 1500.078 147 C 1504.920 147, 1509.134 146.593, 1509.441 146.095 C 1509.748 145.598, 1512.432 136.260, 1515.403 125.345 C 1520.667 106.014, 1529.671 73.165, 1541.951 28.500 C 1545.277 16.400, 1547.999 6.162, 1548 5.750 C 1548 5.338, 1543.825 5, 1538.721 5 L 1529.443 5 1527.754 11.750 C 1524.883 23.222, 1509.463 86.531, 1504.980 105.250 C 1502.642 115.012, 1500.402 123, 1500.002 123 C 1499.602 123, 1498.714 119.529, 1498.030 115.286 C 1496.184 103.841, 1492.121 87.867, 1481.627 50.795 C 1476.443 32.483, 1471.422 14.688, 1470.469 11.250 L 1468.736 5 1457.118 5.005 L 1445.500 5.010 1443.095 13.755 C 1441.772 18.565, 1438.335 30.825, 1435.458 41 C 1432.580 51.175, 1427.494 69.175, 1424.156 81 C 1420.817 92.825, 1416.881 107.577, 1415.409 113.783 C 1413.936 119.988, 1412.522 124.855, 1412.265 124.598 C 1412.008 124.342, 1410.514 118.139, 1408.944 110.816 C 1407.375 103.492, 1402.006 79.950, 1397.013 58.500 C 1392.020 37.050, 1387.205 16.238, 1386.313 12.250 L 1384.692 5 1374.916 5 L 1365.140 5 1367.504 13.750 M 1566 76 L 1566 147 1574.992 147 L 1583.983 147 1584.242 91.465 L 1584.500 35.930 1621.500 91.433 L 1658.500 146.937 1668.250 146.968 L 1678 147 1678 76 L 1678 5 1669 5 L 1660 5 1660 60.059 C 1660 90.341, 1659.656 114.905, 1659.235 114.645 C 1658.815 114.385, 1642.072 89.609, 1622.030 59.586 L 1585.590 5 1575.795 5 L 1566 5 1566 76 M 309.634 19.586 C 291.400 24, 278.671 37.906, 274.385 58.094 C 271.973 69.460, 272.922 89.981, 276.347 100.500 C 282.214 118.518, 295.196 129.886, 313.558 133.083 C 323.040 134.735, 339 132.495, 339 129.513 C 339 128.413, 334.375 125.994, 325.760 122.589 L 322.021 121.111 324.298 114.805 C 326.321 109.203, 326.850 108.530, 329.037 108.771 C 332.301 109.131, 345.621 115.473, 349.790 118.653 C 351.609 120.041, 353.688 120.950, 354.410 120.673 C 356.478 119.879, 363.660 108.525, 365.928 102.463 C 369.094 94, 370.315 83.795, 369.691 71 C 369.078 58.433, 367.383 51.474, 362.852 42.913 C 352.672 23.679, 331.346 14.331, 309.634 19.586 M 1273.773 19.555 C 1249.717 25.386, 1237 45.084, 1237 76.510 C 1237 108.517, 1252.378 129.361, 1278.835 133.217 C 1285.706 134.219, 1287.975 134.133, 1295.158 132.601 C 1299.746 131.622, 1305.689 129.636, 1308.365 128.189 C 1319.220 122.317, 1328.718 109.441, 1332.112 96 C 1332.991 92.514, 1333.498 85.006, 1333.495 75.500 C 1333.489 58.382, 1331.850 51.174, 1325.533 40.500 C 1315.206 23.048, 1294.285 14.583, 1273.773 19.555 M 964.485 23.250 C 964.181 24.488, 964.060 34.275, 964.216 45 L 964.500 64.500 987.500 64.500 C 1010.230 64.500, 1010.566 64.469, 1016.091 61.878 C 1022.568 58.841, 1025.488 55.248, 1027.014 48.435 C 1029.161 38.855, 1025.193 28.670, 1017.856 24.926 C 1012.659 22.275, 1000.944 21.041, 980.769 21.018 C 965.279 21, 965.030 21.034, 964.485 23.250 M 1098 44.081 L 1098 67.163 1126.250 66.743 C 1145.297 66.460, 1155.803 65.908, 1158.500 65.049 C 1163.848 63.345, 1171.457 55.647, 1172.882 50.500 C 1175.311 41.724, 1173.545 34.281, 1167.627 28.364 C 1160.888 21.625, 1157.299 21, 1125.318 21 L 1098 21 1098 44.081 M 118.002 30.710 C 116.736 35.500, 111.718 50.010, 106.851 62.953 C 101.983 75.896, 98 86.826, 98 87.243 C 98 87.659, 108.575 88, 121.500 88 C 134.425 88, 145 87.701, 145 87.335 C 145 86.969, 140.092 73.581, 134.093 57.585 C 128.095 41.588, 122.884 27.038, 122.514 25.250 C 122.144 23.462, 121.495 22, 121.072 22 C 120.649 22, 119.268 25.919, 118.002 30.710 M 964.449 83.273 C 964.180 83.973, 964.082 94.660, 964.230 107.023 L 964.500 129.500 988.500 129.789 C 1004.724 129.984, 1013.892 129.694, 1016.798 128.895 C 1027.342 125.996, 1033.294 117.767, 1033.294 106.092 C 1033.294 98.091, 1031.351 93.453, 1025.957 88.580 C 1019.587 82.825, 1014.864 82, 988.287 82 C 970.308 82, 964.825 82.293, 964.449 83.273 M 171 251.491 C 151.595 255.381, 135.480 267.412, 126.068 285.035 C 117.919 300.293, 115.312 326.882, 120.040 346.500 C 120.703 349.250, 123.157 355.600, 125.493 360.611 C 133.069 376.859, 146.805 388.858, 164.500 394.686 C 171.332 396.936, 174.325 397.332, 185 397.401 C 199.238 397.493, 207.040 395.638, 219.500 389.199 C 243.242 376.930, 256.707 347.007, 253.229 314.242 C 249.630 280.342, 229.780 257.272, 199.162 251.406 C 190.280 249.704, 179.754 249.736, 171 251.491 M 1047 250.690 C 1035.720 252.573, 1024.860 257.491, 1018.811 263.455 C 1011.978 270.192, 1008.725 277.763, 1008.201 288.153 C 1007.809 295.928, 1008.036 297.400, 1010.435 302.653 C 1016.869 316.743, 1025.993 322.135, 1056.770 330.036 C 1083.385 336.868, 1090.230 339.843, 1094.566 346.460 C 1099.435 353.891, 1098 364.714, 1091.293 371.149 C 1083.528 378.599, 1073.755 381.517, 1059.132 380.753 C 1038.515 379.675, 1025.707 370.749, 1021.538 354.554 C 1020.696 351.283, 1019.668 348.273, 1019.254 347.864 C 1018.545 347.165, 1003.010 348.656, 1002.162 349.505 C 1001.069 350.598, 1004.395 363.300, 1007.471 369.776 C 1013.586 382.654, 1025.380 391.687, 1041.053 395.499 C 1044.599 396.362, 1052.450 397.330, 1058.500 397.651 C 1077.235 398.644, 1091.992 393.918, 1103.031 383.389 C 1119.449 367.729, 1120.079 343.822, 1104.462 329.053 C 1096.547 321.566, 1089.433 318.575, 1063.895 311.994 C 1037.036 305.073, 1031.573 302.627, 1028.250 296.038 C 1027.013 293.584, 1026 289.967, 1026 288 C 1026 278.934, 1034.404 270.400, 1045.533 268.165 C 1056.873 265.888, 1071.551 267.118, 1079.046 270.974 C 1085.834 274.466, 1093 285.283, 1093 292.038 C 1093 293.687, 1093.694 294, 1097.360 294 C 1099.759 294, 1103.865 293.706, 1106.485 293.347 L 1111.248 292.694 1110.679 287.180 C 1109.938 280, 1104.904 269.851, 1099.307 264.255 C 1093.749 258.696, 1082.734 253.427, 1072.634 251.494 C 1065.384 250.107, 1052.846 249.714, 1047 250.690 M 1246.075 251.087 C 1219.336 256.333, 1200.575 274.499, 1193.788 301.715 C 1190.899 313.302, 1190.624 335.268, 1193.250 344.802 C 1197.741 361.109, 1206.439 375.519, 1216.500 383.318 C 1229.261 393.210, 1247.348 398.739, 1263.481 397.679 C 1302.691 395.103, 1327.308 366.687, 1327.308 324 C 1327.308 292.072, 1314.178 268.781, 1289.500 256.936 C 1276.708 250.795, 1259.426 248.468, 1246.075 251.087 M 2.243 323.750 L 2.500 394.500 12 394.500 L 21.500 394.500 21.764 362.750 L 22.028 331 55.014 331 L 88 331 88 322.500 L 88 314 55 314 L 22 314 22 291.512 L 22 269.024 60.250 268.762 L 98.500 268.500 98.792 260.750 L 99.084 253 50.535 253 L 1.987 253 2.243 323.750 M 271 253.493 C 271 253.764, 281.575 268.824, 294.500 286.958 C 307.425 305.092, 318 320.396, 318 320.966 C 318 321.536, 312.228 329.764, 305.173 339.251 C 298.119 348.738, 287.024 363.700, 280.519 372.500 C 274.013 381.300, 267.582 389.962, 266.227 391.750 L 263.763 395 275.167 395 L 286.571 395 302.536 372.803 C 311.316 360.594, 320.635 347.432, 323.244 343.553 C 325.853 339.674, 328.409 336.500, 328.924 336.500 C 329.438 336.500, 332.479 340.357, 335.680 345.072 C 338.881 349.786, 348.025 362.930, 356 374.280 L 370.500 394.917 381.857 394.958 C 391.738 394.995, 393.136 394.798, 392.616 393.443 C 392.288 392.586, 380.753 376.168, 366.984 356.957 C 353.214 337.747, 341.705 321.394, 341.406 320.617 C 340.998 319.553, 372.206 276.287, 389.277 254.250 C 390.037 253.268, 388.023 253.005, 379.872 253.024 L 369.500 253.049 353.500 274.172 C 344.700 285.791, 336.026 297.480, 334.223 300.148 C 332.421 302.817, 330.599 305, 330.174 305 C 329.749 305, 326.530 300.837, 323.021 295.750 C 319.512 290.663, 311.296 278.962, 304.762 269.750 L 292.883 253 281.941 253 C 275.924 253, 271 253.222, 271 253.493 M 515.976 307.250 C 515.960 340.895, 515.559 363.202, 514.919 365.980 C 512.766 375.322, 505.334 380.937, 495.066 380.978 C 483.397 381.025, 477.138 374.839, 474.822 360.972 C 474.136 356.862, 473.204 353.239, 472.752 352.919 C 472.300 352.600, 468.683 352.828, 464.715 353.426 L 457.500 354.512 457.594 362.506 C 457.775 377.850, 465.629 390.084, 478.500 395.070 C 486.991 398.359, 502.939 398.405, 511.145 395.164 C 522.311 390.754, 528.948 383.793, 532.756 372.500 C 534.242 368.091, 534.480 360.732, 534.766 310.250 L 535.092 253 525.546 253 L 516 253 515.976 307.250 M 566.288 302.750 C 566.657 343.690, 567.025 353.824, 568.361 359.975 C 573.614 384.150, 589.236 396.008, 618.018 397.668 C 637.535 398.794, 653.365 393.767, 664.125 383.025 C 677.201 369.972, 678.978 359.303, 678.991 293.750 L 679 253 669 253 L 659 253 659 301.818 C 659 346.843, 658.850 351.206, 657.070 357.988 C 654.763 366.774, 650.861 372.698, 645.389 375.724 C 634.383 381.809, 614.665 382.799, 603.852 377.810 C 595.590 373.998, 590.585 368.525, 587.849 360.308 C 585.636 353.660, 585.574 352.316, 585.225 303.250 L 584.868 253 575.353 253 L 565.838 253 566.288 302.750 M 709 324 L 709 395 718 395 C 724.505 395, 727.015 394.653, 727.053 393.750 C 727.082 393.063, 727.106 366.974, 727.106 335.776 C 727.107 304.578, 727.480 278.821, 727.937 278.539 C 728.394 278.256, 734.076 293.657, 740.563 312.763 C 747.051 331.868, 755.990 358.075, 760.429 371 L 768.500 394.500 777.103 394.787 L 785.705 395.074 787.790 389.287 C 788.936 386.104, 797.578 361.225, 806.994 334 C 816.409 306.775, 824.740 282.925, 825.505 281 C 826.719 277.948, 826.904 285.012, 826.948 336.250 L 827 395 835.981 395 C 844.466 395, 844.992 394.876, 845.507 392.750 C 845.806 391.512, 845.927 359.675, 845.776 322 L 845.500 253.500 832.737 253.220 L 819.973 252.940 818.886 255.720 C 817.725 258.687, 800.081 310.016, 786.728 349.271 C 782.281 362.345, 778.332 372.695, 777.953 372.271 C 777.574 371.847, 768.588 345.400, 757.984 313.500 C 747.379 281.600, 738.496 254.938, 738.244 254.250 C 737.907 253.329, 733.996 253, 723.393 253 L 709 253 709 324 M 876 324.038 L 876 395.075 885.250 394.788 L 894.500 394.500 894.765 365.750 L 895.031 337 916.765 336.929 C 939.605 336.854, 943.090 336.649, 951.998 334.860 C 969.007 331.443, 978.975 321.724, 983.256 304.381 C 985.103 296.902, 985.237 294.881, 984.315 288.482 C 982.325 274.668, 974.492 262.802, 964.155 257.943 C 954.975 253.628, 948.617 253.036, 911.250 253.017 L 876 253 876 324.038 M 1338 253.770 C 1338 254.231, 1345.588 274.160, 1354.861 298.055 C 1364.135 321.950, 1376.382 353.552, 1382.077 368.283 L 1392.431 395.065 1402.394 394.783 L 1412.357 394.500 1430.715 347.500 C 1440.811 321.650, 1453.106 290.254, 1458.036 277.730 C 1462.966 265.207, 1467 254.520, 1467 253.980 C 1467 253.410, 1463.100 253, 1457.673 253 L 1448.346 253 1436.555 284.750 C 1430.070 302.212, 1420.582 327.750, 1415.470 341.500 C 1410.358 355.250, 1405.420 369.121, 1404.496 372.324 C 1403.571 375.527, 1402.657 377.990, 1402.463 377.796 C 1402.269 377.603, 1398.982 368.457, 1395.158 357.472 C 1391.334 346.487, 1382.489 321.525, 1375.503 302 C 1368.517 282.475, 1361.792 263.575, 1360.560 260 L 1358.319 253.500 1348.159 253.215 C 1342.572 253.058, 1338 253.308, 1338 253.770 M 1485 324 L 1485 395 1538 395 L 1591 395 1591 387 C 1591 381.290, 1590.642 378.987, 1589.750 378.956 C 1589.063 378.931, 1570.205 378.934, 1547.844 378.961 C 1525.484 378.988, 1506.471 378.734, 1505.594 378.398 C 1504.197 377.862, 1504 374.838, 1504 353.905 L 1504 330.023 1543.250 329.762 L 1582.500 329.500 1582.790 321.262 L 1583.081 313.023 1543.790 312.762 L 1504.500 312.500 1504.500 291 L 1504.500 269.500 1546.250 269.239 L 1588 268.978 1588 260.989 L 1588 253 1536.500 253 L 1485 253 1485 324 M 1618 323.940 L 1618 395 1627.486 395 L 1636.972 395 1637.236 363.250 L 1637.500 331.500 1653 331.535 C 1667.012 331.566, 1669 331.792, 1673.714 333.892 C 1676.691 335.219, 1680.889 338.312, 1683.501 341.104 C 1687.692 345.585, 1704.309 370.131, 1715.074 387.741 L 1719.500 394.983 1731.276 394.991 L 1743.051 395 1741.590 392.250 C 1737.627 384.792, 1714.813 350.223, 1709.865 344.177 C 1706.765 340.390, 1701.927 335.800, 1699.115 333.977 C 1693.508 330.345, 1692.760 329, 1696.343 329 C 1699.066 329, 1708.188 325.988, 1712.994 323.503 C 1718.888 320.455, 1725.600 313.282, 1728.403 307.036 C 1737.443 286.893, 1727.784 262.355, 1708.245 255.822 C 1701.753 253.652, 1699.932 253.554, 1659.750 253.224 L 1618 252.880 1618 323.940 M 174 267.593 C 155.907 272.399, 144.320 284.108, 139.457 302.500 C 136.916 312.106, 136.409 330.976, 138.424 340.919 C 142.953 363.275, 157.525 377.932, 178.457 381.186 C 204.360 385.213, 227.420 368.215, 232.570 341.298 C 234.407 331.695, 234.373 315.440, 232.496 306.500 C 230.614 297.537, 225.140 286.422, 219.735 280.591 C 208.699 268.684, 189.951 263.355, 174 267.593 M 1247.561 267.536 C 1233.186 271.175, 1220.396 282.162, 1215.658 294.943 C 1211.880 305.136, 1210.687 314.490, 1211.250 329.500 C 1211.793 343.971, 1213.862 351.434, 1219.964 360.944 C 1236.582 386.841, 1276.522 388.844, 1295.858 364.750 C 1304.621 353.829, 1308.510 339.054, 1307.635 320 C 1306.660 298.761, 1300.408 284.982, 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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":824,"y":505,"width":113,"height":142},"scaled_width":36.11,"scaled_height":45.38,"actual_filled_area":578.43,"bounding_box_area":1638,"exact_perimeter":234.41,"approximate_perimeter":223.85,"convex_hull_perimeter":158.29,"perimeter_pixels":733.4873734152925,"original_contour_points":96,"approximation_points":7,"shape_analysis":{"aspect_ratio":1.26,"compactness":0.1323,"perimeter_to_area_ratio":0.4053},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":687,"y":505,"width":133,"height":143},"scaled_width":42.5,"scaled_height":45.7,"actual_filled_area":758.95,"bounding_box_area":1942,"exact_perimeter":174.91,"approximate_perimeter":164.07,"convex_hull_perimeter":145.71,"perimeter_pixels":547.3036072312192,"original_contour_points":295,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.08,"compactness":0.3117,"perimeter_to_area_ratio":0.2305},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIkAAACTCAYAAAC6aTo0AAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1dWXAU19X+epnumdGGECAEYjWLAGEwi2SLLRgwNhATL0mVHVcqD3l2kqpUpSpVrvJT3rO9+CVViRcMPyVWsUkgCRACxGL2sBizC0loHWmmp3v6/A9wL7dHy/RII2lG6Kvq0mim+87tvmfOOfeswChGEQPScE9gMEFEdPXqVVy8eBF+vx+BQMDVdZIk9fi/pmlobm7GZ599hvT09BH97ESowz2BwURjYyP+9re/YdeuXWhra4Msy66u641IDMNAbm4upk+fDiIiKfrEUaQWgsEgHTx4kF577TUCEPchSVK3g332xz/+kUKhEA3DbQ0L3P20UhQVFRV49OgRFEWBz+eDoiiuD1mWIcuy47309HSoqopDhw7hp59+Gu7bG8VAUV9fT/PmzesXF4l1+P1++uqrr6irq+uV4CYjkpM0NzfT6dOncePGDQCA1+uFqqqQJKnPg3EP8RA5CRtHURTs2rUL9fX1w3ynQ4MRqbgahoE9e/bA4/EgHA4jFAq5uo6oZ8bA9FM2TjgcRl1dHc6ePTuqwKYqrl27RtnZ2aRpGhcRPp+vR2U01iHLMj8URSGPx0Ner5cA0Keffkrt7e0jXuSMOHHT1dVFu3fvRktLC8LhMFT1ObM0TZOLFQYichw9Qfw8EonANE0ufsrLy3H58uUhua/hxIgTN42NjaitreX/27YN4KXI6I0Y4kFnZycAoKOjAxUVFaMiJ5XAbCNjx47lYkaWZQJAHo+nV7sHO2KJHrzY2bDzVVWloqIiamxsHNEiZ0SJG8uycPz4cTQ3N0PTNIdoYRxloGCciImcK1euoLKyEpFIZEQTyojBDz/8QMuWLSMAlJaW5uAQ6MHeEa8SGz2eqqoEgH75y19SW1vbiCWSEcNJgsEgHT58GOfOnYOqqgiHw/wzprwOFJqmAQD3AUUiEaiqipMnT+LKlSsIh8MjklBGDJHU19dj//79XByYpskX042y6kbvjFZ+JUmCZVlobm7Gnj17HIQ5kjAiiKS1tZXq6+tx+fJlaJrG9Q/2y4+lj7jdmBiGwcdjFlzgOdEcOnQIpmn29xZGMdgIh8P0+eefx9y9qKpKiqIQAFIUhXRdJwCUkZFBCxYsIADcUMb0DTYOuw6CXsIMbKqqkqqqtHPnTqJE7LGTDCOCkzx8+BCnTp2KeZ5lWfw1EcEwDEiShDFjxuAXv/gFsrKyuokM5tOJRCK9jsvogsWtjCLJYBgGbdu2zZUdBAJHYa99Ph+tXbuWzp07R0VFRfxzdo4sy+TxeHrdGTFuoigK5ebmUnl5OY207XDKc5LW1lbs37/flT6gKIrjf1VV4fV6sWLFCsyYMQMlJSUA4OAafZnrxddEhMbGRpSWlrqOgEsVpPzd1NfX4+DBg64Whima7K9t25AkCevXr4emaVi9ejXGjx8PIoJt25BlGUTkEFPREH07kiShsrISly5dwkjSTVKaSLq6uujKlStobGx0ZQthiy0SSXp6OhYvXgyfz4dFixZh3rx5/DPGeYioGxdi74u0EIlE0NTUhG+//XbA95ZMSGkiefr0Kfbu3QvAvdldlmXuEQaAWbNmIT09HbIsIzc3F4sXL4bH4+FjRnOfniASSygUQmVlJVpbW/t9X8mGlCUSwzDo7t27KCsrg67rfYoEEYqicM6Qnp6OOXPm8GAiTdMwffp0+P1+AM85QzwGOQBoa2tDQ0MDzp07h2AwOCJETsoSiWmaOHToENrb2+Hz+Xo8Jzo8kV2XkZEBy7KgKArWrl0LVVU5ka1btw5jx47lY4gm+Fjhj8BzZfjRo0f4z3/+A6/XO5iPYMiQskRy//59HDlyBJIkobW11ZXVlC04iweZOnUq5s6dC13XoaoqiAjTp0/HmjVruvlp3Cy4oiiwLAuqquL8+fP43//+19/bSyqkJJEYhkGnT5/G+fPn+eIxPaIvsB0L01/mzZuH1157jX9ORMjMzMTmzZv5NphxGDfijBGqZVm4fv06Dhw4ANu2U17kpCqR4NChQwCcyqUbyLIMj8cDj8eD+fPnw+v1chuLpmkwTRNvvPEGcnJyoCgKIpEIPB6PKyKxLAuSJCEcDsO2bZSWluLp06f9u8kkQsoRCRFRXV0dampqoKoqDMOALMuuPbBMHGRnZ+ONN96ALMuOHYxt28jJycGmTZscimu80HUdFy9eRE1NTcrbTFKOSNgvtL6+nosEplTGAhNJkUgEc+bMweuvvw5Zlrniats2dF2HLMv49NNP+XWmabqyw3g8HhARdF1HKBRCV1cX9u7dm/Le4ZQjkps3b6K8vBy2bYOIHJwgFphVVJZllJSUYNKkSfwzRVE4N1IUBYsWLcL8+fO5/hJP+CObj6IoOHnyJC5cuOD62mREShGJYRj0ww8/4M6dO1wXYZZRNxzdsix4vV54vV4sXLgQmqY5rLDMqur1eqHrOvfl+P1+V0TCOAaLOyEiPHnyBLW1tTBNM6VFTsogEAjQBx98wJOuWIyH2xhWWZZJkiSaM2cOXb58mYiIIpFIj3+7urqotraWAJCmaX3GvIrfx87HCw+ypmm0Zs0aunXrVsoSSUpxkqdPn+LChQvdIs+IyJXOwLbAy5cvx/jx4wF0D0lkiqrP58P48eOxYMECmKYZVwikyHXC4TAePHjA83Pc3msyIWWIJBgM0okTJ/DTTz9xsSAuhludQdd1bNy4EePGjePvMetr9Dg5OTnYsGFDj869niASnGiFffDgAUpLSxEMBl2Nk2xIGSJpamrCzp07AbyMCzEMA4qiwOPxuCISWZYxduxYFBcX9+nVjUQisG0baWlpeO+99zBp0qS4bDHMNyS6Ai5evIiTJ0+mZH5OShBJZ2cnnT9/HkePHoWmaVwxBBAztFCEJEmYM2cOJk+eDOClIU4kAJZ0xba9y5Ytw7x58+JKD2XxKJFIhBNLe3s79uzZk5IBSSkx40AggNOnTyMQCEDXdZ7vwtz+LHo9Fvx+P9asWQNd1wG81D8YoYnciBFFdna2I3ygLzAxw4iEcSU2/vHjx1PSApsSRPL48WOcOHECwHPnHFsIwH06BABMnDgRW7Zs6RYoxLbSkiTxbSyLSrNtG2vWrEFhYWHM8aOJVfQg27aNu3fvYu/evTAMI6VETtITSXt7O926dQunTp3iukdmZiZ/8Lquc+9rLEycOBFLlizh4sm2bU4UjDOxz8S8muLiYhQVFcU9d5H7EBECgQAOHz6csgps0iIQCNCmTZu43YHZOvqyU0S/9nq9lJGRQV999RWFw2EiIv6XwTRNioZhGEREFAgE6MCBA458Gza+JEndcnLQh50mOzubTp8+nVLFb5Kak7S1tVFNTY0jLqMvBZIpncz0zt6zbRsTJkzguoU4hshJosdmY6SlpWHy5MkoLCyEqqqwbZuHKPRVACcatm2js7MT27Ztc6XjJAuSmkgURUFZWRkePnzIdYS+wESFaBhjImPx4sVcr2CKr3gNu66378jPz8fWrVt5pSPR6+zWRsOu27t3L5qbm11dkwxIaiLp6urCiRMnYNu2q4VguwkAPLjIsizk5ORg48aNPMxRjEFh9hKWYC5JkoNwGKfx+/3YunUrz/hj21tGbG52V4wzNTY24tixYyljgU1aIjFNk6qqqnDr1i0Hh4jOcxEP0QYhGsvmzp2Lt99+m9su2IISkSMynoG9FkWQJEkoKChAUVEROjo6ADjjXt0ozqLCvH37djQ0NPT7+QwlkpZILMvCd999h0AgwH0u8YBxAF3XsXz5ckyfPt1RnzU66ao3HYERFIto+/Wvf41wOIy0tDT+Pey1G7DItVOnTuH48eMpwU2SlkiuXr2K6upqLhZiEQmzdbDXzIg1ZcoUrFmzhnMW0QknchtmmAO6p4Oy91i2X15eXr/8Rsy+I0kSnj17hn379nGulMxISiJ54aZHU1MTf6h9sXPRoCbLMvcOZ2RkYObMmViyZAn/3LIsHovKCI+Z+UV9hv3ARVGn6zomTJiAt956C8FgkHOfYDDoSidhY+m6Dtu2cebMGdy4cSPljGtJgZaWFlq8eDG3jbiNF2GVAFiFAa/XS99//z0REdm27Tj6i87OTvruu+8oKyurR9tMX/EmrPaJLMuUmZlJAOiLL76gZBc5SclJrl+/jtu3b3Mbh6qqruwKLMjZNE1omoaJEyfi9ddfd6R1DhSqqmLp0qUoKCjg4kPkXn0hFArxe2pvb0daWhoqKipcN2saLiQdkbS3t1N5eTkCgYDD1e72xybqHKtWrcKcOXMSOj9ZlvHaa69h9erVju9yq5eIxKQoCs6fP4/q6uqkVmCTjkju3bvHmwdYlsU9tm62mCzq3ePxQFEUfPjhh3xX4rYJQSywLe/atWsxYcIEvuhuc5HFUubt7e2QZRn//e9/E1KperCQVERiWRZVVVXh3Llz3XJw3YDZTyKRCObNm4dVq1ahq6uLf5YIMCIpLCxESUkJwuGw65xftusS78fj8aCyshLXr19PyPwGA0lFJJ2dncx2wHcclmX1mhAeDWYokyQJP//5z5GTk8N1mUQlb7MdypgxY7Bx40YA7uvEsp2amDHY1taG1tZW7N69G5ZlJSU7SRoiCYVCdO7cOVy4cIGXfmD2injqo6qqiry8PGzevBkAuKhJhOIqZvT5/X4sX74cBQUFrkUN0LMNxrIs7Nu3D7dv3x7wHAcDSUMktm2jvLwcN2/edNgtvF4vLMuKy+I6ffp0FBQU8P8TlUHHvMyBQACKoiA/Px+rV6+OK3GLhPjXcDgMv98Py7Jw48YNXLp0CZ2dnUnJTZIC9+/fp/nz51NGRga3K+i67ojbEJscsSO6OmJGRgb985//JNM0ybKsHuNEBgI2XiQSoVAoRBUVFdw2oygKt9eIdhK38SYff/wxJaNhLSk4CRFRZWUlGhsbHVFbkUjEoXAyscN64724lusJHo8Hs2fPxqJFi3hGnpsQA7eIrqOm6zqmTJmCpUuXwjRNPl/G+di5bgO1b9y4kZQJ5klBJJZlobS0FM+ePXPI9+jivMBLAiHBO8v0DU3TUFJSgqVLlzrGT9QzZ4qnOObUqVPx4Ycf8rmJ54oKrZvcnfv372P//v0JmWsikRREcvPmTZw9e5Z7e8X40mgwiyXTA5hXV9M0pKenY9WqVd12Q4lKYxDnxF7ruo5169bxjEAx9EAkcjdzMAwD1dXVePDgQULmmygMO5EQER05cgQNDQ0ON77IOaIRHVjEFNO5c+di+fLlAMBzZxgS0RRJ5CKswI1pmigoKMBbb73F0yh6inpzWwTn7t272LlzZ1KJnGEnkqdPn2L//v1c34hEIt1kuPgLFp+dmLnn8Xiwbt06TJs2jY8VbxUkNxC/nxnHsrKysGXLFm4ltm2bc5Ro8dgXIpEIDMPAzp07k6pG/bATSV1dHerq6vj/0Q9TrEMS/bkYgpifn48NGzY4nG1MbIm9bwaCaIJjJn8iwsqVK1FQUMC5G+Mm0XErsRCJRHD9+nVUVVUlDTcZViJpbW2lS5cuoaWlhYsaFufh8XgcC8teiwvFOE5mZiZmzJiB+fPn88qKgDNnOFEQi+ex7wiFQpgyZQoKCwu5ITA6xsUtkYZCIRiGgQMHDiRszimNmzdvUklJCbclxMqrwQvbCV7EZjD7SFZWFv373/9OSLxIvBC/s6ysjNLT00mSJN710+fz9XgfiOp0wbqOMpvKggULqKmp6dXmJG1tbXTp0iVcu3YNwEsx0heHZYX0/H4/QqEQTNOErusYM2YMiouLh2TefWH27Nm8OhLjXsFgkHuyewO7Z5bnDDzX1UpLS5OiCsGwEUlLSwsOHz6M1tZWLmZiiWD2AEUZrygK3nzzTYcZfrgwefJkbN68mRv42Dzd7GzEHZ2iKGhubuaB4MONYSESwzDozp07qKiogKqq3PYRC0yBZcHDPp8PXq8Xn3zyScJ3Mf2BoigoKSlBbm4u3yKL3CEWRO+wbdv44YcfUFtbO+wFg4eFSGzbRnV1Ne7cucM5SE9HdF4NAM662a905syZeOedd+LyxA4WZFlGfn4+1q9fz7mCuBWOvp+e7llMQ+3s7MR333037Anmw0Ik7e3tOHbsGADEvT1lMp7ZU1asWAGfzxfXNnOwoKoqdF3HBx98wLfhTFy45XTMO8zGq6ysxL179wZnwi4x5ETS1tZGVVVVuHLlSo/Zc71BfMjsfGYbif58OKFpGoqKirrVM2GcMRZYyXHguQ7W2NiIo0ePDqsCO+REQkQoKytDc3Mzt0zGEhWi0czv9/NdzcKFC7Fs2TIA7j2tg420tDSem6MoCo+Ii04O6wli5SXgOddkdfSfPHkyyDPvHUNOJE+ePHF4Ot2IGyavVVVFV1cXZFlGZmYmNm7ciJycHITD4aQgEqZ4SpKEzz77zGEpjvZJ9YToZtes2VNdXR327ds3bBbYISWSQCBAe/fu5XI6Eok4OoLHAjsvIyMDkyZNwurVq6EoCjRNcx1nOphgc1AUBRMmTMDSpUvR1dUFSZJcWX3ZOdEOwra2Npw4cWLY/DlDSiTBYBD/93//x5OUAHd9ahjEEt/Lli3DggULupWKGE6IOciTJk3C1q1bAbgPwmaMghEJSzbr6upCdXU1Ll68OCzcZEiJ5N69e7h27ZojD1csZBcLRMR3Mu+88w5/PxgMJl3pS03TsGHDBsyYMcN1IHZPBYeZ3+fx48coKysblq3+kD3ZtrY2OnjwIF9Qln8ihiS6gaIoWLBgAVauXMkfmJsUy6EA8/gyzjZ79my8+eabrsuas2cgEoI45tGjR9HY2Dg4k+9rXkP1RT/99BO2b9/O7RusciKDW5EhyzK2bNmCiRMnQlVVhMNhaJqWdBlwlmUhPT0dP/vZz1zrXWKRG4/Hw6spWJYFIsLt27dRW1s75CJnSIgkGAxSbW0trly54njfTbt3EZIkYdy4cXjvvff4e+zhJxORiG1li4uLUVxc7IpIxHN6ajfb1dWFnTt34tmzZ4Mz8V4wJETS3NyMixcv8mAcxnpN0+SKqxuZnZGRgWnTpjnKeHu9XoTD4aTQSUR3AouHmTlzJoqKilzPTwxWEuN4mSm/oqICT58+HVJuMiRP9v79+9i7dy/X/lkRGcZOeyKQnt4zDAN/+tOfeOOB6CTwaD/PUCC6Zpu42woGg/B6vfjwww+Rn5/varxoxVT0jhuGgdbWVnzzzTeO4KrBxqATCWtB0tTUFNd17MGwhy/LMqZOnYr58+dzRVWsEZ8M4kYsdwWA11XJy8vrlubR3/FN08SxY8fw448/Dng8txh0Inn8+DEOHDjQ79IP4q90yZIlmD59Oi8TLnIilhg1nAfQc62S3NxcrF27dsDPkhUaZl1ChyqEYFDNlOFwmLZt24bLly+7Oj868Ul8X5ZlzJ07Fx0dHejo6EA4HHYY4vpToTHRkGXZsS3v6uqCz+cDETmaQvYXLCjctm0cOXIEH3/88YDHdINBJRLbtlFWVua6TXxf0WlEhDNnzuCLL77gnISVx2TtTIbbE8w4G0swC4VCXOQ8fvx4wOOL6axnz57F2bNnQUQkDfeNDwSXL1+madOmOZK++zqig6DZe4qikKqqPPDZ6/Xy5HGfz8cTtVlA8XAeeJHErqoq/8vmGqvwXvTR0/mqqpKqquTz+egPf/gDDUVNk0HjJKFQiP7+97+jvr7etVIpnieKnmglVtRvxKitZFBege56SW87uHjBOC0zRlZXV+P8+fMDHjcWBk2Id3V14dixY47+Mf2BqBiyXjcM0aGM0eGBQ32wnjkMrJ4JkJh8ZDHA2rZt3L59GxUVFalZB5b11GU5MqIYGciBGOw52Y9EPQMm1gDQ0qVLB713zqBwknA4jH379jmy3JJFFKQymA2GiTJFUfD48WMcPnx4UC2wg0Ikra2tKC0tddzMKBIDUWxpmsaTuAb1OxM9YDAYpKtXr+LmzZvdbmgUA4fIMFgFg7q6uoRssXtDwomkra0N+/btc8R7WpaVNNFjqQ6xYgErj/7o0SOUlpYmTRWCPkFEVFlZSVOnTuWKlVgMb1RxTcz9syJ+4vMtLi6mp0+fDgqRJJSTBAIBVFVV4f79+/y9UQ6SWLC+PMzuwiL7Ll26xEwOCSeUhBLJ48ePceHCBf6/JAQGJ0M0+0iAGEnP7EQs0Prw4cPDEt7oGh0dHfTtt99SXl6egw0yNtlTDdZodsrsKoqi8LoeaWlpCbUzDOcRff/sHhNlts/Pz6fLly8nnJMk7OdNRKiqqkJLSwv/HwDvP+Om9LdhGNB1HYZhcDHV2dnJOVE85cOTFaqq8rAG5l5IRNE/4Hk5j8rKShiGQbquJ8zplzBxc+/ePRw9epTn1Ig5MvFANLWz17ZtjwgCAbrH9WqaljDfTjAYxK5duxJe4jMhnCQcDtM//vEPrrCyikTAy3A8VnAuFjo7O5Gbm4tZs2ZBURTuwGOJSqkO9gzS0tIQCoUQDodx9erVhHT38ng8qKurQ2VlJWzbJlmWE8JNEvLUQ6EQ9uzZw2+0p06XbgrVeDweeL1e/Pa3v8WKFSsAgP/S3BJZMoOJmnA4DJ/PB8Mw0NXVhe3bt2PPnj0Dvj9ZltHW1obdu3cPWUCSKxARnTx5kjceBF42C2CNExHllEIvipemaVRUVETXr1+nlDAMJQBERF9//TWPiRmI4squycnJoWPHjlGitsMD1kkCgQB27tzJW4UB4Nn0bJ3dcgFZlrF8+XLMnDkTUiKEdApAkiRp0aJFmDZt2oDHYpWSnj175vCdDRQDJpL29nYcOnSI115lECs7u/XbTJ48GStXrnzl/Dzz58/Hpk2bEjKWruuQJAnl5eXJoeybpknffPMNFxVu7ASKojjsAiwk0efz0aZNm+jRo0evhJgR0dzcTBcvXqT8/HwuolkPYfYXLuxEEOxKWVlZtGPHDmpubh7w8xwQJ2Gt1InINdWKHEZ6kUfClNNly5YhKytrIFNKSYwdO1YaP348Fi5cyHeDbHcYT7iFpmno7OyEoigwDAM7duxIyPwGRCQPHz7EoUOHXNffEDt0iv97vV6MGzcOb7/9NtLS0gYypZRFTk4ONm7cCL/fz4O02G4IcEckTI3zeDwIh8M4cuQIbt26NWB/Tr+JpKOjg86fP4/m5mbXhWjEDYsYrWaaJlasWIGFCxe+MgprNLxer/T2229j9uzZnDBYTCvgrmCw2LvQtm10dHRg+/btA7a/9JtIHjx4gIMHDwKA66rFYtQ78LLnr2ma2LRpE7Kzs/s7nRGBGTNm8PLnYp0Tt8WQpReJ6mIsz/79+wccUd8vIjEMgy5cuIATJ04AgOsiLcDL9iLiA5g8eTKKi4uRKAthqkLXdZSUlDiSy8VefrEQ3QjKNE08e/YMZWVlAwpI6heRdHZ24tixY2hoaOjXl4ocxePxYO3atZgyZUq/xhpJ0DRNKioqwpo1axx15t36dsQfHjvfsiycPHkST58+7fe84iaStrY2ampqwpkzZ/h7rHevG4gdOv1+PzweD1atWvXKKqzRmDlzJoqLix1E4raxkliqnBk0W1pacPfuXZw6dWroatRblkVffvkljRkzJm6zMeDs/+LxeGjhwoWDFnaXqvjxxx8pIyPD4epwa7ZnfXYgxKlkZ2fTJ598Qv0lkrg5ybNnz3Dq1Cm0trYCiD9dQizP6ff7UVhY+MorrNFIT0/He++956j96nYHKdqr2HNub2/H9evXceHChX7pJnERSSQSoWvXrjl65kkv0hvj2WZFIhF4PB6kp6dj8+bNcdVyfRWQlZWFDz74oFtkvBv0lBAXiURw69YtbNu2bXAmLCIQCNBf/vIXbk4XW4L11Gq9L7Nxeno6FRcXU0NDw6io6QE3b96kgoICniILF+GNoqddvIaNUVhYSPX19YPLSZ49e4b9+/fzyoIipbqNihcTqFeuXMmbLo/Ciby8PGzdupWX63STcM64eTRX1zQNkiT1OyXUNZGYpknXrl3jPfNEeRmPXhIKhaDrOnJychylNkfhhM/nw/vvv4/09HSEw+G4tsBi91Ai4kV+DMNARUVF3N5h10TCYhRM03RwEbHTUyywYGaPx4Ply5dj0aJFr6wZPhZUVZXmzp3LjIxx5S/1ZtkOhUKoq6vD9evX45qLayJpamrC7t27u1Ep8xO4AeM4pmmiuLgYGRkZcU32VYPf78fKlSvj8oyz8FGxWDDwXOQwBfb48eMIBAKJ1QWJiP7617/GVJzc7OO9Xi/l5+dTbW3tqMIaA5FIhK5evUrz5s0jADzWRMxLEuNNoo+e1kPXdSosLIzLNuWKkzx69Ag1NTXx3mM3aJoG0zTxzjvvYO7cuQMeb6RDURRp4sSJWLFiBVc+AedGIZ4QReYze/LkCQ4ePOhagY1JJJFIhFjd0HghRZWLYmxw/fr1GDNmTNzjvYoYO3Ys1q9fj8zMTId5nhW0YfqGG0gvaq41Nzdjx44drm0vMYkkFAqhsrISzc3NMQfrqfhtNKZPn47CwsJRhdUlWKD0/PnzEYlEHN52ptC6rccmBqafP38eZ86cgWmaMblJzNHv3LmD8vLyhBSG83g82Lp1K2bMmDHgsV4lTJo0Ce+++y6A5xZV1holOsIvFhjnUVUVbW1tKCsrc9eHp68Pw+EwVVRU4PLlywOKbmLixuv1YtOmTUhPT+/3WK8isrKypLVr1yI/P5970eNtAwO83F2yXOuqqipXKaF9EkljYyP27t3rcO8PBLNmzcKSJUtGRU0/MGPGDN4DWSQQFm/ihptE15a9du0adu/ejVgFg3sdORKJUENDA86dO4esrKx+cxLxuuXLl2PcuHH9GudVB7OZsFr1gLNOrBuwmibSixJlLS0t2L9/v6tOoz3CMAz6/PPPSZblXutn9JZXgxexImLuyOTJk+ns2bPU0tIyah/pJ65du0YFBQXcRiJJEqWnp/Pn7WZ9xPVUVZUmTZpEu3fv7jMltJf42LAAAAQ3SURBVFdO0tzcjDNnzvCyD27c+Uz3YK9DoRAv3zRr1ixMnToV2dnZo6Kmn8jLy8OWLVsQDAa5a4RVXXCjDjCFl/luiAiNjY0oLS3tk5v0SCSGYVBNTQ135gHuyn4TESzLckR667rOPb4TJkyIOcYoekdmZiY++ugjR+0WVkbcTfioqJOoqsrXqby8vM++fj0SiWma+Prrr3klHk3T4vYcMiIJhUKYNm0a1q1bN1oVeoBQFEVasGABli1b5ug76HYLbFkWlwisBqyu62hoaEB1dXWvMbA9jv7w4UNUVFTwRXVbhzV6sqwVa3FxMRYvXvzKp0wkAl6vF7/61a8cTaDi+fEpiuIozhcMBmHbNr799lsekhqNbkRimibV1NSgo6MDpmnyll7xND8WQ/u9Xi/eeuutVzLHdzCgaZq0YcMG5OXlcRHjdgvMGjWx6xhX8Xg8OHPmDOu42o3iuo18584d7Nmzx9EeRPzbF6Ip2rIsLF68GEVFRVAUZZSLJAjTpk3D6tWrHdtfN44+cX1EoiIitLe3Y/fu3aivr+92nYNIiIguXbqEqqoqTp0s69+NM4gREmspBgBLly4d9fgmGF6vF6tXr0ZGRobjWceCWC+G7XJY69xwOIxjx47hyZMn3a5zEElTUxNqa2vR0tLioFIWPtdbB0sGRlgsZM7n8+Hdd991NDIaxcCh67q0bt06rF69GpZlwefzAejuYI0+mImC1bYT022JCHfu3EFZWVk3p5+DSO7du8fTJVinKlZ1SCSa6BAA0T4iOp7y8vIwe/bsUTP8IGDixIlYs2aNI/+3p/UQ0dOasUhDWZbR2dmJ48eP9yhyADwvJfGvf/3LUQwPLyKZIFhS+zo0TSNN08jn81FWVhb9+c9/fmUK5A0HamtrKT8/3/X69HYwi6zP56Pc3Fz6/vvvHevGOUkgEEBNTQ13RQNwJF0xP0FfRzgcRjgchmma8Hq9+Oijjwb9Qb3KmDZtGkpKSgA8j65XVZUbycRD5BasSgE71+Px8L/BYBANDQ3YtWtXdwssEVF1dTWnSpbkw7iI24PVTQNAK1asoM7OzlEuMogwDIN27NjhqL/fn0P07WRkZNC8efPozJkzznayra2t9Lvf/Y5n1rGLWfIx680b3QO3t4RwRVHoyy+/HBU1Q4D79+/TggULuMhxs07sfXa+mIHJ1vH3v/89Xz8VeL4refjwIbKyspCZmQlN05CWloZIJIKMjAx4vd5uW2Bx/cVMvszMTIwbNw6rVq0amqf0imPMmDF4//33EYlE0NHR0aP1NToPpzfous67wd+6dYu7YlTgeVG3d999F+vWrYNhGCAijBs3Dk1NTfD5fPB4PNyjK35p9Gu/34+Ojg5MmTIFy5YtG93VDAH8fj9+85vfIDc3t88fMtCdSKI/Z0TC1pzZX0YXcRQcYkzJqIV8FHHh/wEhKUwrsTDzXwAAAABJRU5ErkJggg==","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":591,"y":505,"width":89,"height":143},"scaled_width":28.44,"scaled_height":45.7,"actual_filled_area":366.76,"bounding_box_area":1299,"exact_perimeter":146.26,"approximate_perimeter":145.75,"convex_hull_perimeter":129.93,"perimeter_pixels":457.6568542494924,"original_con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","detection_approach":"prominent_color_detection"},{"index":9,"position":{"x":1283,"y":502,"width":137,"height":148},"scaled_width":43.78,"scaled_height":47.3,"actual_filled_area":1633.61,"bounding_box_area":2070,"exact_perimeter":151.68,"approximate_perimeter":140.61,"convex_hull_perimeter":144.18,"perimeter_pixels":474.6173157302036,"original_contour_points":204,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.08,"compactness":0.8923,"perimeter_to_area_ratio":0.0928},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":10,"position":{"x":1618,"y":253,"width":125,"height":142},"scaled_width":39.95,"scaled_height":45.38,"actual_filled_area":1086.74,"bounding_box_area":1812,"exact_perimeter":208.93,"approximate_perimeter":200.84,"convex_hull_perimeter":161.11,"perimeter_pixels":653.7472580451151,"original_contour_points":154,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3128,"perimeter_to_area_ratio":0.1923},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":11,"position":{"x":1485,"y":253,"width":106,"height":142},"scaled_width":33.88,"scaled_height":45.38,"actual_filled_area":650.99,"bounding_box_area":1537,"exact_perimeter":259.92,"approximate_perimeter":246.03,"convex_hull_perimeter":156.29,"perimeter_pixels":813.3137084989849,"original_contour_points":19,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.34,"compactness":0.1211,"perimeter_to_area_ratio":0.3993},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":1338,"y":253,"width":129,"height":142},"scaled_width":41.23,"scaled_height":45.38,"actual_filled_area":482.78,"bounding_box_area":1871,"exact_perimeter":214.39,"approximate_perimeter":199.46,"convex_hull_perimeter":143.73,"perimeter_pixels":670.8427124746208,"original_contour_points":401,"approximation_points":7,"shape_analysis":{"aspect_ratio":1.1,"compactness":0.132,"perimeter_to_area_ratio":0.4441},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":13,"position":{"x":876,"y":253,"width":109,"height":142},"scaled_width":34.83,"scaled_height":45.38,"actual_filled_area":946.56,"bounding_box_area":1580,"exact_perimeter":150.17,"appr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DNzc2Lfq4gEWn5Fr94MpVKsVgS44U9bSzmv6SCCDzOnu9wOCBJEkZHR9HT04O2tjZ0dHTg0qVLePjwYUa2/VwTDhm/k/9b13WUlpbi1VdfxZEjR5bcBKXg5pTH6XTC4XCwhO5PM3zWZOp/ALDUmZIksWT1IyMjGB0dxcDAAK5du4br16/j2rVrGB4eZufzeDxs2RoN7HPF2BIQL774Ig4fPoympqYlP78iIlLJpaaGf0BmF7caZKsJvJlPIYVzc3OYnZ1FLBZDNBpFNBpFX18fbt++jc7OTnR3d+Phw4eYnp4GgAwrNRaLse9c7oIZYKGQ4XAYL7/8Mg4ePAi3212czMN8zAf/ECYmJjA8PJzhtTe72GIbNtnOPz09DVVVWXLa8fFxDA4O4r///sP4+DhGRkbYTzQaZWmmqb8j74sx0psK82KbiebKSy+9hCNHjqC2tjbrsQWNE8kLQX+n02l0dnbi888/X5A+utiiGTEm1TP2fzMzM5idncXs7Cyi0SgrfJRNeLFU0Is1ffQav/9FNjweD+bm5tiCm0QiAbvdjvr6enz66afYs2cPpByqdN4i8gnnyBpNp9Po6upiTc5qC5eNxWbLqQ/n9/oo9m4CHo+HOcz5faXq6urw8ccfo76+HkXfUoFmnWnuTJZlNtCfmprKWL1jRrH7yaUKEB90BDwO5uUzVBT7+ihoitA0DYFAAEeOHMHx48dRU1NT/M1NEolExsw2lWJ+/mspnkQt5b+T9jcEkOFCy3eIkA/kNE8kEggEAnjvvffwwQcfLJhqykZB1inNk/GCLRZX+TQ0rfw1GfdOXs66wZWAkrin02mUlpbi0KFD+PDDD3PuB3nyFtHhcLAxFQDWL/LBQoTRz7oaDyvbczB6lPgmNl+Py3KgJO6BQADHjh3D+++/j927dy9bQKAAEUksgje3l7vRRzFYbhASP+AHcsu/VgiSJCEcDuPo0aM4efIkdu/evWCyN1fyFpFqm6IobM8j3gWXrTldbQeA2ffzY1bjws1iX19jYyPeeOMNnDhxAi0tLQVtFF1wn2g2JjIOgIGnr480E4wXlvdG0fEEP+7ktwciYymRSLANSoD5/i+ZTCKRSOCFF17A9u3bceLECezatQu1tbV5NaE8IjwD+W19RHnaXC4Xkskk0ul0xtI1u93OMgfHYjHY7XZs2bIF7777Lo4dO4aamhosZ4/EpXhuRTQzbIwsFexLCWgpgo2fgqLJXGB+UN/Q0IBXXnkFhw8fxo4dO1BVVQVZllesvX5uRTQzvMwsaLOWzrhmnva+4F/zer3YvHkz9u/fj9bWVuzatQvV1dUZkdsrxXMrohnG2kg1jN4zM45oTlXTNCiKgoaGBjQ3N2Pnzp2ora3Fli1bsGHDBtPYmJXiuRWRjwFarE9cal8nu90Or9eLqqoqrF27FqFQCDU1Ndi1axe2bNmCSCQCh8OxKib4cyuiWTSece8KskAVRYHb7UZpaSlKS0vh8Xjg9XoRCoWwZcsW7NixA3V1dQgGg3A6nUWtdWY8tyJ6vV7WXNIGlvQjSfP7W8iyDI/Hg2AwiPXr1yMSiaC6uhqVlZVYt24dWzu/VOjEalDQpDAfaKQoClRVRUVFBVpaWhaEJxgNhGIHUmUbLvh8PrZs2u12s5rpcrng8XhQVlYGn8/Hal8wGEQwGMRSO4o+KQpyu/GdvqqqcLvd2LdvHz766COsW7duyZn95eZyWWkqKirg8/ng9/ufSBO4khTcnPLef0mSUFNTg9deew25bC0uWBnyXotBoQg0sw+Azck96Vr2vLEihg0ZAzRmKjRISLA8CjJs+DgbfpbcbGdvQfEoKNqNljnza/DMPBuC4pJ3n0h76vJ9otvtZluLC1aPghaZ0hCDmlLy6j8Li2mshFgpbAGEiBZAiGgBhIgWQIhoAYSIFkCIaAGEiBZAiGgBhIgWQIhoAYSIFkCIaAGEiBZAiGgBhIgWQIhoAYSIFkCIaAGEiBZAiGgBhIgWQIhoAYSIFkCIaAGEiBZAiGgBhIgWQIhoAYSIFkCIaAGEiBZAiGgBhIgWQIhoAYSIFkCIaAGEiBZAiGgBZMB8b91sWzWYZY3iU2cKVg9REy2AENECCBEtgBDRAggRLYAQ0QIIES2ADcgcE7pcrpw+SIncgfmtae12O2w2W8ZW54LVQQbmN2mkRLPJZDKn7WQVRWGpoylxeyKRgKIocDqdRb5sAY8MAKFQCJFIBFNTU3A6nWzHmaWIx+OQZZnti6HrOtavX4+GhgYEg8FVuXjBPBIA9Pf361euXMHQ0BAURYGmaVmbRFmezwHPb83q9/vR2NiIbdu2iY1NBILl8D8WF8AeAu0CcAAAAABJRU5ErkJggg==","detection_approach":"prominent_color_detection"},{"index":14,"position":{"x":709,"y":253,"width":137,"height":142},"scaled_width":43.78,"scaled_height":45.38,"actual_filled_area":914.54,"bounding_box_area":1986,"exact_perimeter":371.94,"approximate_perimeter":340.35,"convex_hull_perimeter":176.54,"perimeter_pixels":1163.8305191658012,"original_contour_points":345,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.04,"compactness":0.0831,"perimeter_to_area_ratio":0.4067},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAI0AAACSCAYAAAB43knrAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1dWVMi6xl+mh3c13Ff2GRREB3HmXOSk5O73CU/JZXfkb+Q61zlOqmcVCVVmUzOjDooKIgigoq4jLuCQDedC/J9drcgrSLbzFNFqYDwdffT7/t+7wp8wzc8EgwAXF1d8Z8+fcLa2hpUKhWUSuWLfinLsjCbzZibm0NnZyfzol/W4AiFQvw///lP5HI5qNVqXFxcoLW19cH/4Xn+wddTqRRUKhV0Oh3S6TR0Oh2+++472O12BgBUAHBwcIC//OUv+POf/4xUKgWGed51ZFn2wdf1ej1+/PFH/OEPf3jW93ztuLm54f/0pz/hj3/8I05PT6FSqZBMJp9903McB6VSCYPBgHQ6jcHBQfz+97+nr6sAQKlUIpVK4ezsDACeTZpSi768vMTa2hp2d3fB8zzPPPcLv1J8+fIFy8vLiMfj4DgOQP7aZTKZB/+v1Okmkuj29hY8z2NnZwdfvnyhrysAIJ1Og+d5qFQqKBQK8Dz/rAfLsg8+1Go1IpEIVlZWRIv5hschGo1idXUVHMfBYDAAKH3DAih5/chnaLVaqqZ4nsfFxQUP/J80SqUSuVyupFqRC4ZhHnzkcjnwPI+VlRXEYrGyfOfXBp7n+YWFBQQCAWg0GqqWcrncsz+bSK10Og2WZcHzPLLZLH1d8exveAKI+Nvf30cwGMTV1dXDltk33MPOzg42NjZwe3tL1RHHcWUhTSlUhTREpyYSCfh8PpyenlZjGXWN5eVleL1eqh0UispdyqqQhljnFxcX2NjYwMnJSTWWUbe4vb3lV1ZWEA6HKVkanjRAXkVxHIdwOIxQKIRkMvlNRckEUevn5+fQaDQA7uyQSpCnKqRRKBT04HZ3d7G0tIT9/f1qLKXukMlk+NXVVWxsbIDnearqiZ1YynFXDlRN0uRyOSgUClxeXsLn8yEej1drKXWF6+treL1euusU7niJu+SlURXS5HI56vYGgHg8jpOTE6RSqW8qqgSSySRisRjdPHAcR6X2S4d/CKpCGunBHR4e4m9/+xuurq6qsZy6gtfrxeLiIlpaWgDkb0ByPoW+lJdE1XZPwJ1ovby8RCQSwdbWVjWWUzdIJBK8z+fD0dERkskkfZ6cT+D5ISA5qJohzDAM1b+ZTAaRSARra2vgOO6biiqCRCKBpaUlHB8fi6RKJRx6QlTNEAbujGEAODo6QjAYxPX1dTWXVNMgXmBixyiVynuSpaENYXJwDMNAoVDg+voaq6urCIVC1VhSzWN/f5/3+Xx010QkNTmPRHpXAlU3hIU+m3A4jIWFBfCVuF3qDNvb21hcXKSbBWmciQSDK4GqxZ4IcYS+hePjY/j9flxcXFRjWTWNcDiM1dXVgq8xDENJ1LAeYZZlqcXPcRz9/ebmhvpsvuEOp6en/O7uLvb396HT6UR+GY1GIyJKTe+eiKRQKpWigxC6tUlCj1T/EpDcGgK9Xg+/349//etf31SUAIFAAIuLi7i9vUU6nQaQl9C5XA7ZbFa05eY4jsajhHZOOSXQkz+JXFPpgqXGGfH+KhQKmhlIDkBoDAP5rTdJBU0kEk9dWkOBZVl+d3cXgUAAgLwYE8mvKXSjlgPPJg0BkTxqtZqSghBG+H6O4+6JUJVKRXNbLy4uEIlEsLe399SlNRRub28RCoUQiUQAQOTfeggajUZ08wrTOJ+LssgsEm3V6XQYGhpCT08PJQZZKEmFIL8XA8dx2N3dRSgUojmpXzO2trawurpKc6vlSg4hQVQqFXieL5sT8FmSRkgIAGhubobD4YDdbqeJzhqNhupYoPCdQtQaeT0UCmFpaQmHh4dPXV5DIJlM8ouLi/B6vQDuwi7SRHBpDjaBTqeDwWC4lz7xXKie888KhYKqm1wuB61WC6vVCoVCgUgkgpubm4L+hFwuRw9QqHfJVvz6+hqhUOirTwO9urrC8vIytre3AYBWjMgpAGhpaYHJZMLp6SnC4TB9Xq56ewhPkjREwhAyCCsMenp68Itf/AJmsxkMw9CyFeDOMCYoZKgRQm1vb2NrawuZTOarVVGhUAhra2v0nMgBuRmNRiN+97vfwel0iuzIckibspCGGL5kuzc9PQ2z2YzOzk6RbaPVaulnSAlD7oBcLgeNRoNYLAa/3//VJmddXV3xPp8P0WgUAGis6SEpQ861RqOB0WjEjz/+CJPJRP+/XD6cJ5FGWsHHsiw9IJ7n0d3djR9++AGdnZ20kIvjOBrOL1QLJXw+m80ilUphZWXlq91FxeNxrK2tUdJotVpwHEfdFtKdELkJc7kcDAYDbDYb+vv77+1eVapnWSQAyuwRJgtraWlh+vv7MTAwACBfUP4YkAPb2NjAzs4OstnsV6ei9vf3sbq6Ss8pufjEjSGU0kqlEkqlEiqVCiqVCiaTCWazGRqNRrRZKdcO6kmkkUqGQjCZTHC73Whqanq0HiU6fGtrCz6f76uLRV1eXvLb29tYX1+nNxBRS8JNBAEhEsmxmZychNPpBPAyqRJlkzRST+Xg4CBmZmYwNDSU/6JH6FTikwCAlZUVbG5ulmuZdYHz83N4vV6cnZ2JYnQERGIQW1J4Xpubm2G1WjEyMoJMJkOJVM6Y1LMkjRRCVqvVamZiYgJjY2P3YkyyF6dQIBgMkh3EV6OiAoEA3r9/T8kh3CaTm4nn+XsxP7VaDaPRCKvVio6ODoZl2Xukqdru6SEIFzUwMACr1Yqmpib6mhxXtkKhQDabhUKhQDweRzAYfLRdVK/IZrO83+9HNBot2AlCeMOS37PZLHK5HFQqFcxmM+x2O/0/oVsEqAHSlBJ5fX19cLvd1CAG5EVbhUYby7IIBoMIBoPPWWrdYHd3FysrK7i9vRUZvwSZTOaeJ578bG1thdvtxvj4OAAU3KKXI9pdNvVUyFGn1WqZiYkJDAwMULEq1M3FIKwcBEB9Nre3tw2vora3t7G2tobb21vc3NyIpIUwEAyIt9EqlYrakQaDgQFA3RdClCNo+STSkMRmYcwIyOtbKbPtdjvm5+eRzWah0WgK2jbSWAoBeW8sFsPq6ipub2+fsty6Acdx/M8//wy/30/zlITnS0gWvV5PGykA+c2Dx+PB1NQUfX82m4Varaae+UIkegpePHNPr9djZGQEfX19BdMiikEoRtPpNGKxGHV0NSri8ThisRj1wxSzP5RK5b3dVE9PD4xGI3p7e198nS9OmqamJmZqagpOp5Maa3JAqhSA/B0TCASwvLzc0HVRPp8Pfr9f5MArFsUmXvlcLgeO4zA6OgqbzQaNRvPi+Z4VyRG2WCxwuVxF1VMhCE8YkFdRy8vLDevoy2QyvNfrxcbGRtFUBwIiZZRKJXieh1qthsPhgNlsrshaK0Ka7u5u2Gw29PT0yDKEgbscG3LSbm5usLGx0bAq6vDwkPackZKlkM1H/DJA/vx6PB6MjY1VZK0VIY1arWYsFgucTqesLZ/0hJGTQ6RNIzZACgQC2NraepQfhRi1ZrMZU1NTaGtrq0jhU8VKWMxmM77//nt0dXWVfK9UJJO/Dw4O8Pnz54bL6Lu8vOSXlpYQjUYLVm4UUlckfbatrQ2zs7MVU01ABUkzMjLCTE5Ooru7u+R7yQkjOpvYQaS7RKOR5ubmBpubmzg+Pi7Y1xcQE4eEDZRKJQYGBuByudDX11ex9T67GoHscoRxkmKwWq1wu93UzyBUPVKVBNxVLhDfj0ajgc/ng9frbZi6qGQyyf/73//Ghw8f6M6ymGQhD47joFarwXEc+vr68ObNG+h0unsnvlC+UjlQ0QrLtrY2WCwWtLe3U0edtEJBGg0X/p3NZpFMJhtK2hweHmJ1dRXn5+c0hiQHHMehpaUFNput5ACNcqOipOns7MTc3ByMRiOVStKTJN05SP01Nzc3WF5epsVj9Y69vT18/PgRV1dXso1gImUGBwfx7t07dHR0vPAqxagoaZqamhin00mjsIUcfVIVJ01Ez2Qy2NzcRCAQqHsVxbIsH4/Hac+Zx2J0dBQejwctLS0VHUhS8QYAvb29mJiYQGtra8E7q1B1gpQ4p6en2NjYwM3NzYuv9yXx5csXhEIhHBwc0KQqOXYHy7LQarWYmJjA8PBwBVYqRsVJ09LSwtjtdoyMjNwrkpNGcQmkrvR0Oo1QKFT36RKbm5tYXFxEKpWi9owc0vA8j9HRUUxPT6O5ubkCKxWjKq1GXC4XJicnaUI0XUyRxgDC53g+PxooHA5jaWmpbjP6eJ7n19fX4ff7RQ5PuXXadrsdMzMzUKlUFZ+VVRXSkGx5rVZLt9xSED+EtH0JkN85HBwcIBwOlxyIVavIZrPY39/H0dERzWwE5JNmdHQURqPxJZdYFFUb3ePxeDA0NIR0Ok29oHq9HsCdhBGW9EqdWzc3N1hZWSnaHarWsbGxgf/85z/geV7UP5l0eyAluOR34uhkGAYjIyNwu920l3ApSDP8nouqkEatVjPj4+MwmUyiwi+5zafJwdfrvCiWZflgMIhYLEZzn4nEFUpO4UUWesktFgvGx8fBVKLtVQFUrSWsxWLB7OwslS6EOHLybci5qtd5UWdnZ/j06RNt3MQwzL3OGoC47Jn8rtfr4fF4MDExUeFV36FqpGlubsb09DT6+/vBsiwlixzS1Pu8qEgkgs+fP1MpQ/xPQL78VmjDCcM0QN5lYbPZKhprkqJqpGEYhrFYLHA4HADu4kxynVwkBlNv86LS6TS/traGYDCIbDYrCpEA4qR6aSlta2sr7HY7xsfHoVQqqzZhuKodywcGBjA3N4fu7m4qPeQkPtfzvKjz83Osr6/j+PgYgHiXCNxvrgDc2TP9/f2Yn5/H6Oho5RZcAFUlTXd3N+NyuWCz2aBQKB41rbde50VtbW1RKQOInZrErikUtFSpVBgaGsK7d+/Q19dX1TnmVSUNkK/5HhsbK+qvKYR6nReVSCT4aDRKp80IR+5IqwukUKvV6OrqqmiyVTFUnTRmsxmzs7PU5/BQIZ40o41IpuPjY/zjH/+o+dLdbDaLjx8/IhgM0gi/tHoSuF8FyfM8BgYG8ObNG7S3t1d0zYVQddK0tbUxdrtdVH9cCtL3XFxcYHNzs+ZjUYlEAuvr6yXfJ3Ro6nQ6AEBPTw+mp6crlgf8EKpOGiAvbYjfQY5dI22/kU6nQfq51GoDpIuLC/6xNelCyTo+Po7p6emXWt6jUBOk6ejogNlsRmtr66ML1IlHmcyLqlUVtb+/jw8fPtBdUymQ85BOp9Hd3Y2ZmRlZSfmVQE2Qpquri3G73XA4HLJbkRCQ919eXsLr9dZsLCoUCuH9+/d0tkEpkHZoAOBwOPDu3buqhQ2kqAnSAMDExASmpqYeXaAuPI/RaBTLy8s1l9GXTCb59fV1RCIR2cndwh3V9PR0VcMGUtQMadrb2zE1NSUrSVqayUf+Pjs7w8bGBs7Ozl5snU9BNBpFMBiULWUISLKV3W6vePL4Q6gZ0nR0dDA2m032HSXsXUwEy+XlJWKxGL58+fJi63wKQqEQtre3ZYdJyAwnhUKBsbExDAwMQKvV1oRqAmqINEA+OWtubo6O+eF5XjS7iEBYxSDURBqNBp8+fcJPP/1UMyoqnU7z6+vr+Pz5s8ghKYS0zimTydD8IrfbDZfLVYWVF0dNkaa9vR0mkwnNzc106y3cgheyB4TPZTIZ3NzcIBqN4vz8/OUXLAPxeBzRaJTaanLqmsi0lZ6eHthsNrx69eqll/ko1BRpurq6mMnJSYyOjtLqy1LjfoSxG5ZlaXeJjY2Niq37IQSDQfh8PlE/mVIgO8LR0VG4XC7aDq1WUFOkAe6cWKTtFyBOOC/UhkOIbDaLSCRCmgNVVUWlUil+dXUVGxsbopTNUuA4DlqtFg6HgzZdrCXUHGl6e3uJu5zencLhWNIB5oVyiHd3d7G8vFz1dAnSzvbk5EQkEUshm81idHQUc3NzFWmH9ljUHGna29sZm80myrSXdueW3q3CDDeS0RcMBqs6GP7q6opfWVkRreExDbgdDgdcLhfUanVNqSagBkkDAEajEa9fv6aRb9KIGsjbLVLpQiD02cRiMXi93qq1kT0/P8fCwoJowJfcrMSuri64XK6KdbZ6LGqSNH19fXA6nejq6hINfQfENox08i5JNWAYBsfHx1Q1VANXV1e054y0C0YpDA8Pw2QyobOz8yWX+GTUJGna29uZ2dlZmEwmencS+4bYNIXyUYTPX15ewu/3Y2lpqSrHQHwzheqziYoVGsY8z8NgMNDcGbfbDYVCUXOqCahR0gB5n43ZbEZbWxsAsQdYDnieRzgcRiQSqXjS+dHRER8IBHB1dUUHpwF3ZCk2p4BlWbS0tGBychI9PT2VXPKjULOkefXqFebm5jA4OAjgcRPRyHb99PQUa2trFQ8rxGIxfPz4EdfX1/fUqbQjOyGSQqFAJpOB0WjE27dvZbWZqxZqljQdHR2M2+3GyMgIgMeVlAqbXAcCgYrvonZ2dhAIBO55swsdg7C1Gc/zsFqtsNvtNRVrkqJmSQPcGYQGg4FeADmpBRzH0bkA6+vr8Hq9FZu6e3Z2xq+vryORSIi82cXiZcJqytbWVjp7spZR06RpbW2F0+nE8PCwyBdTCsId1cnJCYLBYMU6ncdiMSwuLiKZTBYkx0NeYaPR+KjC/mqhpkljMBgYt9uNiYkJuguRo6akRvPm5ib8fv+LrhXIhw1WVlbg9XrvkZv8LX2eqFKlUgmn0wm3213V6kk5qGnSAPmg3cjIyL1Z4A+B1IYTA3NnZwdLS0svPoyD9APe29u7l9LxUGkOSe0cGxurevWkHNQ8aTo6OuB0OtHX1ycKJwghrYsivYfJgK14PI5AIEC9sy+FUCiET58+geM4Ud8dMmdJ2BOZlONqNBqk02mYTCa8ffu2LCOQXxo1T5qmpibGZDJRl/pjZysAd52zdnZ2XmKJAPJ5wGRIaykIS1NYloVer4fL5cLg4GDBJtK1hponDZCfTud2u0XDyR9CIedZJBLB8vIyTk9PX0RFXV9fY319HQcHB7LXB+TV7dDQEL7//vuqdOp8CuqCNK9evYLL5UJ3d7cs8V1o17K3twefz/disai9vT2EQiFZ65NKwqGhIUxNTaGnp6fmpQxQJ6TRaDTMxMQExsfHZZW4SNvMMgxDjdRYLFb29V1fX/Ok5krO7k7Y+lWv18NkMtGh9/WAuiANAIyNjWF6eprWNssBcagRlRaPx+Hz+creo+/09BR+v//R8xqE/YBrpXpSDuqGNN3d3Zifn6dhhYcgdc2Tu//4+Bherxe7u7tlXdvOzg42NzeRzWZl21xkjRMTE/B4PGhvb68L1QTUEWmampoYq9Uqy48h9Y0QaXNzc4NIJIK9vb2yrevi4oKPRqPY3d2912emGITpHf39/XXhmxGibkgDQDR1RJiPotFoRMYl8YWQHBwibXQ6HVZWVogvpSwq6uDgAGtra/D5fADyjRalfiOhjUUeHMdheHgYLpcLAwMD5VhKxVBXpGlvb4fFYsGrV69EcShp+kEh5HI5ZLNZZLNZ7O7ulk1FHR4e4ueffwYAOrfhIe8vWYtaraat6ms12aoY6oo0LS0tzOTkJCwWCxQKBVUF2Wy24DwFKTiOQyaTQSAQKEss6urqig+FQvj8+TMAiKbkPUQcUqIibOZUT6gr0gCgqZAtLS0i+0E4yu8hkIw+v98PlmWfpaK2t7exuLiIy8tLKJXKe/kzxYgD5Aem2e32qkxReS7qjjTNzc3weDzUeCQXhgQIC+XjSmc5fvnyBevr68/O6Nvd3cXHjx8BQJTUXgo6nQ52ux2vX7+u+Yh2IdQdaUgsymq1ilIlyF1eyPlH6qGIoy+bzSIcDj9rpGEqleIPDw8RjUZFeb/SxtFSkNedTmdNdOp8CuqONEC+CbPD4RCNvBE2bZbWQhXqDLq9vY2FhQVcXl4+SUUlEglRq3qGYaiKfIgwDMOgs7MTU1NT0Gq1T/nqqqMuSdPZ2Ynx8XG0tbWJBlEI+7o8RBxSF/WckYabm5v48OEDjTVxHEcL+R4iDJB36Nntdmg0mrpTTUCdkkalUjEOhwPz8/P3JtMJa6GEF0q4uyKqamNjQ1YqgxTpdJoPhUIIhUIi41e4FvI9/18vgLzd097ejjdv3sBkMj36e2sFdUkaIJ/RNz4+Tv0yarVadr8+lmWRzWZxcHCAUCiEi4uLR6moo6MjhMNhpFIp2hIFuBsKAhRXUT09PXA4HDXVDu2xqFvS9Pb2YmpqinbwViqVjxpTzDAM4vE4FhcXHz1XYX19nczPBCCuyRJKN+lOiuQBz8zM1HSJSinULWkYhmEmJycxOTkJlUr16LnWGo0GyWQSwWDwUd7ho6MjfnFxUdR5vNh3S/Oau7q6MDs7WzfJVsVQt6QB8g2QvvvuO7S3t9POEkLD+CEQKbC/v49IJCJ7F3VycoLFxUWcnJzQ3U8mkxERhKgl6cjo4eFhOJ3OuopoF0Jdk6a1tRVut5sG/IiBKwe3t7cA8rkwq6urdDTgQ0ilUvzW1hat2Cw0HlqonoRZfGT4upzUjlpHXZNGrVYzY2NjcDqd0Gg0yOVyskcuk/IWMnVXTqUCkTJHR0cA8i3oCXGErd7IzkkogUir+nrK0CuGuiYNkM8fttvt6O7uFpW+PgSy2yHjjGOxGBKJRMnuEicnJ1hbW0MqlaLpDVLSCEchk79VKhV6enpgtVrR29tb16oJaADS9Pf3Mz/88APMZnPRCS5S5550a35zc4P//ve/JWNR4XAYS0tLuL6+BgBRPVMmk6F/k+4QpM5JoVBgcnKy5voBPxV1Txog3zlrZGQEWq1WVrolAdn1XF1dIRqNIhKJFH3vly9f+M3NTVkt9MkQetKdi4Q96tk3I0RDkKanp4fOD5Cz9ZZGvbPZLLa3txEMBot2Oic9Z+Q2tRb6aMxmM+bn59HZ2Vn3qgloENJ0dXUxHo/nUY0NhXMKFAoFjo+PEQgECs6LYlmW39zchM/nk90nR+jwM5lMdZlsVQwNQRoAdIaAHD8NURtCqXRxcQG/319w8tv19TUCgQD29vZkRaaF2/6Ojg6YTKa6KlEphYYhTVdXFywWy6PTDYiaIhl9CwsL91TUzs4O/H6/aIv9EHiepw0IbDZbXUe0C6FhSKPT6ZiJiQlR0+piIL4UkpwuTJcoVLq7urpKE7bkDpvP5XLQarWYnp6G0+l82kHVKBqGNABoCmUpCF39ZKdDKgn29/dF7fHPz8/5SCSCeDwOhUIhizRCP5DJZKr7WJMUDUUak8mE6elpWuJCiKFWq0VqhfxOvMJAnkgGgwELCwt4//49TTo/OzvD4uIirq+vadGddPcl9QMRf5HD4cDc3FxDqSagwUijVquZgYEBdHZ2ijzDwjb50hZswotP5kXt7e3RHn1ra2vY2tqicS0yya5YERzxSre0tIjiYo2EhiINAFgsFtjtdmq3FAokSkGeZ1kW19fXCAaDSCQSdJZ2OBwumAMsTbQSfgfpOVPrnTqfgoYjzfDwMN6+fUs7nQtVUaGCukJdw8PhMNbW1pBIJBCPx6nvRs6geSCvDkdGRjA5OYnm5uaGUk0AIL8NeJ2go6OD+emnn/ihoSGcnZ1RNVVsrCHp4ydUW/v7+/jrX/+K3d1d6rchakfadVwI8nxTUxMsFktDShmgAUkD3I3xI3m8QkIUuujSiXWXl5f4+9//js+fP8saNCb9vP7+fkxPTzdMrEmKhlNPQD535Ze//CWdqyDM2RV6govtfrLZLPb39+Hz+Wjkm0gssl2XlsQQ+0mhUMBqteLNmzfQ6/UNp5qABiVNZ2cnI2zhQcghHGtInhd2nhCSQDhLChBXGhSCkDijo6OwWCwvcWg1gYYkDQCMjIzg9evX0Gq14DgOarWaZvUJQwcP2SdCKSKtMCBdxsl7SXK7x+PBr371K9m5yvWIhiWNwWDA2NjYi820ZlmWqjnSqlapVGJsbAxms7kuC/vlomFJ09nZybjdblpkT0IFcro6PAZk55VKpWAwGGAymeq2sF8uGpY0wF3NNPHklos00ooHsp3v6+vD1NTUozqQ1iMamjTd3d2w2+3o6+sr6+dKnYQkhuV2u/H69Wsw5RZnNYaGJo1KpWKcTifsdrvI+H0uhMYwaThA2oc0qkNPiIYmDQDYbDZMT09Dr9eXjTSFZjcNDAzAZrPVbc+Zx6DhSdPX14fx8fGyXkxpbZVOp8PQ0BDMZnNdF/bLhQKAyKEl3GUUewBifU5O4kNxmWqBYRjGZrPBZrNRg7VYlJqg1OskBkXSP5uamjA7O4upqakXP56noFgXi6ei4SUNkE/OmpqaKlssiNgypL3J2NgY5ubmHlVzVc/4KkjT398Pl8tVtooAYV8ahUIBh8OBmZmZhnboCfFVkEan0zFGoxEDAwNQqVTP9tcI27MR30wjlaiUwldBGiBf5Wi326HT6UTVCFLIIRMh3u3tLaxWK9xud8NGtAvhqyHN6OgoPB4POjs7y+IZJgayw+Fo6Ih2IXw1pNFqtQypQSqVK1wKJFA5ODgIj8fzYkHRWsWLkCaVStXWvvv/MBqN8Hg8AB5ONJcDjUYD4m1uamr6alQT8H/SSDstFJpXJHyQeddCdzpBJpOR3cKs0jAYDJiZmcHExARYloVGo4FerwdwfwqdENLjV6vVYFkWZrO5pvsBGwwG6nsD7qelFgO5fmSOVjKZhEqlog5SBZD3aGo0GmrglQJ5j16vh0KhoE4zvV6P3t7esqcflAttbW2M0WiEw+GARqPB7e0trTQgJ1h4AxRDJpNBf38/bDYbOjo6XnrZT0YymRR5r1UqlazjEzbL5nkeWq0WOp2Okk4F5BnY3NyM3t5esCwr64M5joPBYKCDt1iWxejoKLq6umq6otBkMsHj8WBzcxOJRILeVXq9Hul0WnRnFoNarcavf/1rvHnzpqaHrysUCvT29mJ8fJwm2JN2bg8hnU4DyJOHZVkYjUaMjNihtSAAAAB5SURBVIzQHaIKyDu/fvvb38JkMkGlUskSY6TfHMdxdBEtLS2Yn59/3pG+MNra2phQKMQPDQ0hmUwCuGu4SI6llKTM5XJwOBywWq2VWPKT0d3djd/85jfo6+ujoQ+VSkVJUQykjJnjOGSzWfT09GBmZqZCq/6GhsT/AIqCuTZYbLUHAAAAAElFTkSuQmCC","detection_approach":"prominent_color_detection"},{"index":15,"position":{"x":566,"y":253,"width":113,"height":145},"scaled_width":36.11,"scaled_height":46.34,"actual_filled_area":599.72,"bounding_box_area":1673,"exact_perimeter":227.84,"approximate_perimeter":218.66,"convex_hull_perimeter":150.06,"perimeter_pixels":712.9360748630714,"original_contour_points":132,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.28,"compactness":0.1452,"perimeter_to_area_ratio":0.3799},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":16,"position":{"x":457,"y":253,"width":78,"height":145},"scaled_width":24.93,"scaled_height":46.34,"actual_filled_area":368.75,"bounding_box_area":1155,"exact_perimeter":146.87,"approximate_perimeter":140.15,"convex_hull_perimeter":117.87,"perimeter_pixels":459.58073580374406,"original_contour_points":98,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.86,"compactness":0.2148,"perimeter_to_area_ratio":0.3983},"image_base64":"data:image/png;base64,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I8WXKh8NhqPubJMnUBg6XYU2SJIgl82GAn5Ucrl69ips3b+Lz588Afh7cqqqQpumRDRRFAWNMqAJ6+fJl7OzsoNvtnnzvVxQDAIPBQL17985tbGzg27dviKIIcRxjNBodqBz0O6IoQpZlqOsaw+EQW1tbuHv3LvI85zoLWR1+AGyTX7piWLWgAAAAAElFTkSuQmCC","detection_approach":"prominent_color_detection"},{"index":19,"position":{"x":1191,"y":250,"width":137,"height":148},"scaled_width":43.78,"scaled_height":47.3,"actual_filled_area":1635.04,"bounding_box_area":2070,"exact_perimeter":151.68,"approximate_perimeter":140.69,"convex_hull_perimeter":144.21,"perimeter_pixels":474.61731573020353,"original_contour_points":204,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.08,"compactness":0.8931,"perimeter_to_area_ratio":0.0928},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":20,"position":{"x":1002,"y":250,"width":114,"height":148},"scaled_width":36.43,"scaled_height":47.3,"actual_filled_area":658.14,"bounding_box_area":1723,"exact_perimeter":266.85,"approximate_perimeter":226.14,"convex_hull_perimeter":138.39,"perimeter_pixels":835.009234715991,"original_contour_points":366,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.3,"compactness":0.1161,"perimeter_to_area_ratio":0.4055},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":21,"position":{"x":117,"y":250,"width":137,"height":148},"scaled_width":43.78,"scaled_height":47.3,"actual_filled_area":1633.97,"bounding_box_area":2070,"exact_perimeter":151.49,"approximate_perimeter":140.63,"convex_hull_perimeter":144.16,"perimeter_pixels":474.0315292925767,"original_contour_points":204,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.08,"compactness":0.8947,"perimeter_to_area_ratio":0.0927},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":23,"position":{"x":1365,"y":5,"width":183,"height":142},"scaled_width":58.48,"scaled_height":45.38,"actual_filled_area":874.71,"bounding_box_area":2653,"exact_perimeter":387.47,"approximate_perimeter":342.09,"convex_hull_perimeter":185.29,"perimeter_pixels":1212.4234482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","detection_approach":"prominent_color_detection"},{"index":24,"position":{"x":1080,"y":5,"width":124,"height":142},"scaled_width":39.63,"scaled_height":45.38,"actual_filled_area":1077.24,"bounding_box_area":1798,"exact_perimeter":208.29,"approximate_perimeter":199.95,"convex_hull_perimeter":160.68,"perimeter_pixels":651.7472580451151,"original_contour_points":156,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.15,"compactness":0.312,"perimeter_to_area_ratio":0.1934},"image_base64":"data:image/png;base64,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","detection_approac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","detection_approach":"prominent_color_detection"},{"index":26,"position":{"x":757,"y":5,"width":117,"height":142},"scaled_width":37.39,"scaled_height":45.38,"actual_filled_area":633.88,"bounding_box_area":1696,"exact_perimeter":242.97,"approximate_perimeter":234.58,"convex_hull_perimeter":163.63,"perimeter_pixels":760.2813126546316,"original_contour_points":112,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.21,"compactness":0.1349,"perimeter_to_area_ratio":0.3833},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":30,"position":{"x":1217,"y":2,"width":137,"height":148},"scaled_width":43.78,"scaled_height":47.3,"actual_filled_area":1634.37,"bounding_box_area":2070,"exact_perimeter":151.49,"approximate_perimeter":140.64,"convex_hull_perimeter":144.18,"perimeter_pixels":474.0315292925765,"original_contour_points":202,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.08,"compactness":0.8949,"perimeter_to_area_ratio":0.0927},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":31,"position":{"x":609,"y":2,"width":125,"height":148},"scaled_width":39.95,"scaled_height":47.3,"actual_filled_area":570.46,"bounding_box_area":1889,"exact_perimeter":236.01,"approximate_perimeter":208.62,"convex_hull_perimeter":141.04,"perimeter_pixels":738.4823227814096,"original_contour_points":324,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.1287,"perimeter_to_area_ratio":0.4137},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":32,"position":{"x":253,"y":2,"width":139,"height":156},"scaled_width":44.42,"scaled_height":49.85,"actual_filled_area":1677.17,"bounding_box_area":2214,"exact_perimeter":172.57,"approximate_perimeter":160.09,"convex_hull_perimeter":155.51,"perimeter_pixels":539.9726547895311,"original_contour_points":255,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.12,"compactness":0.7077,"perimeter_to_area_ratio":0.1029},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"dataObjects":[{"id":"a3c88c3c-7051-4ca9-873b-66fd2cc9867a","height":45.38,"width":37.71,"perimeter":152.17,"area":1532.09,"image":"data:image/png;base64,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"},{"id":"9152a678-55b2-41bf-9f11-94bc8957967d","height":45.38,"width":41.23,"perimeter":177.16,"area":435.59,"image":"data:image/png;base64,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"},{"id":"9cddd1f6-4708-4b4d-adc3-47e5715181ab","height":45.38,"width":36.11,"perimeter":234.41,"area":578.43,"image":"data:image/png;base64,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"},{"id":"eec82a1f-053b-4cdf-bf7c-0b28c67e9566","height":45.7,"width":42.5,"perimeter":174.91,"area":758.95,"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"},{"id":"eb131eaf-220c-497a-a634-eb0cf4f758df","height":47.3,"width":43.78,"perimeter":151.68,"area":1633.61,"image":"data:image/png;base64,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"},{"id":"2c58b1ee-7c32-4652-b3b2-f9f5cbfd987d","height":45.38,"width":39.95,"perimeter":208.93,"area":1086.74,"image":"data:image/png;base64,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"},{"id":"5118f756-a132-4ebb-a1f7-293e7285d027","height":45.38,"width":33.88,"perimeter":259.92,"area":650.99,"image":"data:image/png;base64,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k0hvhmQXRPLcRw11+TxwMAAXC4XjEajaidQNSmADOsGBwcp60iNSC4oRaMAEIvFsLy8DJ/PB0EQnleLv5BKpcSlpSVVNR3At5uQJMoIgXieh9FohMVioZVjapEXKZqamhi3243Ozk5Z5VEuSI+TLnvhcBjBYDDrivO9Ih6Pw+fzYXV1VfUOgxR5A6AEATK1PG/fvqViKbXIixQA0NvbC5vNBr1eryqFK02isSyLdDpN/4GTkxMsLy8/FwxJsLGxgdnZWcRisZwV/8C36KaUQIIgoKysDMPDwxgcHERZWVleKdW8SdHS0oLx8XF0dXWpOl7qJElXCeJ4+ny+54Khv3B+fi56PB6qZ1Vz0xF/QiptADLy/bdv32YV5uZC3qQoLy9nbDYbenp61L2BhMGEFOl0mgZgIpEI/H7/lXYG3yO2trZo8ZTaWJA0BkSg1WoxMDAAt9tN60PzQd6kAICOjg7YbLa8bJUyeUNs38XFBRYWFrCysnKbU3lSCAQCmJ2dxcXFhSz5eBOyEaexsRFOpzOv2IQUtyJFY2MjrFarrCj1OiiXNdJpBQDdZi0tLcHr9eLo6Oi7NSGnp6diKBTC+vo6eJ5HOp1WRQqSBSU1NxqNhjYgMRqNtzqXW5GCxCzsdjsVhpLcPsMwV7aq0joEqS6DSPXC4TB+//33vLWHTwmhUAjT09PY29ujFzNbajxbXUcymZTFLxwOBz58+KAq+ZUNtyIFANTV1cFms6G9vV0WqBJFkV5cNd4zOe+9vT1EIpHbnk5J4+LiQoxEIgiFQkilUnSLrvYmIao4URTR3t4Oq9WK6urqW5/PrUlRXV3NkC0PKSrOV4BDjk2n01hdXYXX68Xh4eF3Z0J2d3cxOzsr86sMBoPq50sjxgMDAxgZGYHJZLp1A7pbkwLIBEdsNhtdEYjZIORQ0+OC6DfX19fh9XpxcHBwl1MqSayvr2N6ehrxeFx1lJiAxH5EUURZWRnsdjv6+/vvdD53IoXJZILdbqe9kshydxtTdnZ2hlAo9N2l0xOJhBgOh+H3+2XbULX1MVqtln7uZrMZTqcTDQ0NdzqnO5HCaDQyNpsNQ0ND0Ol0VAzC87xqZZbUYSIdWs7Ozr4bE3J4eIiFhQXs7u6C4ziZH5HPlrSiogJutxu9vb23djAJ7kQKIFNcMjExgcbGRvo7orVQE7snCRyO4/DlyxdMTk5+V5nTYDAIr9dLk1kE2RqjZgMh0YsXLzA8PHylAcltcGdSVFZWMj09PWhoaIBGo6Hha2nzklwgqV4SyNrY2PgupHqxWEz0+/0IBAIA5IEotd0JOY6DXq9Ha2sr+vr6UF9ff+cOx3cmBZBJkr17945mTmtqalRvp8hWitjQUCiE33777dYV1aWEra0tfP78GXt7ewBASwL1ej01xdLaDgBUy0J0E+Tnd+/ewWazFeS8CkIKEuEkZQBkn63Gk5beDaSr3sbGxncRs1hbW0M0Gr3Sl0oqSJJ+PsrcEXnc0dGB169fo6KioiDnVRBSVFdXMw6HA4ODgwAyETZSrZ4LJAoqrU8NBoPw+XxIp9NP1oREIhFxenoaS0tLAL5tLYFvpJBGiW/yzxwOB2w2W17qqptQEFIAGYdzZGQEjY2N1HFU61MonapIJAKv14uzs7NCnV7RYWNjA9PT07SdpFR2pzSd0l5iwLddCcuyqK6uBul/WigUjBRNTU2M0+mkPRnzzWNI7ePJyQkWFhaebMHQxcWFGA6HqW4iWzdcQL5ikMfEkScE6uvrw+Dg4JUOd3dBwUgBZIInPT091DdQk/sA5GFx4kCtrKw8WROyvb0Nn89H2z1Ja2OA7L0vpX8nZqasrAzj4+NXmqPeFQUlRXNzM9xuN90rqzUf2XYaW1tbtFHHU8PS0hJ8Ph/Ozs6uqLRJw3tp4CpbvIJlWbS2tmJoaEhVfWg+KCgpampqGKfTib6+Pmi1WtXCXmmgi3w4x8fHWF1dfXLN087Pz8XNzU1EIhHwPC/LKl/XT0y5QwMAo9GI1tZWtLe3F8zBpO9dyBcDMjGLN2/eyIpWpHttshQq2wJLpekAUF5eDq/Xi48fPz4pE7KwsID//Oc/tAO/VBshvfhk58ZxHL25pGakoqICb968wejoaMHPseCkMJlM6OnpudbOEZJkg9SMJJNJKnd/KmrvdDotSnwlAMi621A8RxYlJmhtbcXIyMi9nGfBSaHX6xm73Y6hoSEA8jYEgDwuobSV0uN4nkc8Hoff70cwGCz0aT4K4vE4AoEA3XVk64irhHIkF5AJCtpsNjidzlsJc3Oh4KQAMjoLu90Ok8lEcyDS1UFaMXZT0WwqlcLOzg5mZmZwfn5e8iYkEolgbm6O3v3Swp2bIA0CMgwDs9mMiYkJ1NbW3st53gspysvLGYvFQoW9xLuWOlLSehACaXiXfB0fH8Pr9ZZ82JvneXF2dhZzc3PkZwBXt5/XPBfAt3hFX18fRkdHUV5efi8JonshBQB0dXXh/fv3MhFqtqic8sOQmheNRoNYLIZwOFzyJQBnZ2dXOviQZKCaFLl0GFxPT0/WRuuFwr2RoqmpCRMTE3j58mXW/grKqJ3S4SJmRxRFbGxsYGZmpqTFN6SmI5FIXPk/pV/Z1NrAt8+pt7cXLpdLdRuI2+DeSGE0GpmOjg60tbXJ6g+UZKAnIolVEEIQk3N4eAi/369qkFox4vT0VPR6vTT5BSBnBRghBRHwkvZQTqcTDocDOp3u3rQF90YKIDOTbHx8nKZ0Sed/jUYj03Mqo3rS35OS+qmpKfz2228l2fCd53lMTU0hEolQM5BLlUZWDqKr0Gq1qK+vh8PhKHhYW4l7JQXLsnA4HLTDK8mckspztTrOeDyOr1+/Ynl5WdYDqhQQj8dFn89HG8qSlVLtaAxBEGicor+/Hy6X684azFy4V1IYjUbG4XDAarXCaDTKVgK1YXCiRkqlUggGgyWn34zH4/j3v/+ddbie2v4TZLD90NAQ1azcJ+6VFEDG4RwdHUVLS0vWpmi5QJJDHMfRRFIpNXwnleR7e3syIY1aaDQaJJNJtLS0wOVy5d2V5ja4d1IYjUZmfHycFqgofYpcIFtZlmWxvr6OmZmZkunWm0gkxEAgQGMspJKLmE21wlye5+F2u1U3R70r7p0UQCZm4XQ6UVFRIdMhqh1zmU6nwfM8Li4uEA6HS2ZmyNevX/HHH39cmVpAbgw1PnMikUBNTQ3Gx8dzdt8vFB6EFGVlZXA6nbTRCVlC8wnakBtkdXUVMzMzOD09LXoTEgqF4PF4cH5+DgAyzYRasCwLl8sFh8NR8BT5te/5EG/CMAzT09OD/v5+cBx3bawiG6TjDFiWpTNDil18k0gkxLW1Nayvr9Nt5W2mK1VWVmJkZOReI5hKPAgpgMx2amJiApWVlTfG+5URPvJBkhkjl5eXmJmZKXoTsr29jcnJSXz58iVr22RyQ0gbuLAsC61WC1EUUV5eDlEUUV9fD5fLJavAu288GCkYhmH6+vpgt9vvXOjz5csXzM7OYm9vr2hNSDgcxvz8fM7jlOJcsqokEgmwLAu73U6iwg9WHfVgpAAAq9WKH374AQaDQdYp9iZk0ypub2/j48ePRWtCzs7ORJ/Pp2pqc7a6DrLjaGtrw7t3727du+q2eFBSNDQ0wOFwoLW1Nat4JBukrZyJDoHneczPzxft2KmtrS34/X7VdSvKultCkL6+PjgcDrx48eJBaygflBQsyzJmsxl2ux0sy16ZY5EN0uUVAJ2yR0xIsXW+icVios/nw9zcnOrBbwBkTWeTySR0Oh2sVuuDrxLAA5MCyGgLx8bGUF9fn9fWTJozYFkWp6enmJqaKrqw9+HhYV6iIGWfUfJ/tre3w2az3bkByW3w4KSor69nSHQuH5C7jsjiBUHA3NwcLeMvFpDGK6enp6qOl94YpGsgwzBwOp2w2+33pq66CQ9OCiBzF/T39+fVnFWabiYf5P7+PiKRSNGIbw4ODsRoNErVVWqbtki1JCzLoqKiAv39/aomA94HHoUUbW1t+Omnn9DY2Eibg0overbaSiL2laqSTk9PMT09XTT6zd3dXXz8+BHBYJDOS5P6FUpVFTEVJCdCFO5WqxVjY2N5d98vFB6FFGVlZUxDQwPpz0T7ct9GP+P3+0lnuUdfLXZ3d7G4uAhAfShbOg2BqKscDgf6+voeJPmVDY9CCiBjQsbHx1FfXw9APnpKrfQdyMjmyRSdx8TXr1/FQCBAu9zlM8yXtHcCMqOnh4eH8erVq/s83RvxaKR49eoVMzIyQsciKguG1H6oLMsiFAo9etuCnZ0dfPr0Cfv7+zSmosanIDUdWq0WLMuip6cHAwMDYFn20fo7PRopgIyGkyiJSCYxW23ITdDpdFhbW8Off/75aDNDSPLr8+fPMtm+2lYMLMsikUigqqoKExMTj+Zg0vN5zDcnEU7SnFXpmKkdcUl0C1++fLm3c70J+/v7tKZDp9PJ+lHlgl6vp3kPUh9KTOpj4VFJQQbKOBwOAPIWP2QJzgVBEJBIJBAKhR6t5nRpaQl//PEHEomErKO+GnUZOaasrAxutxs9PT2PajqARyYFkBko09fXB6PRSJ2tXI2/smFvbw+Li4sPvgtJp9NiNBrF4uKizJfIZxKjVqvFq1evMDw8nNf80PvCo5OitrYWHz58wKtXr2hLJNKzQg0Iefb39+Hz+VSPbiwUdnZ24PV6EY1GZStbKpWS9eIgcRjp70hp5MXFBbq7u/HLL7+gtrb20RuIPjopDAYD09zcjP7+fuh0OhrqVQsySObk5AQejwdLS0sPWjAUDAaxuLhIVedSUa7yNKS/k6rPjEYjuru7UV5e/lCnfSMenRRAJmbx5s0bOlAm35gNUSmtrKxcGRp/nzg8PBS9Xi/8fj+Ab6F4ZeCK/D9khSCTlAhJXr9+jbGxMdnI8MdEUZCCDMElARtCDLVbOmJqBEFAMBjEwsLCvZ2rFDs7O1hcXMTXr1+pPyE1e8pwvfIx2bYODAwQtfujmw6gSEgBAK9evUJ/fz9MJhPNhKoFqeQmmdPFxcUHGZUdiUSwsLCAdDotcyyJGcm2YpDzJP5HY2Mj7Hb7g8n31aBoSFFbWwuXyyUL3KjZkkqDXalUCpFIBJFIRPUQldtic3NTnJ+fp5I7KYmVNR1KR1PaKJXMD73PKvJ8UTSkKC8vZ5xOJ6xWK/R6ver8gSAI0Ol0dEk+Pz/H7OzsvccsNjc38fnzZxwdHYFlWVxcXMiEQEq1NiDvbsdxHKqqquB2u2mcplhQNKQAMr2yOjs7YTAYoNPpVFWQScsFpKOy//zzz3szIfF4XNze3qYCH9JDQiqtI7+/rkmqVqtFRUUFzGbzg8r31aCoSFFVVYU3b97A6XQimUwilUpdqQMhkHZ+SaVSdMkmNafLy8uqYx35Yn9/H7/++ivW19fBMAxdJZQ+hNSEGQwGqgkh5+pwOPDDDz88Wor8OhQVKRiGYcxmM7q7u68IdQmuKyAi2zty7MrKCt0qFhqbm5vw+Xy4uLjIeawy7kIEQw0NDRgeHn70PEc2FBUpgEzT97GxMTQ0NFCZmjLknY0YhBRktZidncX//vc/xGKxgpqQ8/Nz0e/3Y25uTlXdChHOkFWDbLNJbKIQ450KjaIjBcdxdGQ2yTjepGJSmhRS6k9mhhS6YGhzcxMfP37E8fGx6vyGtOUhy7KoqqqCw+FAV1dXQc+tUCg6UgCZmMXY2Bh0Ot21OkcllIEiURQRjUYLWnMqiqLo9/sxOTlJ61pzQSq3IytGQ0MDRkZGCt59v1AoSlJUVlbC6XSq+tAIQZQdfYGMZjIQCGB3d7cgJuTy8hI+nw8bGxuq2zNJ0+fk+M7OTgwMDMBgMBSd6QCKlBQMwzC9vb0YHh6GXq+XtS9Q7kKyhY/T6TR0Oh22t7cxNTVVsKnIgUCAtFdS3aaIHEcq4hoaGjAxMVGQ+aH3haIkBZAZKPNXQ3KqX5RCqbkgOw/i/Gk0GsTjcczPzxdEkUXaKC8tLYFhGCSTSdXd/QwGg6w+dGJiAnV1dXc+p/tC0ZKipqaGVpJdXFzIwsQE0m0oeUyUW5eXl2AYBpFIBDMzMzg6OrqTCTk6OsLKygrW1tZoFDXbaqGs6yC+RzqdhtFoRF9fH6xW66Orq25C0ZICyKTUXS4Xmpubswaw1Kizzs7O4PV671xzurKygvn5eeojqCmOBkB3Q6Io4sWLF3C5XKipqbnTudw3ipoUL1++xOjoKMxm85VpQmrLAARBgMfjIVXgt1otRFEUp6en4fF4ZF1p1EoGSfi9u7sb4+PjD9qA5DYoalLodDqmr6/vysxNEgBSc411Op20882tzuPr16/wer2y3uBqI9MsyyKVSkGv1z9aa4F8UdSkADLbN5vNRrenyhrMXEgmk0gmk5CmufOBKIqi1+tFMBiUJd+0Wq3qRm6CIKCrqwsjIyNFI7m7CUVPivr6esbpdGJgYIDa5nxqT3meB8dxiEQiCAQCeZuQg4MDfPz4Eevr6zIlmNqXEUURBoMBExMTcLlcRaWbuA5FTwogs41zOp2yERHZlE3XgeM4bG9vY25ujo6RVoulpSXa5TfbNMBcYBiGFvkUc2xCipIgRUtLC3p7e1FbW0u1C+S7GoiiiFgshpWVlbzaFgiCIG5sbGBnZwepVIp23icrhhq9B8dxaG5uRkdHx70MgbsPlAQpWJZlfvrpJ4yOjuLy8hIGgyGvKvNEIgGO4+DxePDHH3+oNiGbm5uYmprC6uqqrMclAdGSkt0Q8XdITIV8f/fuHe1NXgooCVIAmQinxWJBTU0NTUSRsQ9qwPM8Tk9PsbS0pHrOaTQaRTgcRiwWk4lts0ntyO8JacixXV1dsFgsRambuA4lQwqTycQ4nU7augBQvy0ky30ikUAgEKCNRW5CIpEQg8EgAoHAFTIoW0Nfl4upqKiAw+GAw+FAWVlZSZgOoIRIAWRaF/w1PwuA+qgiwzA0qbaysoJgMJhTv0nmlpFZ68R/kIbalSQhfyffm5qaMDw8/KB9tQuBkiJFa2sr7HY7WltbVY9GAL6pq0VRxM7ODhYWFnBwcHDjc5aWljA3N4fLy0uZmZDKA6W5DyVROI5DZ2cnRkdHYTKZSmaVAEqMFBUVFUxvby9ev36telYIIO9om0gkaGLrOpycnIhzc3NYX1+n4XTpcNls5kI52KWyshI2m40O7C0llBQpgEzMYnh4WHXnODLMDvh24SKRCKanp6+dGXJ2dob5+Xka05B2/U2n07TdgNR/UOZBWlpaHrXD3V1QcqQgmcaGhgZVjqZU+USO39rags/nu1Z8c3Z2hkgkgvPzc3rxlVtSqehH+jOQKXhubm4u+hT5dSg5UkhVWdKlXKrklsYOiFPKsiwlyPn5OWZmZrImyERRFH/99VdZeQB5LaljS2o4yPtLo53Nzc0YGxu7ksgrFZQcKQDQu7C1tRUcx9HSfmnoW3mxyJ1MLvDp6SlWVlauNE/b2trC0tKSzBG9yaEl212SY2EYBi9fvsT4+HheUddiQkmSoqmpiRkZGUF/fz94ngfP87K6D0DeqZf8LP1+cHCA6enpK7uQSCSCxcVFXF5eXolBZIOShEajERaLBWNjY0VX+aUWJUkKICNYGRwcpE1ZldJ/qVmRfic4OzvD7OysLJAliqK4vLxMywLUpOZJJx3yuLW1FW63G9XV1Xf47x4XJUuK2tpakEYnxBFUFvNK8xHKOzqVSiEajSIUCtFcyO7uLvx+v2zXoaxlzdZbWzqi22KxwOFwlOwqAZQwKfR6PWO329Hd3U1rMEg6W9n4XdoCQHqtjo+Psbm5SR3ItbU12VgGtddVEAQIgoCqqqqia0ByG5QsKYCMsNfpdNJYgPLCk5mm0lyF9EInEgmEw2HawnllZQXRaJRmVXORQhnZtFqtGBoaepDR0/eJkiZFeXk5hoaG0NbWBo7jrlxIpQRfSgrihC4sLCAcDlDFOsIAAAN5SURBVGN1dVX88uULjo+PaYDqpuao0tchfTMdDgcsFkvRVn6pRUmTQqvVMoODg/jxxx9pyb8oilQMI1VeExJI/yYIAtbW1uDxeHBwcIBPnz5hd3eXXujr2h4QMAwDg8EAnufR3NyM9+/fl/wqAQDqEwhFiqamJvT29qKjo0M2fTBb68JsSKVS8Pl84DgOq6ursraHuVosiaJIe1T09PSgra0NdXV1Jb1KAE+AFHq9nvn48aNos9koKaR1Ibn8AlEU8fnzZ0SjUdqtl+Q4sgXDlI8BoK6uDm/fvi25FPl1KGnzQfDq1Su43W6Ul5fn3dMbABX1xmIxmd9xE6mkxOjq6sKbN2/Q2tpa8qsE8ERI0djYCKfTSVPqxASoHcIiLRsA8htbpdVqYbFYMDAwcKtzL0Y8CVJotVqmq6sLg4ODVGdBph3nAins0Wg0tMDnJlNBQFaQxsZGOByOktJg5sKTIAXwTb9QW1sLAFeymjeB+BDXdeBTEkMa0bTZbHC5XNBqtU/CdABPiBS1tbXM4OAgmpubZUVDapBNXgfkNiMMw2BgYKBoe1fdFk+GFEBmoMyHDx/oz9l8imy5DNLLAvgWz1Am2MhrkRmqgiCgr6+vqLrvFwpPihT19fUYGRmB3W5X7WjmAumio8y2mkwm2Gw2vH79+lFGT98nnhQpTCYT43A4YLVaIQiCqhleuaDUaRAT09zcjJGRkSdnOoAnRgogsxswm80FK/knDijwbfAdkEnG2e12VFdXP6lVAniCpKisrGTsdjssFkteZQA3QSr3AzKmw2KxyKrVnhKeHCkAYGBgAMPDwwXxKYBvKwQxR52dnXC73WhoaCjI6xcbniQp6urqMDw8XJCOtlKdJ5CZH2qz2Ug7xydnOoAnSgqj0chYrVZYLJY7v5Z056HValFXV4fe3t6Sle+rwZMkBZBZ4icmJlBTU0ND2RUVFVeOU8YtlF8kZsFxHFKpFAYGBvDLL78UzDQVI57sf9bQ0MBYrVZYrVbodDokk0na6ISotNQ4ogaDgRLEZDKhv78fHR0dTy42IUXJ6ylugtPpxPj4OGKxGLa2tugugoholANmsiGdTiMej6OiogJdXV1FM3r6PvFk2Q5kGo+EQiEEAgHEYjGIokhT5YIgwGAw5Jzuo9PpkEgkYDQaUV9fD6fTic7Ozif9uT3jGVfwf5yacqX2Tu81AAAAAElFTkSuQmCC"},{"id":"9ea642e8-e5df-45f4-956a-9081eb502fbe","height":45.38,"width":34.83,"perimeter":150.17,"area":946.56,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHEAAACSCAYAAAByriX8AAAABmJLR0QA/wD/AP+gvaeTAAAUd0lEQVR4nO2d2W8T1xfHv2PPeI0dx1mwWdoEJ4QsLAGKWEJbaEEVaqlQNyHRPrRq/5i+9rV9qFQqIVr6AKWlVau2ioAGSFmioIISSEiajexxbI/tmd9DfudyPZnEjh0HGO5HipLY4/HMfO9y7rnnngsInnkkAOjp6dGvX7+OwcFByLIMu90OXdczD5SkJ3KB+ZLtelVVhcPhgNfrhcvlYq87nU54PB54vV54PB4EAgH4/X6UlpY+tQ9AAoBvv/1W/+KLL3D9+nUmYjKZXPAg+P+NIj9raJoGt9sNv98Pr9cLu90Om80Gt9sNj8cDn88Hn8+HyspKVFZWory8HKWlpfD5fHC5XKioqIDf70cwGEQgEHiiAssAMDU1haGhIaiqClVVTQ981mpiLoUskUhgcnISNpsNmqZlvKcoCux2OyvUiqLA4/GgpKQEbrcb9fX1CIfDiEQiuHDhgh4KhVBeXo5gMAifz7eqD0sGgLm5OQCA3W6Hy+VCNBpdcOCzXvOMKIqCZDIJYL6AKooCTdOgaRokSUIymUQymYTNZoOu6+z+JUmCLMu4desWSkpKEAwGEQwGEQqFUFtbi8bGRly8eFHft28f7HY7PB5P0QWVgXnxNE1DOp1GLBYr9nc+FaRSKda6kHiEruvsPV48/rMAMDExgYmJCXR3dwMAvF4v1q5di3A4jNbWVmzatAk3btzQq6uri9rkysU6sdWRJGmB2NFoFPfv38fQ0BCuXr2KcDiM7du348CBA7h8+bIeiURQVVW14mIKEfOEaq6u67Db7QCAdDqNVCqFmZkZAEBPTw8ePHiA9vZ2NDc348CBA7h69aq+Y8cO2O32FRNTiJgnVBOBeUHJ+Emn08zyTaVSSCaT6O/vR39/P27evInOzk7s378fvb29+koZQULEPCGDR9M06LrO+klJkiBJErMtyGhKpVIYHBzEDz/8gL/++gu3b9/GO++8A03TdJvNVpCQQsQ8SafTbAiSTqdZraTfTqcTqqoyoUl0VVXx6NEjfPPNNxgcHMTk5CRGR0f1ysrKvIUUIhYAiQPM1zj6O51OI5FIAADzfqXTaQBgQiYSCfz4448YHh7GyMgIuru79UgkkpeQQsQCkCSJiQMgYzxJ0PtUazVNQzKZhN1uRzqdRnt7O2KxGKanp9Hd3a1v3LgR0jI9KzIA1q4vB36wzL8mSRJUVc3qoiu2Byjb+Y19mvFzZHWaHWez2TLEoffIYjXzAGmaxrxhvFFkt9tx69YtDA8PIx6P45NPPln2veZdE0lARVHY/9S5A9k9PMX2AGU7v/Eh858jIdPpdEZNI9LpdIYQZMxQTVzs3MbvkWWZnWNkZARnzpyB3+/H5OSkvhznQEHNKTUndNH8zRhrgvGhPmk3nqIo7KEba5qu6xm1SZIk2O12SJLEvDtGQ4bunX9tKegZUcF3OBy4c+cOvv76a5SXl2NsbEwvLy/PSci8RSSzmW6UbpJKqVkJfpowc/STcUJi8UYLgAwBqU8j+P7Q+N5i0GwRALhcLiQSCXR1deGrr75CMBjExMSEXlZWllXIgppTujkqqaqqwul0IhwOZzQVBP8/PaBika02kJM7Ho8jHo8jkUiwQrlUk2iz2ViBJUg0Em45BdjhcEBVVUxNTbHXurq68P333yMQCEDXdT2boVNQc8p36lSyt23bhuPHj8Pv9y84fjWb0GzfRSV/dnYWU1NTmJmZQSwWg6qqTASyGsfHxzE+Po7JyUnMzMxk9P3AY2GXI57NZkM8HgeQWXNtNhvGx8fx+++/o6amBpFIJOu5Ch5i8CXW6XRi69atOHnyJILBIIDF+8JiC5rNOuX7N+rX+XuJxWKYmZnB6OgohoaG8ODBA/z777/o6upCf38/5ubmMD09DV3XkUwm2bwjTWVlM27469M0DU6nM6MyDAwM4Oeff0YkEkE0GtW9Xu+iN1SQiFQiqemUZRkOhwOlpaVwu90Ljl/N5jQbZsaX8T3+GFVVcf/+fdy4cQP37t3DL7/8gr6+PgwMDLBmmIybXIZPmqahpKQE8XgcqVSKOQeAx03sjRs3cOnSJezfv3/JcxVsnVL/QYNY8kb4fD7T458WlroW6i/5vs/hcKCurg7V1dVIpVJobW3F33//jXPnzuGff/5BIpFgFi39djgcSKVSGW454PE4cnZ21vR6aDI6kUjg/Pnz2L59O5LJpK4oiulFC4/NIsiybCo0Cdva2oqmpiY0NTXh7Nmz+O2339DX1wfgsWGTTCYzHADAwgnoxSB33djYGNrb29Ha2rr4tS777p4TjB4nalrJfabrOiorK3H48GFUV1dj48aNOHPmDO7evQtZljE7O5tR+2hYYuaaW4pYLIa2tjbs3bsX09PTut/vX1CyhIhZMD50EpeaSZfLhebmZhYJd/r0aVy5coUZOSQ4TRiTGy8bvEOht7cXbW1ti/aNQsRF4Js8Mz+woigZLsdQKISTJ0/CbrdjaGgIvb29TDyHw8GaWL7PzAWXy4V4PI4rV67g+vXrmJmZ0Y0TyU/WRHyK4ZtQo0vN+JNKpSDLMsrLy3H06FF89tlnWLduHTseWDikyIbRW3Tv3j38+eefrN/NOLawW7UuNpuNueAIXlBJkhCPxyFJEtxuN3M1VlZW4u2338abb76JF154AcC8oWMUJRvkviSHgKZp6OjoQGdn58JrLfRmrYpxvGfm6OaJxWKQJAk+nw+bNm3CW2+9hYaGBgDz/Sc/jZULmqbB5XIxZ7zL5cLg4CDu378PVVUzOtUVGyfyN5hre/8sYSYc79Bwu92sebXZbDhw4AAGBwdx79499PT0LOgHs83yAPMFQ5bnJSL/7s2bNzEwMJBxnKiJRaKkpAQtLS3YuXMnm/aieByHw5H18/ycJgk8NzeHvr4+3L17N+NYIWIRaW5uxqFDh7BmzRrWxwG5GTa8j5n+jsfj6OnpQVdXF3Su6goRi4SqqlAUBXv27MHWrVtZbQSwYBZkMaj/1HWd1d6JiQkMDQ1lLLcQIhYJ6ssikQj27duHsrIyFmRMEePZ4EWkAqCqKiYnJ/Ho0aPHx63wtQv+j81mQyqVQklJCZqbmxEOh5kHJ58ZHIoA0DQNw8PDGcaNELGIkFgbNmxAbW0tbDbbgoCypTBOMpOHqL+/X4i4GsTjceYsCAaD2LhxI0pKSpYVHmo8jvrF8fFxTExMsNeFiEXC5XKxGhcOh1FbW8uiHahG8Ri9QcBCr1EsFoPb7WYiptNpHRAO8KLBGyNOp5MtEwdgmg8h27mA+f6QFsfGYjHWTwoRVwmv1wuv17usz5iFkCSTSei6jtnZWSaiaE6LBE0gk8fF6XTC7XYva4gBmLvj0ul0RlSeELGI8MFWHo+HzXYs17Ax9pd0DrJ+RXNaJHg3GzDvS3W5XBkZOnLBbE4TQIbBI2pikTD2Z7TCKtcZHrMYH6M/lU1vreB1Czj4tSk0+8/HpmbDOCFtXPiTsdSuaHfxnEPzqk6nk83Q0/Jvs3GiMeSDb45pvGisieSfFX1ikeAND1VVEY1GWeauXN1uZueiGurxeB6/toLXLeDg5w5p8YxZurXFMNY8PieA1+uF3+8XIq4W1OzF43HMzMzkPUbkI8i9Xi9KS0vhdDolQDSnRYXcZJqmYWxsjPydALJHvfFjRGNf6PP5UFZWxo4VNbGIUKji2NgYent7WZ+Yi3VqjI7jhxQVFRVYs2YNO1aIWERsNhtkWcaDBw9w584dto4xF/hV2MDjuUWHw4FQKIRwOPz4e1b4ugX/h1/f39fXh+7ubraANBe3m1FEchI4HA6UlZWJ5nQl4MdzBD9VRLVwbm4OnZ2d6O/vZ9kyyBGwVLNKY0yaqaAJYUmSEIlERE1cCXgRaHqIb/rIO9PT04POzk4WIQ7kvuTdLAeA3+9HIBAAn9RPiFgg5BOl2kdpqCnr1OXLl3Ht2jWoqsqGF7nOZNBSOOCx4LQWkkeImCd8EibjFhT04O/cuYM//vgjM6jJ4BPNBp8QV1EUNDU1ob6+PuMYIWKe0CJSQlXVjJQm4+PjuHjxItrb29kqYapZ5BTnf8xibIBMw6a8vByNjY0IhUIZ1yJELADjtJLT6QQwL2hbWxsuXLiA3t5e5vAmQyiXppRPuwnMi1lXV4fNmzfD5XJlVGXhsckTo4BkcUajUXR0dODs2bPo6OjIyDKV63wi1T4K75BlGV6vFy0tLQuaUkDUxIKgGpZKpdgaxHv37uHcuXNoa2vD5ORkRrYoqqlLDfjNmlKHw4FAIID6+nqsX79+wWfyrolm4xzqtM3WKOayHm8lySWjFH8tfL8EzMd4Op3OjJB7yi/D50GlfDdOpxN37tzBqVOncOrUKQwNDbHnQOeklcVmQwezYQcld5qbm0NTUxP2798Ps1w2eYtoFk5HGSLoZpfiSScmWmotPS3hBh6vADZalZR8iWpXe3s7vvzyS5w/fx6Dg4MF3x8VllgshqqqKuzduzfDX8pTUJ9IpYwsLsrxwmeLIJ7Gmsi7tozHx2IxtgEYQTMSVBNlWcbIyAja29vx3Xff4aeffsLIyMiKFFAqJMB80sPXX38d4XC4eBmljJOXy42tfFLwzSiQmTra4XBk3AO506g/i0ajGBgYwK+//orTp0/j6tWrbP3FcqLZeMya+MrKShw8eBDNzc2Lfq4gEWn5Fr94MpVKsVgS44U9bSzmv6SCCDzOnu9wOCBJEkZHR9HT04O2tjZ0dHTg0qVLePjwYUa2/VwTDhm/k/9b13WUlpbi1VdfxZEjR5bcBKXg5pTH6XTC4XCwhO5PM3zWZOp/ALDUmZIksWT1IyMjGB0dxcDAAK5du4br16/j2rVrGB4eZufzeDxs2RoN7HPF2BIQL774Ig4fPoympqYlP78iIlLJpaaGf0BmF7caZKsJvJlPIYVzc3OYnZ1FLBZDNBpFNBpFX18fbt++jc7OTnR3d+Phw4eYnp4GgAwrNRaLse9c7oIZYKGQ4XAYL7/8Mg4ePAi3212czMN8zAf/ECYmJjA8PJzhtTe72GIbNtnOPz09DVVVWXLa8fFxDA4O4r///sP4+DhGRkbYTzQaZWmmqb8j74sx0psK82KbiebKSy+9hCNHjqC2tjbrsQWNE8kLQX+n02l0dnbi888/X5A+utiiGTEm1TP2fzMzM5idncXs7Cyi0SgrfJRNeLFU0Is1ffQav/9FNjweD+bm5tiCm0QiAbvdjvr6enz66afYs2cPpByqdN4i8gnnyBpNp9Po6upiTc5qC5eNxWbLqQ/n9/oo9m4CHo+HOcz5faXq6urw8ccfo76+HkXfUoFmnWnuTJZlNtCfmprKWL1jRrH7yaUKEB90BDwO5uUzVBT7+ihoitA0DYFAAEeOHMHx48dRU1NT/M1NEolExsw2lWJ+/mspnkQt5b+T9jcEkOFCy3eIkA/kNE8kEggEAnjvvffwwQcfLJhqykZB1inNk/GCLRZX+TQ0rfw1GfdOXs66wZWAkrin02mUlpbi0KFD+PDDD3PuB3nyFtHhcLAxFQDWL/LBQoTRz7oaDyvbczB6lPgmNl+Py3KgJO6BQADHjh3D+++/j927dy9bQKAAEUksgje3l7vRRzFYbhASP+AHcsu/VgiSJCEcDuPo0aM4efIkdu/evWCyN1fyFpFqm6IobM8j3gWXrTldbQeA2ffzY1bjws1iX19jYyPeeOMNnDhxAi0tLQVtFF1wn2g2JjIOgIGnr480E4wXlvdG0fEEP+7ktwciYymRSLANSoD5/i+ZTCKRSOCFF17A9u3bceLECezatQu1tbV5NaE8IjwD+W19RHnaXC4Xkskk0ul0xtI1u93OMgfHYjHY7XZs2bIF7777Lo4dO4aamhosZ4/EpXhuRTQzbIwsFexLCWgpgo2fgqLJXGB+UN/Q0IBXXnkFhw8fxo4dO1BVVQVZllesvX5uRTQzvMwsaLOWzrhmnva+4F/zer3YvHkz9u/fj9bWVuzatQvV1dUZkdsrxXMrohnG2kg1jN4zM45oTlXTNCiKgoaGBjQ3N2Pnzp2ora3Fli1bsGHDBtPYmJXiuRWRjwFarE9cal8nu90Or9eLqqoqrF27FqFQCDU1Ndi1axe2bNmCSCQCh8OxKib4cyuiWTSece8KskAVRYHb7UZpaSlKS0vh8Xjg9XoRCoWwZcsW7NixA3V1dQgGg3A6nUWtdWY8tyJ6vV7WXNIGlvQjSfP7W8iyDI/Hg2AwiPXr1yMSiaC6uhqVlZVYt24dWzu/VOjEalDQpDAfaKQoClRVRUVFBVpaWhaEJxgNhGIHUmUbLvh8PrZs2u12s5rpcrng8XhQVlYGn8/Hal8wGEQwGMRSO4o+KQpyu/GdvqqqcLvd2LdvHz766COsW7duyZn95eZyWWkqKirg8/ng9/ufSBO4khTcnPLef0mSUFNTg9deew25bC0uWBnyXotBoQg0sw+Azck96Vr2vLEihg0ZAzRmKjRISLA8CjJs+DgbfpbcbGdvQfEoKNqNljnza/DMPBuC4pJ3n0h76vJ9otvtZluLC1aPghaZ0hCDmlLy6j8Li2mshFgpbAGEiBZAiGgBhIgWQIhoAYSIFkCIaAGEiBZAiGgBhIgWQIhoAYSIFkCIaAGEiBZAiGgBhIgWQIhoAYSIFkCIaAGEiBZAiGgBhIgWQIhoAYSIFkCIaAGEiBZAiGgBhIgWQIhoAYSIFkCIaAGEiBZAiGgBhIgWQIhoAYSIFkCIaAGEiBZAiGgBZMB8b91sWzWYZY3iU2cKVg9REy2AENECCBEtgBDRAggRLYAQ0QIIES2ADcgcE7pcrpw+SIncgfmtae12O2w2W8ZW54LVQQbmN2mkRLPJZDKn7WQVRWGpoylxeyKRgKIocDqdRb5sAY8MAKFQCJFIBFNTU3A6nWzHmaWIx+OQZZnti6HrOtavX4+GhgYEg8FVuXjBPBIA9Pf361euXMHQ0BAURYGmaVmbRFmezwHPb83q9/vR2NiIbdu2iY1NBILl8D8WF8AeAu0CcAAAAABJRU5ErkJggg=="},{"id":"356f1171-b422-4e1d-83a8-c5a7c2e63819","height":45.38,"width":43.78,"perimeter":371.94,"area":914.54,"image":"data:image/png;base64,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"},{"id":"755edde5-475b-4676-8906-c00e3a56dd8b","height":46.34,"width":36.11,"perimeter":227.84,"area":599.72,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHUAAACVCAYAAABmQLU+AAAABmJLR0QA/wD/AP+gvaeTAAAT90lEQVR4nO2dSWwb1R/Hv7PZY8chzmo7cdIkpHuiLnRTKU0RggoQPXCgl1IkOJQiDhxKD9yAKwc4VFx6KGpBgERLVJUKdVH5V6KBpk1aSFIFmtTN4ux2Yse7/f6H9j1mbCexm3SbvI80ajwez/K+8/u93/v93kwBjuEQAGBqaorcvHkTbW1tUFVVv4Eg6D6LoggAIITo1tPPTqcT27dvR0VFhf6HHB3JZJJcu3YN7e3tiMViIIRAURTWvrMhCAJra1EUkUqloCgKGhsbsXnzZgiCIMgAMDY2hpaWFhw5ckQnVrqg2nWzifr666+jrKxsAZe7NPB6vTh16hSOHz8On8+HWCwGs9mMZDI55+8ikQgAQFEUKIqCcDiMsrIyHDhwAE1NTQAAGQAsFgsSiQTC4TD7cbqg9HMqlZrzoB6PB4FAIM9LXHqkUimMjIxgYGCArUskEhnGko6qqkgkEgCAaDSKVCoFv9+PVCrFvKwMAH6/H4lEAhaLhQmbbrFak6dks9by8nJYLJYHvtilQiqVQiwWAwDIssyEyuYdtVBLBe5ZKwAUFBSAEPLf/gCguLgYANiO09GKN9+dNDMzM+82nHuiSpIEQRBYu+fabtTI4vE4RFFEKBSCLMtM5Ll7Zc5TCRfVgHBRDQgX1YBwUQ0IF9WAcFENCBfVgHBRDQgX1YBwUQ0IF9WAcFENCBfVgHBRDQgX1YBwUQ0IF9WAcFENCBfVgHBRDQgX1YBwUQ0IF9WAcFENCBfVgHBRDQgX1YBwUQ0IF9WAcFENCBfVgHBRDQgX1YBwUQ0IF9WAcFENCBfVgHBRDQgX1YBwUQ0IF9WAcFENCBfVgHBRDQgX1YBwUQ0IF9WAcFENCBfVgHBRDQgX1YBwUQ0IF9WAcFENCBfVgHBRDQgX1YBwUQ0IF9WAcFENCBfVgHBRDQgX1YBwUQ0IF9WAcFENCBfVgHBRDQgX1YBwUQ2InO8PBEF4GOfBWUS4pRoQLqoB4aIaEC6qAeGiGhAuqgHhohoQGQBSqRSSySRSqdSCx6GCICCRSCzKyS0FBEGAIAgghIAQktNvJElibSzLMiRJYvsC7luqIAgQRZF9uRAkSYIocgeQD7mKmY1kMpmxH9b6giAsiqgLOUFObmjbmHpXrYcUtRulUqkFHzAajSIejy94P0aHutsHMYJ0nRRFgdlsZp+Z+8228YMQDAYRiUQWvJ+lRL7iEkKYZoIgwGw2o6CgACaTSQDuiyrLMkRRXBTXyS310ZAuqsViYd+JAGAymWAymRYlwOF9am4sxP2mI8syFEVhn5moiqJAlvOuxGXAo9+Hi9ZCgf9csbbNRQCwWCwoKyvLOr7U3lG53FWKoiAUCi3KBRiZQCCAkZERZkiiKOZkDIQQ1lVKkoRUKgVRFHVdnnh/hwJNQCyUcDiMmZmZBe/H6MTjcSQSCWYo+bhiQghSqRTb3mq1oqCggH3Pbg1ZlhfF/QaDQfj9fvj9ft65zkE4HEY0GtUJmYuoNPsEgFnpM888g2eeeYZtw0QtKCiAzWZblJP1+XzcWudhZmYG4XD4v9RejnEI7UO1farFYsluqekm/KDEYjH4/X4Eg8EF78vIUFEp+QSX2uwfFTVjSAMgY6zzoMTjcfj9fkxPTy94X0YmEAjoAsoHLaTIsoyioiKd+2Wd6GJZaiKRwNTUFAKBwIL3ZWSopeabxRMEQRck0ZFLcXEx20bnfhejTyWEIBwO61wLR08sFiPRaBSxWCzv5AN101pR7XY7CgsL/9uG/lFdXQ2Hw8H8NSvj3N9Jrj5fEAQMDw9z9zsHd+7cwdjYmC6YjMViAP6rr8620EBJW0O972WZ/9ZZakVFBUwmky5rka97oJbKo9/Z8fl8GBwczMgL5NKvUtdLjU5RFKiqqtuGiVpYWIjq6mqoqppVSG1lYC4kSUI4HIbf70coFOJj1SwEg0F4PB6d99OOP/OhoKAARUVFunVaUYXS0lJYLBZ2B2kPmusBRVFEKBTC8PAwD5ZmYWJiAh6PR7cunwkKWl2Ki4tRWlqq/177wWaz6Trc9IFxLsImk0mEQiH09fVhcHAw5xNdKoRCITIwMIDR0VGd+81VVGrR1JuWl5ejrKxMt41O1MLCwowN8jkghRCC/v5+3L17N6/fLQUikQhGRkZYQp4aTD6xCzUus9kMp9OJkpIS3fc6UUtLS+FyuVhtjh4o32yHKIoYGRnB4OAgEokE71c1DA8Pw+PxMIuj+fZciylUC0EQUFRUBLfbPbeodrsdxcXFMJvNWTvuXAIlOtXU7/djfHycheocIJVKkX/++Qc9PT2IRCJIJpMZQ8f5oNspigKbzYbS0lJdlwmkiVpbW4umpiYUFBSAEMIsNhqNQlGUvKKzmZkZ9PX14fbt2zn/xugkk0l0dHSwNlFVFfF4nM0EpHXSuerXdPtYLAan04na2looiqKzNp2oFotFKC8vR3FxccYAV1sZmAs63ymRSKC9vR23bt1CLBbjLhhAb28v+vv7mfei3Vs+eV9tYqiiogIulytjmwybd7lcLLNED04IYXfIfGg7/O7ubnR2dvLZhfe5e/cuuru7EY1GAYDNNNGW0XLFYrGgoaEBTqcz47sMUSsrK1FTUwNFUXTTW3KtzKdSKWbhsVgMXV1duHPnTs4na1TGxsZIV1cXbt++zW789Ig315gFAJxOJ1avXq1L5FMyRK2oqMCqVatYRCXLcsZkp/mgobooirhx4wYuXbqEmZmZJe2Cu7q6cP78eUxOTgLQt2W+blgQBFRWVmLZsmWwWq0ZP8oQtbi4WFi1ahXcbrfugOl/z3XAeDzOcpR9fX343//+h/7+/pxO2IiEQiHS1taGtrY21o2lz17IJ00oiiLcbndWKwVmeZRxxYoVePbZZ6Eoiq52lwuCIOjGXLFYDB0dHThz5gzGx8eXpLV2dnbi8uXL8Pl8uifctHPCZFnOOQFRVFSE9evXw+FwZP0+q6hutxvV1dWw2WzsbpIkCSaTad4Dakt19Em6vr4+nDx5Eu3t7UsuEh4dHSVXrlzB1atXddM400XNp7TpcDiwYcMGuN3urP46657sdjsaGxuxYsUKts5kMmVNJKSPq+h4i1q4KIpIJpPo7e3Ft99+i+7u7pxO3ggQQsjt27dx+vRpDA4O6uqhgiAgEomwv2OxmK5PTY+IaVqREIItW7agoaFh1uNmFVUQBKGxsRE1NTW6h6dymUKqHd9qXbfX68Vvv/2GS5cuYWJiYklY68DAAE6ePImenh6YzeacHsamFqtta/pEWyKRQElJCZYvX56RGsyJYDBIPvvsM1JSUkJEUSSCILB/tQuAjMVsNrO/TSYTURSFfV6zZg35+uuvidfrNbSwXq+XfPnll6S+vp4AIFarlQDIaL9s7SmKIpEkibWZxWJhf+/cuZP8+uuvD952Z8+eJTt37tSJlIuoJpOJyLJMABBJkpiwqqoSAGT79u3k6NGjxOfzGVLYoaEh8tVXX5ENGzbobmhZlnMSFffbmf4riiIBQEpLS8knn3xCBgcH52y3Of3ppk2b8Pzzz6Ojo4NlQXJBm6hOJpO6orskSbhy5QokSYIkSRgeHiZOp9MwLzzs6+sjp06dwjfffIOOjg52nfk+0qINnJLJJGRZxpo1a9Dc3Jw1i5QzhBBy6tQpsnbtWt2dM5elUgulC73L6ELdiqIoZN26deTzzz8nHo/HEBbr8/nIF198QdavX5/RFiaTKWf3i/vtRrs7AKSqqoocPnyYjIyMzNtWc1qqIAhCX18f2b17N0ZGRjA+Pj7vhWnHWqIoQhAEVuGhDwTR9Tdu3GAR9Z9//kk2btwIWZafOqudmpoi169fx7Fjx3DixAncvHkTwL0Rw4O8qUZbOKezBZuamvDSSy+hoqJi4SdMCCHnzp0j69atm/POQpp1ms1m3fe0b6HrtHeu2+0mb775Jjlx4gQJBALkaZmwlkwmycDAAPnpp5/Ivn37SFVVFQFAVFVl8YPWU+Xap6qqytpHVVWyfPlycujQIbKoD51NTEyQI0eOEIfDQURR1HX+2r9nEzl9EQSByLKsc09FRUWktraWHD58mJw5c4b4fD7ypM6aiMfjZHR0lFy4cIEcOnSINDY2MhHSl3TRtO2FNNElSdLd/KIoEovFQt59913y999/E7LYj+m3traSgwcPsoNqo1l6QtkuKtdFkiRis9lIYWEh2bp1K/n4449JS0sL8Xg8JB6PPxHihkIhcu3aNXL8+HHywQcfkG3btpHS0lImQkFBQU6eDBpB02MOpA0Jd+zYQVpaWkgkEsm5DXLuvyYnJ0lrays+/fRTtLW1IZlMwmw2s6hYVdWc6qayLOv6GZp90p2UIKCsrAwrV65EU1MTmpqasG7dOjQ0NKC0tPSR9bvhcJgEg0EMDAygq6sLvb29aG1tRX9/PzweD4LBoG5mH72e+Z45pTGFNjmjTfJLkoRYLIaqqip89NFHeP/991FYWJjzNefVOP39/eT777/HsWPH0NnZCeBeMEBzmrl4B1mW2ZBH+5Y1+iS7qqrsYVxRFKEoCsrKytDY2Ii1a9eirq4OTqcT9fX1cLvdsNvtMJvNiyJyJBIho6OjGBsbQ19fHzweD4aGhjAwMIDe3l4MDg5iZGREN0SjQaB2GEfJVoOmoqVSKd3EPpoCNJlMCIVCsNvt2LdvHw4ePIi1a9fmdX15N8Zff/1FvvvuOxw/fhwDAwNQVRWJRCKjij8bswmvrdlmq1aIoghZllFSUgKHw4GGhgYsW7YMZWVlsNlsUFUVsizD5XKx5zXptBr6xDUt/IfDYQSDQfbkGX1MJBqNwuv1YnR0FL29vbh79y4CgQAba9P9zCaW9gan15rtetPLbNp9CoIAm82GPXv24MMPP8SmTZsy5iDNR96ixuNx0t7ejqNHj+KHH37A1NQU+y79orJBE9NA9mmRNOdJ72QqJp1SA+hvHEmSYLVaUVhYCKvVivLyclitVlitVvZixmQymSHq9PQ0pqenEQwGmcDaWud8ZTCtl6GC0/W5PvJPr1XbHVksFuzevRsHDhxAc3Nz1iL4QyEUCpFz586R/fv3s0BBURQ2jJlvURSFKIqSkdBADkEEXeYLRGgkKUkSiyRzDea0qTm6LxqtZ0umKIrCvssnUFIUhe1PVVXicrnIW2+9RU6ePEmmp6cfODh8oDd3WK1WIZFIEKvVing8josXL2JqaoqVkuZCO4lNO+eV3um0xEfnOmkDK+1vtCUsbZmK7kubnqTfaaHBSnqgQ4+jvY5sHmW246ST3h7a17pq385it9tRX1+Pd955B83NzbDZbI8nCROPx8nFixfJ/v37SUVFBRtg4/7dnj7mwjzjVmq9uaTR5trX4/y9drwqSZLOO8iyrEtK0LZSFIXs3buXnD59elHG5gt6x46iKMLMzAyhb0v78ccfkUgkWB9Ihzt0YngsFsv6XA5NIQKP/z8zWuj4XjuRQNuXp783iQ5nKisrsWPHDuzduxe7du1alOHagl+cVFBQINBMh8PhwIkTJ9gkM1mWYTKZEIlEEI/HM8aoQGZgYQTotB/ajQD3Ct3pj1msXr0ar732Gvbs2YPnnntu0YKihb8NC/cS/6FQiKxevRo2mw1nz55FW1ub7jXuwL0+JD2cn2vg/rSSPjUllUqxdalUCna7HRs3bsQbb7yBV199FStWrIAoik9uIWNoaIj8/PPP5L333iPV1dW61Jc2Ik3P/eJ+H5RL9LyQBfP0iQtd0hP4qqqydYIgkJqaGvL222+TlpYW8rBmVy6KpWqprKwUJicnicvlQl1dHc6cOYNbt25heno6I1KkfTF1yU+ClT5o8oRCYwfgnoXS1Gl5eTkaGhqwZ88eNDc3Y9u2bQ/NOh+qyY+Pj5PLly/jl19+wR9//AGPx4NoNKrLEWtnBTwK9zvf/uebqpnr3FxJklgtedmyZXjxxRexfft2vPLKK3A4HA+13R+6H49Go2RkZAStra24fPkyLly4gNHRUUxMTGTMTH8Uke/DFpXemGazGdXV1di8eTNefvll7Nq1C7W1tRAewUU+ss55ZmaGxONxnD9/Hjdu3MDvv/+Onp4eTExMIBKJ6N5jS0kPoiRJykhDpicR6Ez32Ro/PVDTrgegi061T3lTb6Kd/5xeYbJarTCbzaivr8fGjRuxbds2bN26FStXrsw7f7sQHnnERQghXq8XXV1d6OjowPXr19HZ2YmBgQEEg0HWgNSKqeXQRs1m2XNZ33zbpGelaAUl2zQUemNpCwSSJMFsNqO8vBzl5eV44YUXsH79emzduhVut/uxRLWPNYwOBoNkdHQU3d3duHbtGnp6enD16lUEAgH4/X5Eo1EmrHb2v7b6QcWYrbJDt6eD/fQU4GwVF0VR2HNB2mR9IpGAoiiw2+0oKSmB2+1GU1MTtmzZguXLl6Ourg52u/2xzrV6YsZG4+PjxOv14s6dOxgeHsa///6rq2GOj48jGAyysZ5WRK21zfYWMSoczXaliznXzaGqKnv/X11dHWpra7Fy5UrU1NTA5XKhuroaTqdz0eq6C+WJOIl0otEo8fl8GB4extDQEPr7++H1ejE9PY2JiQmEQiFMTk5icnKSvbE0Eomwuq7WuuZDlmWoqgqz2QxFUVBSUgKr1YqioiIUFRWhpKQE5eXlcDgcsNvtWLVqFZxOJ1wu1xMjYjpP5Emlk0gkCHWfXq8XgUAA4+PjzIJ9Ph+CwSBisViGuOnVHK0blmWZvefYYrFAURQ4HA6UlpaiqqoKLpcLdrsdVquV/hcvT0V7PRUnOR/hcJjQfpOKqbVWbR9K3S9dT6NcOpNeUZSnRjzOEuL/pVPnd4DGdNcAAAAASUVORK5CYII="},{"id":"cbc69ae8-f483-4360-902b-4292575b11cd","height":46.34,"width":24.93,"perimeter":146.87,"area":368.75,"image":"data:image/png;base64,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"},{"id":"3e66c745-435d-42a0-8232-bfc578de9e51","height":45.38,"width":40.91,"perimeter":236.02,"area":574.55,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIQAAACSCAYAAACEy2IhAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1deXRUVZr/vdpTCSGQBQMhYQugohAFERAJEEdwICJI0yjQuJ1p4ehRnO62Zcbp6baRpnVae0Cnz5ERxpbFsIOhEUGRfRGUQAIJISwhkISQECqpVGr5zR/kPm+9VFUqkEAl5HfOO3mpqld1333f/fbvu0Ab2iBBCfRmdnY2Dx06hIqKCpjNZpCEy+WC0WiEyWSC2+2G0+mEXq8P+CM1NTXQ6/VwuVwwmUzo06cPHnjgAURFRQX8/TZch9vt5t69e5GdnQ2HwwFFUaDT6aAoChwOBywWS8DrIyIiUFZWhvDwcOh0Oly9ehV9+vTBI488gsjISK9nYAj0Rbm5uVi6dCm2b98OvV4Pq9UKRVFgt9uh1+thNBpRW1sLnU4XcEAOhwMdO3aE0+lEbW0tBg0ahF/+8pe4evUq27dv30YUDeD06dNYsmQJVq9erS5Au90ORVFgNBrhdrsDXm+326HT6RAeHg6bzQar1YqXX34Zffv2rffZgARx7733YujQoTh16hTOnj2LyspKWK1W1NbWAgDcbrd63hAqKyvhcrngdruxc+dOtG/fHh06dABJKorSRhR+kJOTww0bNmDPnj0oLy/3es9gMECn06GmpibgdyiKArPZjJqaGphMJgwdOhSpqano3r174wbjdruZlZXFyZMn02q1EgDDwsIIgADU1xRFCXgYDAb1GrPZTEVRGBsbyzlz5jAvL4+NG9Wdg2vXrnHlypXs16+fOodizlE37+I80KHX69Xre/bsyY8//piXL1++sXn3eDxctmwZhwwZ4vUjOp3OL0H4GpTZbK533q9fP/73f//3jQ+uFcNut/Mf//gH09LSgppfaIjEZDLRYrF4zXlERARff/11FhcX+53vgCIDAHQ6nXLx4kWeP38eVVVVOHnyJBwOBzwej6rgNBZOpxPAddm4fv169O/fH5WVldQqOHcqSPLgwYNYunQp9u/fr84x6fs56vV6uN1uGAwG6PV6OBwO1NbWqqJCzPeTTz6Jp556CmFhYTc/yBMnTnDOnDmMi4urR5HBULBOp/NiYeLcarVy+vTp3LVrF+nvju8wnD9/nnPnzmX79u3VuRNHIA7h632DwUCr1cqhQ4fy66+/bro5drvd3LJlC5944gmVFen1+qAJQjtws9lMk8mkEsV//ud/8tKlS3c8QVy7do0fffQR77nnHpXV6/X6BglCXnCKoqjXAWDfvn35ySefsLq6umnnt6Kigp9++ikffvhhGgwG9cE2RBCyUikPXD5/5JFHuHz5cl69evWOJQqPx8PvvvuOaWlp9R62IAZf86soijqXiqKoC01RFEZHR3POnDm8ePFiUPPaoA4hIyoqSjl37hzz8vJQUFCA4uJiVT4FgrCTdTodDAaDaqp6PB4oigKTyYQ9e/agU6dO6NWr1x1pipLkjz/+iKVLl+LgwYMArs+Xx+PxqzsI6HQ6dY4tFos6v1arFSNGjMDPf/5zREdHN8/AnU4nd+7cyalTpzI8PDxoKwMSJWsP8X5cXBzffPNNnj59+o7jEgUFBZw7dy7j4+NVrmo0Gr24K6R51M63PI+oE+dpaWlcuXIlXS5X886nx+PhihUrOHDgQJ96hPYGANBoNNb7X3xWURRGRUURALt3787//d//5bVr1+4YoigtLeWHH37IAQMGeCnc8PGgIRGEvKAiIyPVc4PBwJSUFC5YsIClpaW3Zh5LSkr4l7/8hdHR0eogxUMXShDq7OGGHFeCqMTnR40axa1bt94RVkdVVRXXrFnDESNGqAtFu3igIQSDwUCz2axyDzHXQpHs2LEjf/vb3watN8gIHIQIgLi4OGXo0KH4xS9+gZiYGFXOCZvY4/FAp9MF5dp2u90gqX4+JycHmzZtwtGjR290eC0Cdrudp0+fRkZGBnJycgBc16tcLhcAeMWIRDBLBBidTqeqN4i5dzgciIiIwMiRIzFq1CjExsbe2hu6du0a9+7dy/T0dBoMBiqKwoiICC/vGPz4KrQiRq/Xe7HLnj17cv78+bxy5Uqr5RLZ2dn8t3/7Ny/fjuzR1VpnWtNSWB4yRxk8eDCXL1/Oqqqq2zNvZWVlXLJkCfv160edTseIiAh14LIp1FCsQxCDfM2oUaO4bNkyOp3OVkcUFRUV/OCDD9i9e3d1MVksFq9YkSxK5UOn09FgMKjzJogoKSmJf/jDH1hUVHR756uwsJC/+c1v2LVrV3XQwhaW7edAHEKmfnGD7du354QJE3jw4EF6PJ5WQxQ2m43Lli3jsGHD6iniMlcQq1+rWAoLRL6uc+fOfP3113n8+PHbP08kuWfPHk6fPl0dpDYq1xBBCALSnnfp0oW//e1vef78+dt/o00Akjx06BAnTpyoehS1zjqtBaY1PbUEotPpOHnyZO7evfumFfFGOab8QVEUpaqqik899RTOnDmDAwcOqA4rnU7XoGNFfE4opG63W1WgLl++jMzMTHTt2hXl5eXs0KFDi3ZYnTlzBuvWrcO+fftAEh6PBwBgNBq9nFAiw4wkSKrzoSiKeo1Op4PZbMaDDz6I9PR09O/fHyHl0Lt48SJ///vfs1evXir1hoWFBa1UQqJ44RJHHcf4p3/6J27evJlut7vFcory8nJ++umnTE5OJoB6CrisHIrQgNY81wYG4+Pj+cc//pFnzpwJzXk5deoUX3jhBZpMJup0OtUP4c+29nVoHS86nY4dOnTg7NmzefLkydC88QZgs9n42Wef8cEHHwzodIJGxAqikHMbxFx27tyZr776KgsKCkJ3Tmpqarh69WqOGDHCS4+QI3VCQ0YDBCEmRKyKlJQULly4kIWFhaE7AT7gdrv5j3/8g08//bRXSBtB3L+sdMsRYr1ez2effZZ79+69fSZmsLDZbFy0aJHXagC8U74ChXJ9maWom4RRo0YxIyOj6UO5zYjc3FzOmjVLXSBGozGgBxc+zExoxOrQoUO5atWqJvfmNolSqUVERIRSUFDA0tJSFBUVobi4WPVECkVKRDqDgfis2+3GoUOHsGnTJvTo0aNFREXLy8v5t7/9Dd999x2qq6sBXFcGnU6nqkgL5dEfxOeEot6rVy889dRTGDx4cGgpkYFAkgcOHOAzzzzDyMhIL5NSViQbs0LEewkJCfzd737HCxcuhDSXKCsr47Jly5iSkqI6nLTeRxH3aSg4aLFYqNPp2KlTJ77yyis8fPhwSN+7T4is4QEDBqiyz2g0+vRKBpoQbbKooigcNGgQly9fHrIOK5L87rvvOHbsWNXXoHU/B7sghBJptVr59NNP85tvvmFtbW2z3HeziAyBdu3aKUVFRczJyYHL5cKxY8fgdDpVUSHsaWFj+4NciOJ2u6HT6ZCdnY1169ahc+fOqK6uptVqDSnW+f3332PVqlXYt28fHA6HWlDj8XjUSjdxLoJZAlopYDAYQBKDBg3ClClTMGjQIJhMppC636BBkkePHuWzzz6r+iQg2dpAwyliANiuXTsv3wYAxsfH81e/+lXIeTEvX77Md999l926dfPKUYAkNn2di0NrZQFgYmIiP/jgAzocjpC61xsCSW7atIkjR46sxwZFYKchGQrUj/iFhYUxLi6OH3zwASsrK0NioioqKrhs2TIOHDjQS2cKRkcSQStf8Y033niDWVlZzX6PN5wP0RgoiqL069cP48aNwz333APgOru0Wq312GUQ36WeO51OVFdXIzMzEzt37kSzp4o1ALfbzcOHD2PlypU4efIkDAZDUDmnBoNB/Svc13q9HmazGXq9HuPHj8eYMWPUuWtONKsOIaNbt25Kbm4uL126hKKiIlRUVDS6yEf48kXyqcvlQnV1NXbt2oXExER07dq1mUYfHHJycpCRkYGvvvoKdrsdJpMJLperwfsUepXT6VR1KXHd3XffjUmTJmHQoEHQ6/UtU2/wB6fTyd27d/PZZ59V/fiNERmAd2KI/Hr37t35zjvvBCxTa06IOE6XLl28vKvB3p+cByHM9NjYWL7zzjuh7Zq+WdTW1nLjxo1qrWgwE6Z9TQR6hOwV+sjAgQP5+eef33LF68qVK1y6dCkHDBigmociIz1YgpAzrPV6PWNiYjh9+nSeOHGi9RKDQFFREd9++2015TwYgvCVJCIiguK98PBwTp06lfv27btlCbok+fXXX3Ps2LHqwxdj9JdCqL0/wU1kf8v48eP51VdfNZu/wR9umQ4hIyYmBk888QSKi4uxZs0aXL58OeDnhdtb5EsAP7mzRb6AwWCA3W7H7t27kZiYiI4dOzb7fTidTh45cgQZGRnYv38/XC4XwsLCYLfbAVxXEh0OR4PfI3QMp9MJs9mMfv36YdKkSRg4cGDL9Tc0FiS5bt06jhgxIiiWqtfr62USad8X5w888AD//ve/02azNevqOn36NP/jP/6DSUlJqtgSf0XmE4LgECaTSdWpYmJiOG/evJB3yzcLSktLuXjxYiYnJ6syF3WsU86f8BcV1EZDZfExevRofvnll6ypqWmWiXU4HFy6dCm7d+/eoGNNzqSWw9li3HIzkBdeeOHObqJy/Phxzpo1i3fddVe9yZOLVgMd8jVyJdPLL7/MY8eONfnkulwubt682StOEYyOIIhAEJDM1cLDwzl27FiuX7++2Yi4RaC2tpbffvstJ0yY4FXCDtR3aQfKH5A5ijhPTk7mwoULm9QUJcns7Gw+//zzQSuN8uHv/ZSUFH7yySehn+xyK1BdXc2VK1fyoYceUlmnmOxgCUKOCYi4R1hYGFNTU7l+/fomS6i5dOkS//3f/50JCQl+xwcfROAvQ8psNjM+Pp5vvfVWSORF3hYrQwur1aqUlJQwNzcXhYWFKCoqUsvYgkmkEV4+gdraWrV133fffYcuXbogISHhpsdZXFzMFStWYPny5SgsLPRyNWvHo/1fJAcpiqIm+wBAVFQU/vmf/xkTJkxAUlLSTY+xVeGHH37giy++qK4yf+0GtIfs5fOVzNupUye+//77N1UW6Ha7uXLlSg4aNKheHoP29wJxDGEtAdcLkUaNGsUtW7bc2XqDPzgcDm7evJmpqak0m83qg26IIPz1r9LpdAwLC6NOp+Pw4cO5bNmyG4qKOp1O7tu3jzNmzKDVaqWiXM+C9qcP+BubeE8Q1NChQ/nRRx+16vrVm0ZxcTE/+OAD9u7dW33AwegQ2goomTDEipwyZQqPHj3aaO9fUVER586dy549e3rlNfjLHJeJQZQiyKWNBoOBUVFRfPnll9v6agWDvLw8/uu//is7d+7sNdHCZAP8iwf44SgWi4WxsbGcNWtWo9L4HQ4HlyxZwrvvvltVVP39nr/X5f4NqCOK559/nsePH2+VhcxNDrvdzi1btnDy5Mlq0EfOv5SrxRsjw41GI4cMGcLFixcHxaYdDgd37drF9PR0r4eJIIlAVFoJMYE6onjsscea1PK5I2C3270iiDJ7liuigyEImauEh4dz3LhxQfXFzM/P5yuvvKKGo/35PbS/LQhBLkgSr/Xv358fffRRyHbvDQmz0xfCwsKUvLw8nj17FufPn0dlZaVqvomEEpEoEwz0ej0URUFVVRUOHTqErVu3IjEx0e/nr1y5wszMTGRmZqKyshIGgwEmk0mtrQgEQWfir8lkQm1tLTp37ozHH38caWlpiImJuTOCVk2NrKwszpgxQ21KJrupfclz+BEZ2qYkKSkp/J//+R+fMvzatWvctGkTJ02a5JXP4Et/CaZmVfSZnjx5clvH3ptFTU0Nv/rqKz788MP1REdDWr5MEL50jkmTJjErK6veA/rhhx/43HPPqX4Q7UPXioJALmvxelpaGjds2HDL8xsai5AVGQIWi0W5cuUKn3zySVy5cgX5+fnqeyLvsKEFZzAY1GRecU4SWVlZWL16tVdTz5KSEn7yySfYvn07qqqqoNPpVK+pSIYVORjiXO6BIf6K63Q6HXr37o2f/exnGD16dMjnN9ySrOubRceOHZUnnngCI0eOVLcTMpvNqh7RGMjEc+nSJaxfvx4HDhzA1atXSZK5ubnYsmULzp07B+C621l00lPqmnWIghvgOpEId7SAGJfBYIDBYMDkyZMxevRohIeHhzQxtCi4XC7u3buXEydO9Gq0EShwBPgvhBFmocFg4HPPPce8vDxeunSJs2bNYrt27dRmXsGatXIzD6HnGAwGTpw4kfn5+c2erNNUCHmRIWAwGBSbzcZx48bh7NmzOHnyJKqqqtT0ObFKhQgRIsJfn0yZxf/444/47LPPoCgK9uzZg6qqKgAIKv1NQFg/wHUOYbFYcN9992H69OmIiYlBREREi+AOLYYggOttBs6fP8/Tp0+joqIC+fn5XpFOwbYFuxZEoY0+auV9Tk4Orl27BofDgQsXLsDj8aiRzGAhNkdzu91wOBy47777MGXKFIwZMwZhYWEtghhaJJxOJw8fPswpU6YQ+ClT2VdUUbYsGoqFyPmacoq/3AUHfkSG+B0Rs4iNjeVbb70VcjWnrRYul4srVqzgI488omZZiR7RgfQJaB6onIMpu5rl72ioGFdRvPtnxcbGcsaMGfz+++9bpL+hRYkMAYPBoFy+fJk2mw15eXkoLi5WE070ej30en1Q+0zIEL25tW0Ag+nV7XQ6YbFYUFNTg969e2PatGm47777Wk53l9aCgoICzpw5U/ViikPL/hsSGb4sCXlrQ+3h69rIyEj27duX7733XoveFahF+CH8IS4uDpMnT0afPn0QFxfn9Z7sIJItEPGefAjITijRPDUYP4fJZILBYMDw4cMxceJEtO1WfBvhdrv5f//3fxw2bJi6ekWPzBvdJM7XIbiF6CAnvxYREcFJkyZxz549LVJvkNEidQgZer1eOX36NM+ePYuioiIUFBSo5qZoP9RUz0j2NRiNRvW8f//+GD9+fJveEEr48ccfOXPmzHrVUPAj82/k8NUKKDExke++++4N7V7ThmZEbW0tMzIyOHjwYDWrKtjayoYObdaVILa4uDjOnj27WarDbhdavMgQMJlMyqVLl3jhwgVUVlYiJyfHywS9GcgiR2ylDABpaWmYNm0a7r333pv6/jY0I06dOqUGqCCZoDcrMuRiZL1ez4EDB3LdunUtXols9XC73dy0aRPHjh2rup2bysoQLupu3bpx3rx5IZsXeTNoNSJDQK/Xq2WBBQUFOHHixE1/pwiUmUwmWCwW9OrVC8OHD2+VeZEt2jHlD3FxcUpqairuv//+Jvk+4RZ3u91wuVyora1FbW0tWqO4aHUcQqC6ulr1Nt4sRPthsf1Tfn4+tm3bhm7dut38QEMMrZJDFBUVcf/+/cjPz28Sp5TWSrlw4QLWrVuHzMxMtOS4xR0Bu93O5cuXc/jw4aq/oKkcU3LlNgA+8cQT3LhxY5ulEapwuVz85ptvOGXKFLVmQ+RF3ixBiPwJuctNfHw8Z86cGRp7ZTYRWpUOcfbsWWzcuBE7duyA3W6HXq9vsjiGyLiWtzooKSnBjh070LdvX1y4cIFdunRpdVZHi8XFixf5l7/8hX369CHwUwYUmkhkyNfJ5yaTicOGDePnn3/eVrwbKrDb7Vy/fj0fffRRr5gDpAfYVCLD13eKnXXbyvRCAG63mwcPHuSUKVPq1VH42s0OPla5v8NfzYecjyk4UUxMDOfOnXv7N2K/SbR4HeLs2bNYtmwZDh06BIfDUa+CSsh+GdrsKV/XiN0D/S14+TqTyaRuSd2jRw+UlZUxOjq6TZ+41bh48SL/9re/MTk5WV3Jcu8nfyJC3g1P+x4CcAb5fZlLyKn6Y8aM4fbt29tEx62Gx+Phxo0bvXYQNhgMflsEQPMwtaLFX8meP5GhPUTCTHR0NF955RUeOXKkRe6P1SJFBkmKXe92797tlTIn7+Dnq6GIr4UrdscTokJ8h1acBBiPWr5XVlaGjRs3IiYmBlFRUTdzm7cFLZIgioqKsHbtWmzdutWrXE88bL1e75X/KN4H6hOETARCf9DmYTZEFDqdDg6HQ83QPnPmDL7++mvcc889cDqdNBqNLUafaHEEUVpayi+++AIbNmxAUVGR6iQyGAwqh5CJA/D/QA0GA/R6PSIiIuBwOGC321XuIB6uL46ifU3uuiucYVlZWdiwYQM6duwIu93OtvrOZoDNZmNmZiZTU1PrmZb+imq0eZXydRaLhe3ateOYMWOYkpLC6Ohonw6oYPwYsskrfrNLly584403QmYLyVYFl8vFHTt28Nlnn1UrtURrn8ZUZcnbIHXq1IlTp05lZmYmP/nkE3VfUdEBF34USPggCPFZOdZhtVqZlJTExYsXs7S0tEUQRYsRGcXFxfjmm2+wY8cOVFVVQVEUuFwuGI3GoK4XWx+5XC5ERETAZrMhJiYGaWlpGDVqFJxOJyoqKpCdnY3i4mJ1m6RgOt0JESV0ESFSampqUFZWhtWrV6N3794gyba6jSZAeXk5lyxZwgcffFBdjYG2QfS1orV9LiMjIzlz5kyvLQkOHTrEn//852oHGYvFElS0VPuadgdii8XCN954gydPnmwRXCKkQZLbtm3j6NGjqdfrvYpl/CXR+nuAZrNZle9Dhw7l2rVrKe8GXF1dzTVr1vDBBx/08i0EIzLk90SYXM7H6Nq1KxcsWMCysrI2orgZZGdn87nnnlP7Ssmbwt8IQaBO2VuwYAHLy8vrPZzCwkK+9dZb6haSwWyQAng3KAF+qgEVegUADho0iMuWLWsjihvF+fPnOW/ePHbs2JFWq7Vet/vGdIiRief5559ndna2z4dis9nUYJler2dUVNQNEQQ0HlCTyUSLxcLx48fzwIEDba7txqKiooKffvopBw8eTOB611q5i614AMFunyDOhw4dytWrVwd0K1dVVXnpLI2xMvy9Jzhcp06dOHfuXL8EebsRklaG2+3mrl27kJmZiSNHjsBqtao9poWF4Ha71R7SDSnuwsJITExEeno67r//fpjNZr8XhYeHK2fOnGFxcTFyc3Nhs9mCGrdwYfvqYGOz2aDT6VBeXo5169ahe/fucDgcDDSONuC6Enn8+HFOmzZNVezkvAN/q1C2IrT7fqKOw0yfPp2HDx8OemUeOXJE3S1QFA8LvQASp2qIQ8mbu4prR40axS+//DLkAmAhxyEuXryIFStWYOfOndDpdCoHCMQFRK8GsTodDofX9tBOpxMPPfQQHn/88YAd8LXo2bMnZsyYgZKSEhw9erQepxAVXQ1xKMEpPB4PTCYTnE4nDh8+jLVr1yI2Njbo8dxxsNlsXL58ubp7jbYTfaAwtfjrq2N9YmIi//znP9+Qt9Bms/G9995j37591d8QymNj+lfJfhOh4CYlJXH+/PksKSkJKS4REiDJvXv3Mj09Xe09CfxUvR2IICA9HOCnfbdFfsRrr73GQ4cO3fCkZ2dn86WXXmK7du28HijqrIdgCEJWiIWCaTKZ+Oijj3Lt2rVtRKHFmTNnOGfOHIaHh1NRlHoNSQVRaAlC/C8nxogHZjQaOXLkSO7evZsVFRU3POFOp5OZmZkcO3asz60SguESso4jm6dhYWGcMGECMzMz6Xa724gCuB7S/uMf/8iePXt6TbS2LZA/gtBOuHhovXr14qJFi5qk8bjNZuPHH3/MXr161VMQgyUGOWgmDrFr35w5c3jq1Kk2gqioqODKlStVm18WF9rJ0/oBBJFoHUJ6vZ6JiYl88803mZeX12STnJeXx7feeouJiYmqWEIQBCETjslk8tJBxP3ef//9/PDDD+/sXlUlJSU8cOAAp06dqspVuVOLlj03RBDCRA0PD+dzzz3Hw4cPN6lHkCQPHz7McePGqQ/UV4caX8QgE7ogDPG/OH/sscfu7ATdkydP8tVXX2VYWJj6MOFHYdS+J0cU5S0UTSYThwwZwi1btjTLxF69epVr165VOZrMxeTgGXwQNDSELftXjEYjrVYrn3nmmdsaFb1t7QAKCwu5adMmbN++Xd2hxt/zk3ew0ev16tYFoj+1w+FQ0+ESEhIwefJkPPDAA83SM7J9+/bK3XffjTFjxqBHjx6w2+0wmUwAru+v4XK5YDabVf9HoE644n7F/VVXV2Pfvn3IyMjAhQsX7hwuYbfb+dlnn6lxCl8eSHkFya8bjcZ6+3uLv7GxsXzppZdYUFDQrJPp8Xj4ww8/cPbs2V6ZVWJMsp7gz2/iL9aCOn1ixYoVd4bV4fF4uHfvXj799NNq8okvUSH7HQIV1cg5EuPGjeO33357S7ZPJsn169eraXeymx0ITmRodSKxf7nFYuHkyZO5c+fO1q9PnDhxgq+//jpjY2NVGeyPQwT6X9tzOiUlhX//+9/p8Xhu2QSeO3eOf/3rX9mjRw91jPJ+YOI82GipvM+XKPg5ceJE6yWIq1evcuHChezdu7eXqAgUtII0WbKvQfYDREdH8/33378tiazZ2dmcPXs2O3bsWE/JDLaDjdx1V9wb6kTHn/70J167dq31EUVlZSW/+OILpqamqivbn5zV/i8Tjmyu6XQ6RkVFcdq0abdtJdXU1HDbtm185plnVGLQlgRos67ggyC09wWA7du357Bhw5iZmdm6ek8I+33q1Knq5MjbDcCPjAVQb4LliYuKiuJDDz3EjRs33tYdc6uqqrhy5UoOHDhQHaMgDovF4qUPBcMJ5c9ERkbyxRdfZFZWVushiMLCQs6ePZuxsbG0WCzqTTdmxxpfjpx+/fpx0aJFXomytwuFhYX8wx/+wC5dungpxTqdzqsWBAi+ulwcMTExfO+991hcXNzs99nsfojLly9z1apV+P7773H58mXU1NSotQvBNiXX6/Veu+s6nU7cddddeOyxxzB69GgYDIbbnnWUkJCgpKWlITU1FeHh4fB4PDAajap/RdHs6gM0XDMqYLPZsHbtWnz11VdoKRvC+kR1dTW//PJLPvzww6pLWisKgim3F5+RQ8kTJ07kjh07Qsos83g8XLNmDQcPHqxyBkh6gb8cUEbE8ZIAAAoVSURBVDRw/+IzEyZM4N69e5uVIzYbhyDJY8eOYc2aNTh27Ji6W67RaKy391VDEKtNqavM7t+/P5588kmkpKSE1A42Op1OGTZsGMaPH4+uXbuqXksAXvcp7/cVzPDFZ/bv3481a9bg/PnzzXMDzYm8vDz+5je/UesbAN+p6r4OX+FjsdqSk5O5YMGCkI4KHjt2jC+88EK9Pcp9OdiC9WSKzji9e/fmX//615bVib+8vJwLFy5kv379fPoN4MOSQIAJEZZIZGQk/+Vf/iXkG4W63W6vrniygokGFgMCiAzULaphw4Y1WwfdJk+yra6u5ubNm7Fu3Trk5eWpr+t0Oq/eC+J/RdPLwRfcbjcsFgtSU1MxceJE9OjRo6mH3aTQ6/VKWVkZz58/D7vdjqysrHrdbWRR0dD9izlSFAVutxtHjx7F2rVr0alTpyZvSNLkBHHmzBls2rQJe/fuhcPhUGsntA085CrphuDxeJCQkIAxY8bg0UcfbRGbq0dHRyunT59mSUmJumeHIAihCwHB6VEiW1tYWna7Hdu3b0dCQgLuvvvuZryLm0RJSQnnz5+v1l8GW3upFR1iU3XUsdvIyEi+8847PH36dEiLCi2qqqp4/Phxjhs3TtUnfGWEBWN1yP8LfeL+++/nmjVrbipfVIsmszJsNhs3bdqENWvWqLUUNTU1wQ2ibrUYDNcZVm1tLTweDxRFgdFoxIQJEzBy5Ej06NEj5DmDjPDwcEXsPuxLzDVGBVAUxWt+SCI/Px8rV65Efn4+ampqQmex2O127t+/3ysUjCA5g/is7JOQk1IHDRrEDRs2tOi2PGVlZXz77beZkJBQb16CrS6XPbty2mCHDh3461//OrRc29nZ2XzllVe8zCzgp9S2YAhCjhKKyKGIYl66dCl0bvYG4Ha7eeLECb700ktq8owQHb7S+BGEFWK1WtX5TUxM5IcfftikouOGUVhYyHnz5jExMZGKoqgPVo5MNlaHMBqNjImJ4fTp05mbm3v7b7IJQJKZmZkcPny4er++uIMvgpB9N/L7cmAwLS2NX3755e313F64cIGLFy/mvffeW6+OQiiUwZS7idUiMoYAcNKkSdy5c+ctyX66VSgpKeGiRYuYlJREAF7u/GA5hBzkk7PNzWYzp0+fzqysrNtDFLW1tVy1ahXHjh3rJfehod5guIO4SbPZTKvVygEDBnD58uWtihgETpw4wddee41JSUl+RSr8iAloLDCTyeS19fRdd93FN998k/n5+bd+3g4fPszZs2czMjLSKwAl5xU2RocQNZIdOnTgm2++ycLCwlZHDMD1RKEdO3YwPT3dLweFD4KQzVVBAHLuRLt27agoCvv168dVq1bd2pSA8vJyvvvuuz5j/4FYnryJmaIo9eIaERERnDZtGn/44YeQimI2NVwuF5csWcL+/fvXmzNt/wkEsaCEoipKBR9//HF+++23NzSHjfZUlpaWcvPmzdiyZQsuXboUlAtWtPsVHkrtZ81mM0iif//+GDt2LJKTk0MqitnUMBgMyqlTp5ibm4uzZ8+iurpa9d2I/Am9Xg+j0RiUL0d4MAGorvL169ejQ4cOzXkb16ugt23bxvT0dJVtCf9BQylivl6X8xySk5M5f/78lhXFuwmQ5KFDhzh+/Hi1M69cLwpJTDTGQhNHr169OH/+fF65cqX55vPEiRN84403GB0d7UUMjbWjtZG/sLAwzp49u3WnnPuAzWZjRkYGBw8erD582R8TbJc9uXhJvKbX6/nYY4/xiy++aB7lvKioiH/+85/VXe+0+kAggpD1BdmqQJ15Om7cOH7zzTetWm/wB6GPiVQBOQNbzFswlpo8v4K4oqOj+bOf/Yz79+9vWiWztraWK1as4JAhQ1Ri0Gq6gQ4tKxREYzQaOWDAAK5atapFu6ZvFsePH+esWbPUoKA2tTBYK018Xj5PSkri7373OzZZrWhVVRU3b96slt4B3h4yX5nTvgbsK1Pqvvvu4+9///s7Rm/wB6fTyc2bN/PJJ59URUZjCcJisXgtUnGtxWLhww8/zMWLFwe16Bq0MkpKSrB+/Xps374dDocDZrMZDofj+sV1XdiChUiMURQFZrMZ/fv3R3p6OmJiYlqtRREMjEajcu3aNRYUFCAnJwe5ubkAUG9nn0BwuVxeFpzIn6ipqcHBgwfRvn17JCUl3VxH/suXL/O//uu/GBcX59VoS9i8skMKDXAIaCh3xIgRXLt27S2txQx15Ofn81e/+hU7d+7sJVp96WVGo9GrkRkamP8OHTrw1VdfvfGOOna7nRkZGRw5ciStVqvPEnx/h3ZAckMP1Mm1999/32fz8TsZHo+Hu3bt4tixY2kwGFT9TOhgFovFp+NKe/jS4QAwJSWFCxcubLwX2OPxcN++fZw2bVq9UruGvJG+BiRnG8fHx/O1115r9h4OLRVut5sff/wx77333nqLUO44I16XFUj4mX/ZaklNTeWqVavYqISanJwc/vrXv1ajcuIQ1oVW4WloQKJoJTw8nE8//TQPHjx4R5qYwaKwsJBvv/02O3fuXK9ICfBOkPG3jbV2QYrr27Vrx1/84hf8/vvvg3sGpaWlnDdvnleLQPHD2u4tsv3b0ICMRiOHDBnCzz//vHHUeQeirsiJM2fOVJOFRHMzSNZdIK+wP0tPURTGx8dz7ty5PHfuXODn4HK5uHHjRg4fPryevqDNd5B/uKEBoU5UzJ8/v01vCBJut5sbNmzw2oFQDnUD/nci9CcyDAaDVxvEzz77zH/bIpfLxZ07d3LGjBn1XNNAfXezPwvD14Dat2/PX/7ylzx27FgbMTQCFy5c4KJFi5icnOzlb0DdPAdrZRiNxnr5qiaTiRMnTuS2bdt89544e/Ys586dq7b6kb8cGgIQPxIshaampnLPnj1tJuYNoLCwkC+++CJjYmIIwMv8l4kDAeYfuF71Bg0hxcbG8tVXX/XaiA7A9W6yCxYsYJ8+ferJpmDLz4CfPJhynCM5OZlLliwJ6VrMUIaw+B5//HEvPQAIPgFJ7lMhuIWiXO+HFR8fzw8//JBFRUUE6jyVW7duxdatW5Gfn+/leTSbzV77Z/uDxWJR96gAftqUPSEhARMmTMCIESMQHx9/R3sjbxQ6nU6pqKjghAkTcOXKFRw5ckSdZ+ExbshYkPfrUKTSyerqang8HmRkZKBTp04A6ggiJycHhYWFCAsLQ2xsLGpqakAS4eHhsNlssFgsAX/Q7XajtrZWbR5KEgaDAcOGDUN6ejq6det24zPSBkRFRSnnzp1jaWkp7HY7rl27phZChYWFBU0QInTg8Xi86mwrKytRXFwMoI4gxowZg9jYWFRVVSE6OhpOpxNOp1PdnaYhiNpDUcBrNBoRGRmJnj17NltH2TsNiYmJSk5ODhMSEtQMqZqamqC5uCAKpa6LjSAKkrBYLEhJSWnW8behheL/Aer+6tY0VB1jAAAAAElFTkSuQmCC"},{"id":"28fbc967-516d-4b56-b73b-4003da28cdb0","hei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"},{"id":"6e84d758-97b9-4595-b69a-e666d48bf816","height":47.3,"width":36.43,"perimeter":266.85,"area":658.14,"image":"data:image/png;base64,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"},{"id":"4cb676d1-ce53-47d6-adcb-b9f0951a4f72","height":47.3,"width":43.78,"perimeter":151.49,"area":1633.97,"image":"data:image/png;base64,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"},{"id":"ad386f7f-2d46-47dc-8e6d-df86f8a97f71","height":45.38,"width":58.48,"perimeter":387.47,"area":874.71,"image":"data:image/png;base64,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"},{"id":"c392e056-eb77-403e-b8eb-1ee6de3eedf0","height":45.38,"width":39.63,"perimeter":208.29,"area":1077.24,"image":"data:image/png;base64,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"},{"id":"23342294-706a-429c-b35c-8beb43067a5b","height":45.38,"width":34.51,"perimeter":154.85,"area":1376.59,"image":"data:image/png;base64,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"},{"id":"21dd6ac8-32d8-4b2f-aedf-0176cab991c4","height":45.38,"width":37.39,"perimeter":242.97,"area":633.88,"image":"data:image/png;base64,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"},{"id":"5ee6cd31-a1eb-4ad6-8e54-574a2ef25b43","height":45.38,"width":42.18,"perimeter":174.19,"area":759.61,"image":"data:image/png;base64,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"},{"id":"3a10012a-bd15-4445-91ef-75cf8e0edb8c","height":47.3,"width":43.78,"perimeter":151.49,"area":1634.37,"image":"data:image/png;base64,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"},{"id":"4fb239b6-51d8-4f97-851a-b6db58cff3a0","height":47.3,"width":39.95,"perimeter":236.01,"area":570.46,"image":"data:image/png;base64,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"},{"id":"3c86f214-bbc9-4bf0-b75e-51f075cfcdeb","height":49.85,"width":44.42,"perimeter":172.57,"area":1677.17,"image":"data:image/png;base64,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"}],"no_of_letters":33,"perimeter_of_sign":574.76,"nested_area":399.02,"occupied_area":194.06,"avg_char_height":46.04878787878789,"widthOfSign":"557.67","otherDimensionOfSign":208.37,"width_of_smaller_line":20},"timestamp":"2026-04-15 12:24:38"} 
[2026-04-15 12:24:39] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"557.67","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1462,"no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":518.72,"width_of_line_2":557.12,"width_of_line_3":462.08,"width_of_line_4":null,"height_of_line_1":49.92,"height_of_line_2":47.36,"height_of_line_3":47.36,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":33,"perimeter_of_sign":574.76,"nested_area":399.02,"occupied_area":194.06,"avg_char_height":"Greater than 24 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\"},{\"id\":\"eb131eaf-220c-497a-a634-eb0cf4f758df\",\"height\":47.3,\"width\":43.78,\"perimeter\":151.68,\"area\":1633.61,\"image\":\"data:image\\/png;base64,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AzC87xqZZbUYSIdWs7Ozr4bE3J4eIiFhQXs7u6C4ziZH5HPlrSiogJutxu9vb23djAJ7kQKIFNcMjExgcbGRvo7orVQE7snCRyO4\\/DlyxdMTk5+V5nTYDAIr9dLk1kE2RqjZgMh0YsXLzA8PHylAcltcGdSVFZWMj09PWhoaIBGo6Hha2nzklwgqV4SyNrY2PgupHqxWEz0+\\/0IBAIA5IEotd0JOY6DXq9Ha2sr+vr6UF9ff+cOx3cmBZBJkr17945mTmtqalRvp8hWitjQUCiE33777dYV1aWEra0tfP78GXt7ewBASwL1ej01xdLaDgBUy0J0E+Tnd+\\/ewWazFeS8CkIKEuEkZQBkn63Gk5beDaSr3sbGxncRs1hbW0M0Gr3Sl0oqSJJ+PsrcEXnc0dGB169fo6KioiDnVRBSVFdXMw6HA4ODgwAyETZSrZ4LJAoqrU8NBoPw+XxIp9NP1oREIhFxenoaS0tLAL5tLYFvpJBGiW\\/yzxwOB2w2W17qqptQEFIAGYdzZGQEjY2N1HFU61MonapIJAKv14uzs7NCnV7RYWNjA9PT07SdpFR2pzSd0l5iwLddCcuyqK6uBul\\/WigUjBRNTU2M0+mkPRnzzWNI7ePJyQkWFhaebMHQxcWFGA6HqW4iWzdcQL5ikMfEkScE6uvrw+Dg4JUOd3dBwUgBZIInPT091DdQk\\/sA5GFx4kCtrKw8WROyvb0Nn89H2z1Ja2OA7L0vpX8nZqasrAzj4+NXmqPeFQUlRXNzM9xuN90rqzUf2XYaW1tbtFHHU8PS0hJ8Ph\\/Ozs6uqLRJw3tp4CpbvIJlWbS2tmJoaEhVfWg+KCgpampqGKfTib6+Pmi1WtXCXmmgi3w4x8fHWF1dfXLN087Pz8XNzU1EIhHwPC\\/LKl\\/XT0y5QwMAo9GI1tZWtLe3F8zBpO9dyBcDMjGLN2\\/eyIpWpHttshQq2wJLpekAUF5eDq\\/Xi48fPz4pE7KwsID\\/\\/Oc\\/tAO\\/VBshvfhk58ZxHL25pGakoqICb968wejoaMHPseCkMJlM6OnpudbOEZJkg9SMJJNJKnd\\/KmrvdDotSnwlAMi621A8RxYlJmhtbcXIyMi9nGfBSaHX6xm73Y6hoSEA8jYEgDwuobSV0uN4nkc8Hoff70cwGCz0aT4K4vE4AoEA3XVk64irhHIkF5AJCtpsNjidzlsJc3Oh4KQAMjoLu90Ok8lEcyDS1UFaMXZT0WwqlcLOzg5mZmZwfn5e8iYkEolgbm6O3v3Swp2bIA0CMgwDs9mMiYkJ1NbW3st53gspysvLGYvFQoW9xLuWOlLSehACaXiXfB0fH8Pr9ZZ82JvneXF2dhZzc3PkZwBXt5\\/XPBfAt3hFX18fRkdHUV5efi8JonshBQB0dXXh\\/fv3MhFqtqic8sOQmheNRoNYLIZwOFzyJQBnZ2dXOviQZKCaFLl0GFxPT0\\/WRuuFwr2RoqmpCRMTE3j58mXW\\/grKqJ3S4SJmRxRFbGxsYGZmpqTFN6SmI5FIXPk\\/pV\\/Z1NrAt8+pt7cXLpdLdRuI2+DeSGE0GpmOjg60tbXJ6g+UZKAnIolVEEIQk3N4eAi\\/369qkFox4vT0VPR6vTT5BSBnBRghBRHwkvZQTqcTDocDOp3u3rQF90YKIDOTbHx8nKZ0Sed\\/jUYj03Mqo3rS35OS+qmpKfz2228l2fCd53lMTU0hEolQM5BLlUZWDqKr0Gq1qK+vh8PhKHhYW4l7JQXLsnA4HLTDK8mckspztTrOeDyOr1+\\/Ynl5WdYDqhQQj8dFn89HG8qSlVLtaAxBEGicor+\\/Hy6X684azFy4V1IYjUbG4XDAarXCaDTKVgK1YXCiRkqlUggGgyWn34zH4\\/j3v\\/+ddbie2v4TZLD90NAQ1azcJ+6VFEDG4RwdHUVLS0vWpmi5QJJDHMfRRFIpNXwnleR7e3syIY1aaDQaJJNJtLS0wOVy5d2V5ja4d1IYjUZmfHycFqgofYpcIFtZlmWxvr6OmZmZkunWm0gkxEAgQGMspJKLmE21wlye5+F2u1U3R70r7p0UQCZm4XQ6UVFRIdMhqh1zmU6nwfM8Li4uEA6HS2ZmyNevX\\/HHH39cmVpAbgw1PnMikUBNTQ3Gx8dzdt8vFB6EFGVlZXA6nbTRCVlC8wnakBtkdXUVMzMzOD09LXoTEgqF4PF4cH5+DgAyzYRasCwLl8sFh8NR8BT5te\\/5EG\\/CMAzT09OD\\/v5+cBx3bawiG6TjDFiWpTNDil18k0gkxLW1Nayvr9Nt5W2mK1VWVmJkZOReI5hKPAgpgMx2amJiApWVlTfG+5URPvJBkhkjl5eXmJmZKXoTsr29jcnJSXz58iVr22RyQ0gbuLAsC61WC1EUUV5eDlEUUV9fD5fLJavAu288GCkYhmH6+vpgt9vvXOjz5csXzM7OYm9vr2hNSDgcxvz8fM7jlOJcsqokEgmwLAu73U6iwg9WHfVgpAAAq9WKH374AQaDQdYp9iZk0ypub2\\/j48ePRWtCzs7ORJ\\/Pp2pqc7a6DrLjaGtrw7t3727du+q2eFBSNDQ0wOFwoLW1Nat4JBukrZyJDoHneczPzxft2KmtrS34\\/X7VdSvKultCkL6+PjgcDrx48eJBaygflBQsyzJmsxl2ux0sy16ZY5EN0uUVAJ2yR0xIsXW+icVios\\/nw9zcnOrBbwBkTWeTySR0Oh2sVuuDrxLAA5MCyGgLx8bGUF9fn9fWTJozYFkWp6enmJqaKrqw9+HhYV6iIGWfUfJ\\/tre3w2az3bkByW3w4KSor69nSHQuH5C7jsjiBUHA3NwcLeMvFpDGK6enp6qOl94YpGsgwzBwOp2w2+33pq66CQ9OCiBzF\\/T39+fVnFWabiYf5P7+PiKRSNGIbw4ODsRoNErVVWqbtki1JCzLoqKiAv39\\/aomA94HHoUUbW1t+Omnn9DY2Eibg0overbaSiL2laqSTk9PMT09XTT6zd3dXXz8+BHBYJDOS5P6FUpVFTEVJCdCFO5WqxVjY2N5d98vFB6FFGVlZUxDQwPpz0T7ct9GP+P3+0lnuUdfLXZ3d7G4uAhAfShbOg2BqKscDgf6+voeJPmVDY9CCiBjQsbHx1FfXw9APnpKrfQdyMjmyRSdx8TXr1\\/FQCBAu9zlM8yXtHcCMqOnh4eH8erVq\\/s83RvxaKR49eoVMzIyQsciKguG1H6oLMsiFAo9etuCnZ0dfPr0Cfv7+zSmosanIDUdWq0WLMuip6cHAwMDYFn20fo7PRopgIyGkyiJSCYxW23ITdDpdFhbW8Off\\/75aDNDSPLr8+fPMtm+2lYMLMsikUigqqoKExMTj+Zg0vN5zDcnEU7SnFXpmKkdcUl0C1++fLm3c70J+\\/v7tKZDp9PJ+lHlgl6vp3kPUh9KTOpj4VFJQQbKOBwOAPIWP2QJzgVBEJBIJBAKhR6t5nRpaQl\\/\\/PEHEomErKO+GnUZOaasrAxutxs9PT2PajqARyYFkBko09fXB6PRSJ2tXI2\\/smFvbw+Li4sPvgtJp9NiNBrF4uKizJfIZxKjVqvFq1evMDw8nNf80PvCo5OitrYWHz58wKtXr2hLJNKzQg0Iefb39+Hz+VSPbiwUdnZ24PV6EY1GZStbKpWS9eIgcRjp70hp5MXFBbq7u\\/HLL7+gtrb20RuIPjopDAYD09zcjP7+fuh0OhrqVQsySObk5AQejwdLS0sPWjAUDAaxuLhIVedSUa7yNKS\\/k6rPjEYjuru7UV5e\\/lCnfSMenRRAJmbx5s0bOlAm35gNUSmtrKxcGRp\\/nzg8PBS9Xi\\/8fj+Ab6F4ZeCK\\/D9khSCTlAhJXr9+jbGxMdnI8MdEUZCCDMElARtCDLVbOmJqBEFAMBjEwsLCvZ2rFDs7O1hcXMTXr1+pPyE1e8pwvfIx2bYODAwQtfujmw6gSEgBAK9evUJ\\/fz9MJhPNhKoFqeQmmdPFxcUHGZUdiUSwsLCAdDotcyyJGcm2YpDzJP5HY2Mj7Hb7g8n31aBoSFFbWwuXyyUL3KjZkkqDXalUCpFIBJFIRPUQldtic3NTnJ+fp5I7KYmVNR1KR1PaKJXMD73PKvJ8UTSkKC8vZ5xOJ6xWK\\/R6ver8gSAI0Ol0dEk+Pz\\/H7OzsvccsNjc38fnzZxwdHYFlWVxcXMiEQEq1NiDvbsdxHKqqquB2u2mcplhQNKQAMr2yOjs7YTAYoNPpVFWQScsFpKOy\\/\\/zzz3szIfF4XNze3qYCH9JDQiqtI7+\\/rkmqVqtFRUUFzGbzg8r31aCoSFFVVYU3b97A6XQimUwilUpdqQMhkHZ+SaVSdMkmNafLy8uqYx35Yn9\\/H7\\/++ivW19fBMAxdJZQ+hNSEGQwGqgkh5+pwOPDDDz88Wor8OhQVKRiGYcxmM7q7u68IdQmuKyAi2zty7MrKCt0qFhqbm5vw+Xy4uLjIeawy7kIEQw0NDRgeHn70PEc2FBUpgEzT97GxMTQ0NFCZmjLknY0YhBRktZidncX\\/\\/vc\\/xGKxgpqQ8\\/Nz0e\\/3Y25uTlXdChHOkFWDbLNJbKIQ450KjaIjBcdxdGQ2yTjepGJSmhRS6k9mhhS6YGhzcxMfP37E8fGx6vyGtOUhy7KoqqqCw+FAV1dXQc+tUCg6UgCZmMXY2Bh0Ot21OkcllIEiURQRjUYLWnMqiqLo9\\/sxOTlJ61pzQSq3IytGQ0MDRkZGCt59v1AoSlJUVlbC6XSq+tAIQZQdfYGMZjIQCGB3d7cgJuTy8hI+nw8bGxuq2zNJ0+fk+M7OTgwMDMBgMBSd6QCKlBQMwzC9vb0YHh6GXq+XtS9Q7kKyhY\\/T6TR0Oh22t7cxNTVVsKnIgUCAtFdS3aaIHEcq4hoaGjAxMVGQ+aH3haIkBZAZKPNXQ3KqX5RCqbkgOw\\/i\\/Gk0GsTjcczPzxdEkUXaKC8tLYFhGCSTSdXd\\/QwGg6w+dGJiAnV1dXc+p\\/tC0ZKipqaGVpJdXFzIwsQE0m0oeUyUW5eXl2AYBpFIBDMzMzg6OrqTCTk6OsLKygrW1tZoFDXbaqGs6yC+RzqdhtFoRF9fH6xW66Orq25C0ZICyKTUXS4Xmpubswaw1Kizzs7O4PV671xzurKygvn5eeojqCmOBkB3Q6Io4sWLF3C5XKipqbnTudw3ipoUL1++xOjoKMxm85VpQmrLAARBgMfjIVXgt1otRFEUp6en4fF4ZF1p1EoGSfi9u7sb4+PjD9qA5DYoalLodDqmr6\\/vysxNEgBSc411Op20882tzuPr16\\/wer2y3uBqI9MsyyKVSkGv1z9aa4F8UdSkADLbN5vNRrenyhrMXEgmk0gmk5CmufOBKIqi1+tFMBiUJd+0Wq3qRm6CIKCrqwsjIyNFI7m7CUVPivr6esbpdGJgYIDa5nxqT3meB8dxiEQiCAQCeZuQg4MDfPz4Eevr6zIlmNqXEUURBoMBExMTcLlcRaWbuA5FTwogs41zOp2yERHZlE3XgeM4bG9vY25ujo6RVoulpSXa5TfbNMBcYBiGFvkUc2xCipIgRUtLC3p7e1FbW0u1C+S7GoiiiFgshpWVlbzaFgiCIG5sbGBnZwepVIp23icrhhq9B8dxaG5uRkdHx70MgbsPlAQpWJZlfvrpJ4yOjuLy8hIGgyGvKvNEIgGO4+DxePDHH3+oNiGbm5uYmprC6uqqrMclAdGSkt0Q8XdITIV8f\\/fuHe1NXgooCVIAmQinxWJBTU0NTUSRsQ9qwPM8Tk9PsbS0pHrOaTQaRTgcRiwWk4lts0ntyO8JacixXV1dsFgsRambuA4lQwqTycQ4nU7augBQvy0ky30ikUAgEKCNRW5CIpEQg8EgAoHAFTIoW0Nfl4upqKiAw+GAw+FAWVlZSZgOoIRIAWRaF\\/w1PwuA+qgiwzA0qbaysoJgMJhTv0nmlpFZ68R\\/kIbalSQhfyffm5qaMDw8\\/KB9tQuBkiJFa2sr7HY7WltbVY9GAL6pq0VRxM7ODhYWFnBwcHDjc5aWljA3N4fLy0uZmZDKA6W5DyVROI5DZ2cnRkdHYTKZSmaVAEqMFBUVFUxvby9ev36telYIIO9om0gkaGLrOpycnIhzc3NYX1+n4XTpcNls5kI52KWyshI2m40O7C0llBQpgEzMYnh4WHXnODLMDvh24SKRCKanp6+dGXJ2dob5+Xka05B2\\/U2n07TdgNR\\/UOZBWlpaHrXD3V1QcqQgmcaGhgZVjqZU+USO39rags\\/nu1Z8c3Z2hkgkgvPzc3rxlVtSqehH+jOQKXhubm4u+hT5dSg5UkhVWdKlXKrklsYOiFPKsiwlyPn5OWZmZrImyERRFH\\/99VdZeQB5LaljS2o4yPtLo53Nzc0YGxu7ksgrFZQcKQDQu7C1tRUcx9HSfmnoW3mxyJ1MLvDp6SlWVlauNE\\/b2trC0tKSzBG9yaEl212SY2EYBi9fvsT4+HheUddiQkmSoqmpiRkZGUF\\/fz94ngfP87K6D0DeqZf8LP1+cHCA6enpK7uQSCSCxcVFXF5eXolBZIOShEajERaLBWNjY0VX+aUWJUkKICNYGRwcpE1ZldJ\\/qVmRfic4OzvD7OysLJAliqK4vLxMywLUpOZJJx3yuLW1FW63G9XV1Xf47x4XJUuK2tpakEYnxBFUFvNK8xHKOzqVSiEajSIUCtFcyO7uLvx+v2zXoaxlzdZbWzqi22KxwOFwlOwqAZQwKfR6PWO329Hd3U1rMEg6W9n4XdoCQHqtjo+Psbm5SR3ItbU12VgGtddVEAQIgoCqqqqia0ByG5QsKYCMsNfpdNJYgPLCk5mm0lyF9EInEgmEw2HawnllZQXRaJRmVXORQhnZtFqtGBoaepDR0\\/eJkiZFeXk5hoaG0NbWBo7jrlxIpQRfSgrihC4sLCAcDlDFOsIAAAN5SURBVGN1dVX88uULjo+PaYDqpuao0tchfTMdDgcsFkvRVn6pRUmTQqvVMoODg\\/jxxx9pyb8oilQMI1VeExJI\\/yYIAtbW1uDxeHBwcIBPnz5hd3eXXujr2h4QMAwDg8EAnufR3NyM9+\\/fl\\/wqAQDqEwhFiqamJvT29qKjo0M2fTBb68JsSKVS8Pl84DgOq6ursraHuVosiaJIe1T09PSgra0NdXV1Jb1KAE+AFHq9nvn48aNos9koKaR1Ibn8AlEU8fnzZ0SjUdqtl+Q4sgXDlI8BoK6uDm\\/fvi25FPl1KGnzQfDq1Su43W6Ul5fn3dMbABX1xmIxmd9xE6mkxOjq6sKbN2\\/Q2tpa8qsE8ERI0djYCKfTSVPqxASoHcIiLRsA8htbpdVqYbFYMDAwcKtzL0Y8CVJotVqmq6sLg4ODVGdBph3nAins0Wg0tMDnJlNBQFaQxsZGOByOktJg5sKTIAXwTb9QW1sLAFeymjeB+BDXdeBTEkMa0bTZbHC5XNBqtU\\/CdABPiBS1tbXM4OAgmpubZUVDapBNXgfkNiMMw2BgYKBoe1fdFk+GFEBmoMyHDx\\/oz9l8imy5DNLLAvgWz1Am2MhrkRmqgiCgr6+vqLrvFwpPihT19fUYGRmB3W5X7WjmAumio8y2mkwm2Gw2vH79+lFGT98nnhQpTCYT43A4YLVaIQiCqhleuaDUaRAT09zcjJGRkSdnOoAnRgogsxswm80FK\\/knDijwbfAdkEnG2e12VFdXP6lVAniCpKisrGTsdjssFkteZQA3QSr3AzKmw2KxyKrVnhKeHCkAYGBgAMPDwwXxKYBvKwQxR52dnXC73WhoaCjI6xcbniQp6urqMDw8XJCOtlKdJ5CZH2qz2Ug7xydnOoAnSgqj0chYrVZYLJY7v5Z056HValFXV4fe3t6Sle+rwZMkBZBZ4icmJlBTU0ND2RUVFVeOU8YtlF8kZsFxHFKpFAYGBvDLL78UzDQVI57sf9bQ0MBYrVZYrVbodDokk0na6ISotNQ4ogaDgRLEZDKhv78fHR0dTy42IUXJ6ylugtPpxPj4OGKxGLa2tugugoholANmsiGdTiMej6OiogJdXV1FM3r6PvFk2Q5kGo+EQiEEAgHEYjGIokhT5YIgwGAw5Jzuo9PpkEgkYDQaUV9fD6fTic7Ozif9uT3jGVfwf5yacqX2Tu81AAAAAElFTkSuQmCC\"},{\"id\":\"9ea642e8-e5df-45f4-956a-9081eb502fbe\",\"height\":45.38,\"width\":34.83,\"perimeter\":150.17,\"area\":946.56,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"c392e056-eb77-403e-b8eb-1ee6de3eedf0\",\"height\":45.38,\"width\":39.63,\"perimeter\":208.29,\"area\":1077.24,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"23342294-706a-429c-b35c-8beb43067a5b\",\"height\":45.38,\"width\":34.51,\"perimeter\":154.85,\"area\":1376.59,\"image\":\"data:image\\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHAAAACSCAYAAACdbE7CAAAABmJLR0QA\\/wD\\/AP+gvaeTAAAeGklEQVR4nO1daWwU5\\/n\\/7Rw7s7v2+j4AmyOm4BBMjEMTkzglFMKVFuKQKpASlfSIKpUoX\\/qh7ZemnxqpHyq1qpJWaRqlVVRx9KCNSNxACliQEDCQAnXMYYzvA+NjvffM\\/D84z+t3x2vvrD3G7p\\/5ScjY3hnPzG+e933uB3DwPw0X\\/efMmTPGv\\/\\/9b3g8HsTjcei6Dl3XIYoiXC7XZOeYdRiGMenvdV0HALhcLkiSBLfbDVVVoaoqZFmGqqrIzMxEQUEB8vPzkZmZCY\\/HM7dv+guwi\\/z5z39u\\/PSnP4UgCABGH0osFmM3PZeRikBRFAGMEiiK4jgC\\/X4\\/I7CoqAiFhYXIz89HTk4OvF4v5s2bh+zsbOTn5yMrK2tOEcuYicViiEaj7Bd006IoJvx8LiIVgclAZAqCAE3TIAgCXC4XBEGALMvwer3w+\\/3wer0oKipCWVkZqqqqcPLkSaO4uBjZ2dkoKCiYdTIZgYqisK\\/RaBSapgHAnCdvqjAMA\\/F4nH2v6zokSYKmaYhGoxgeHkZPTw8EQcDFixeRlZWFuro6FBQUoLS0FBUVFfjggw+M8vJylJaWQhCEWSEzQQIBIB6PwzAMCILA9o5UmO4eORUJSgdWr48nlI6hZzA0NISRkRE0NzejoaEBp06dwtGjR1FaWoq1a9fixIkTxrJly5CTkwNFUe4amXN7c5tDoBda13VEo1G0t7ejq6sLXq8X\\/\\/znP1FVVYV169ahpqYGfX19Rn5+\\/l0h0SHQImifJIXOMAzouo5AIAAAOHbsGI4fP46qqirU1tbik08+MZYvX47s7OwZJdIh0AJ4zVzXdba8ulwutnfqug5N03D27Fl0dnbik08+QW1tLbq7u43CwkK4ZsgWcwi0ANqjDcMYt18LgoB4PA5JkpgC2NbWhu7ubnR3d+PKlSvYu3cvBgcHjZkwQRwCLYBIEwSBSSOZIWRmxWIxpgQJgoBYLIZz587h+vXraG5uxvPPPw9N0wxRFG0l0SHQAog0YHQvJEJJc6fPuN1upuyEw2HEYjH09vbiwIEDGBwcRCgUQldXl1FcXGwbiQ6BFpBs6XS5XHC5XOx3RBr9ThRFtj+qqoq6ujp0dXWRnWm43W5bSLSFQMMwIMtyguuNlhPDMFLaYTPtaxVFMYEEkihemug6aB\\/TdR2CIIwjjoih87nd7qTODrpvTdMQCAQgiiIuX76MV199FeFwGOFw2FBVddo3bguB9ICAMR8qMEbMTBvqqcAb6AASHBQulwsejwehUIh9ln5PJPFLKADmfgMm9lTxLy6dRxRFtLa24vXXX6eggSFJ0rRItIVAeiMBsGWFl8TZjmZQVIUkigiSJAmyLCMSiSS8gHS9RBRPOBGXjqdKFEV2HlEU0dDQgF\\/96lcoLS2FYRjGdEwMW\\/dAIg8Yu\\/lk+8fdBtlr9PAJ0Wg0QeJo76Jrps+Tk5s\\/3oq7kb9vWmrdbjdcLhfOnDmD119\\/HYsWLZrWvdlCoCzLiEajkCQJsVgMPp8PpaWlAMD2ktnE7du3EY1GGWHAmDNb13W277lcroQl0e12M+IFQUiQJACWJZBfAUKhEPx+PwCgrq4OK1asmJbrzRYC+YeiKArWrl2Lbdu2wev1QlGUBHV7NtDT04NQKIRQKMSuRdM0hMNhRCIRhMNh3LlzB7dv30Z3dzf6+voQj8cTpJOOE0WRRS34bWMyiKKIUCjEXuShoSGIooj+\\/n4cPHgQK1euRCgUMqYSRLZtDwRGH4rP58Njjz2Gb33rWyxgOtshKVEUWbyT9mtd1xGLxRCLxTA0NITe3l50dHSgpaUFzc3N6OzsRGdnJ9rb26FpGgYGBtg98isKkcnDvGV4PB4EAgHous60dU3TIEkSrl27hj\\/96U9YsGDBlO7Ntj2QLkzXdeTl5SE3NxfA6Jvr9Xrt+jNTAqn7Pp+P2W\\/0c9rLKAYai8UwODiIzs5ONDY2orGxER9\\/\\/DGuX7+Otra2BLvPKgKBABRFSVCWgNHY68jICOrq6rBp0ybcuXPHyMnJSUsKbSNQ0zS22SuKwvY+WZbt+hNTxkRLHJFJkuF2u+HxeOD3+7FgwQJUVlZC13WcP38eR48exZEjR\\/DZZ58xu06W5QTjnV4GIolIA8C+8lp5MBiEy+VCIBDAG2+8gdWrVyMYDBper9cyibOrXcxx0Av58MMP44c\\/\\/CF++ctf4uWXX0ZlZSUMw0A4HGZE0rLKh5yINCt\\/p6OjA++88w7cbnda1+gQiPEOB94UIs1TVVU8\\/PDD2Lt3L\\/bu3Yvy8nIAgM\\/nS9BMSaHjbclUkCQJfX19+Mc\\/\\/oHW1ta0rt3xhZrA24R83I\\/MJEqb0HUdb731Fi5dugQALP2StFdaSiVJSqnEkYY7PDyMv\\/3tb2kZ944EcpjIYU1hJJKmgoIC7N27F9\\/73veQl5fHPu\\/xeBKOBTBOQ0319w8cOIDe3l7LxzgEAgmSxkseQdM0tp8ZhoFgMIicnBw8\\/fTTePnll5GVlQVN0xAKhdixlJZpRVuVJAkulwuDg4P4\\/PPPceHCBRgW3VcOgV+AJ89MoiiKTLrIx6vrOoqLi7F7925s2LCBLZ8Eq0Y+fVaSJKYY\\/etf\\/2LO9VRwCJwEZPNFIhFGBKVPUAA3Ly8Pzz77LBYvXgwAzNdJS6cVQeKX2Xg8jtOnT6OlpcXSNToETgKSREVRGIFEHpGbm5uL9evX49lnnwUAZqzzZsVEkk2gFAxBEBCJRPDf\\/\\/4XV69etXSNDoE2oLi4GI8\\/\\/jiWLl3K9j5aTq3sgWYp1XWdXHgpxdch0CY89NBDqKqqSpAwWZYtLaHmz2iahkuXLmFoaCjlsQ6BNiASiSA\\/Px81NTUsdASklyrCfzYej+Py5cu4fft2yuMcAm0A+VFramqgqir7ebphNJLEeDyOmzdvoq+vL+UxDoE2gJJ7S0pKUFRUlKBVkjSmAilFZI4MDQ05Eni3QOkXLpcLK1euBAAWgbeyjPL+UkrTMAwDg4ODqY+d+mU7IJCpASCBQHMNotVz0fEUqpoMjjPbJui6Dp\\/Ph2XLliXEAa1IIJ+DykczrOyhjgTaBIr65+XlQVVVy3sffzztgXx2Xyo4BNoEMh8KCgqgqmpaJgT5QYH0nOCAQ6BtIM2T3G7m4LBV0LG8PTkZHAJtAu1hlH1GEmQlIs9\\/lghXVdVSMphDoE2gpOa2trakzRImA58FQMcWFxejsLAw5bEOgTaAbMBoNIrm5mbEYjEWkbAakeeXXa\\/XiyVLlqCkpCTlcQ6BNiAajcIwDESjUfT09KRt+5HBT5KoqiqKi4uRn5+f+tgpXfE9hok0Qj5nhj534cIFVmdBBZ5kIkxU6MP3pQNGFaGlS5cm+FUngkOgBZgVETMZlHp4+\\/ZttLa2srT5dEDnIOKXLFmCjIyMlBuo44mZAsySRFLW0tKC7u5uAGNSa9Wek2UZmqZBURQsWLAAq1atsnScQ2Ca4JOV+NT8cDiM+vp6lozE1xamAp8VJ0kSNmzYgIULF1q6HofANMC7uni4XC7cvHkThw8fTpA4kqpUEASBpemrqoqvfe1rlmtKHAItYCJvCr8Xfvrpp+OytHnNcjLwCVPLly\\/H6tWrLXd2cgi0CHM3C4ocxONxXLhwAQcOHEj4PZB+q86MjAxs374dmZmZlo9xtNApgAK4VDT617\\/+Fe+99x5L\\/iViAViqNqLE3uzsbDz55JNp9VWzhUBaKvgGAel0cZjroGIVMrhDoRAkSUIkEsGbb76JP\\/7xj\\/B6vaxzIfXlpsJRSgImmJdkv9+PeDyO2tparF69Oq1rm5EldLa7UqQCefuT9UDjPxOPx1lpGQBWoeT1ehGNRlFfX4+3334bw8PDCbWAuq6PS7On5VRRlISgbTwex507d7B582Y899xzad+L7QTORfKoRSSvrpPXg+8Lw9f5UQ8ZWZZZF2OSoq6uLhw5cgT79+9nigudN9nKw78ofPsSOp\\/P58OuXbuwZs2atNtS2tZqi\\/9q\\/vlsY7JnYi5i4WNw1KWCHnQkEmHmwjvvvIPLly8ntBUjAs1eGr6unldsDMOAz+fDN77xDaxbt25KPUXviSXU3NTA\\/L250xQtqbw7rL+\\/H\\/X19Th48CDq6+tx69YtpnwAY33Xkkkf7Z2U45KVlcVajaxatQr79u1jxTHp4p5YQoHxOSdAYgZYMsRiMUQiEdTX1+PcuXM4duwYPv74YwSDwYQ6eDLY+fRCgtlRLYoiSxcsLy\\/HD37wA1RWVk65672tBPLk8UbubPdKo+sBMO7hxmIxVmBJ+1d\\/fz+amppw4cIF3LhxAxcvXsSlS5dYAyAz4eamP3xsj\\/5Pfk5SdhYuXIg9e\\/agtrYW02l4d88Y8nyjO+rSNDIyglAohN7eXgwODqKnpwfd3d1ob29HU1MTrly5glu3bjFzgF8uaUSRuaca37mRV5b4rk+5ubl44YUXsHv3bvh8vtnvVgiMhUM0TcPf\\/\\/53AKNv2fDwcMq8kOlKaKplW5IkBINBhMNhtiIEAgF0dnait7cXnZ2dGBgYQHd3N\\/r7+zEyMjKulyiQ2IEiHA6Pc2iT6UFmB2m1tJ9S+v3u3bvx4osvYv78+dO6b8DGZndUlRoKhXD8+HF8\\/vnnUFUVkUhk1mcvUUvJcDjMTIp4PM5IBcb3FDUHaicCSTXtg3znXgKdu6KiArt370ZtbS1KS0unpHWaYcuTNfeODofDuHnzJoDEdh0TYbqKT6rz80M7kh1LWiJJJ9\\/RN9n5J4uqA2MvNPVmA4B169Zhz5492Lp1K0pKSuZWz2zeFgKQoJVRttZMItULwKftJTMpeIJ4TZLXVif7G3zbZUVRWFtJAMjJyUFNTQ327NmDHTt2wI42yzxsIZB\\/g81veiwWSzvN3G7Qssn7M0mZmUgyzdGHyUDkUa07ne+BBx7AunXr8O1vfxtLliyxnTzAJgLpBqj9BiXzUFzMSpXNTGOyDoO0RxNR5u6+VpZ4fhVavHgxampqsGXLFlRXV6OsrMyW\\/S7p37XrRHR9tN\\/wLadm2w6kTvNmAunazAoM9UgjmKPq5vuhVpsAsHz5cuzatQs7d+7EihUrpmXjWYEtBJKBSg+CTArAelLPTIJaPJKNZk444h3bZklN9fKRi8wwDGRnZ6O6uhpbtmxBRUXFjEkdD1sINLdVTKc\\/2N0Cb3CbYX7J0nnuvONaEARcvXoVv\\/\\/973H69GmcPHnSWLVqFfx+\\/9xfQu9l0BLa39+PU6dO4fTp08jPz8eDDz6IlStXorq6Gjdv3jQWLVpkO5EOgTaA9j\\/ScjVNQ29vLz788EMcO3YMJ0+exCOPPIKamhpcvnzZ+NKXvoQ5NXrnXgdvQlHgl\\/qE0hSzzz77DB9++CG++tWv4utf\\/zra29uNL6p5Z98XOtOelrkOPi4Yj8cRiUQQiUQgiiJT8HRdR1NTE5qbm3H27Fls27YNTz311LTH7zgSaBM0TWOSB4xlpmmaxpJ0KZPt7Nmz6OjowNWrV7Fx40aMjIwYU41KOATaAHKlkTZOdiTZxLwr0ev1wjAMdHR04NChQ7h06RK11jJWrFiRtpLj5IXaAN7OJG8UudTIsa2qKgRBQDAYZFNcNE1DY2MjXn31VRw8eJCKQ9PabyxJYKqXghzWfI23x+NhLahSxQNnerYSxeQo5EVDPvgoPO9G4\\/dsujZq5EMxRepESEFdINH+pRgg1Qqa+8bw0246Ozvx61\\/\\/Gu3t7fjZz34Gw7De9NzWcBI9qMrKSlRXV8Pv97OHNRmmq+RYPT8fiQ+Hw+y4QCCAaDSKYDDIJCQYDGJkZIS9mOTPdbvdMIyxGYkej4flfZJHh6SP0jWSjeDjIxyZmZls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\"},{\"id\":\"4fb239b6-51d8-4f97-851a-b6db58cff3a0\",\"height\":47.3,\"width\":39.95,\"perimeter\":236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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"557.67","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":518.72,"width_of_line_2":557.12,"width_of_line_3":462.08,"width_of_line_4":null,"height_of_line_1":49.92,"height_of_line_2":47.36,"height_of_line_3":47.36,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":33,"perimeter_of_sign":574.76,"nested_area":399.02,"occupied_area":194.06,"avg_char_height":"Greater than 24 inches","width_of_sign":"557.67","width_of_smaller_line":462.08,"other_dimension_of_sign":208.37,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1462}},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] 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":"122.06374"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] 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":"1763.0778504"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"18.10494"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"127.4760204"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] 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":169.8025},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":1552.7783496},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] 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":"31.9216"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] 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":"1524.65542"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] 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":"4.455"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] 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":"22.9845"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] 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":0.0801772193464},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] 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":80.1772193464},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] 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":0.0063679365316666675},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] 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":6.3679365316666665},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] 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":0.06074031768666667},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] 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":60.740317686666664},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] 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":"0.12483609042667"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] 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":"124.83609042667"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] 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":"0.06058691716"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] 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":"60.58691716"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] 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":"0.0811232312"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] 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":"81.1232312"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] 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":"0.0064728247466667"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] 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":"6.4728247466667"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] 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":84.06090741961401},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":299.265},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] 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":"303.2552"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] 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":"19.975484975339"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":5846.242584917683,"totalDenseWeight_before_formula":671.4767695124372},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":6430.8668434094525},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":33,"totalDenseWeight":738.6244464636809},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":33,"sign_depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":37.71,"height":45.38,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":41.23,"height":45.38,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":36.11,"height":45.38,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":42.5,"height":45.7,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":28.44,"height":45.7,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":33.88,"height":45.7,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":35.79,"height":45.7,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":36.11,"height":45.38,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":41.87,"height":47.3,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":43.78,"height":47.3,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":39.95,"height":45.38,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":33.88,"height":45.38,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":41.23,"height":45.38,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":34.83,"height":45.38,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-15","width":43.78,"height":45.38,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-16","width":36.11,"height":46.34,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-17","width":24.93,"height":46.34,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-18","width":40.91,"height":45.38,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-19","width":31,"height":45.38,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-20","width":43.78,"height":47.3,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-21","width":36.43,"height":47.3,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-22","width":43.78,"height":47.3,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-23","width":35.79,"height":45.38,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-24","width":58.48,"height":45.38,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-25","width":39.63,"height":45.38,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-26","width":34.51,"height":45.38,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-27","width":37.39,"height":45.38,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-28","width":6.07,"height":45.38,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-29","width":36.11,"height":46.34,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-30","width":42.18,"height":45.38,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-31","width":43.78,"height":47.3,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-32","width":39.95,"height":47.3,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-33","width":44.42,"height":49.85,"depth":"1"},"timestamp":"2026-04-15 12:24:39"} 
[2026-04-15 12:24:40] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1776255880_81fd69e5bf445bd278e9e383ecbbfd91","bins_packed":[{"bin_data":{"w":58.78,"h":50.15,"d":41.55,"id":"unique","used_space":61.8698,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":50.15,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/b1b43df95f1927d463b2c75067973f46/1776255880-8456-5600458.svg","items":[{"id":"item-33","w":44.72,"h":50.15,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/b1b43df95f1927d463b2c75067973f46/1776255880-8432-3769566.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":44.08,"h":47.6,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/b1b43df95f1927d463b2c75067973f46/1776255880-8433-5257682.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-20","w":44.08,"h":47.6,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/b1b43df95f1927d463b2c75067973f46/1776255880-8434-6175950.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-22","w":44.08,"h":47.6,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/b1b43df95f1927d463b2c75067973f46/1776255880-8435-5110103.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-31","w":44.08,"h":47.6,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/b1b43df95f1927d463b2c75067973f46/1776255880-8436-8940501.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-28","w":6.37,"h":45.68,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/b1b43df95f1927d463b2c75067973f46/1776255880-8436-2450570.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-9","w":42.17,"h":47.6,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/b1b43df95f1927d463b2c75067973f46/1776255880-8437-9066565.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":41.53,"h":45.68,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/b1b43df95f1927d463b2c75067973f46/1776255880-8437-2131964.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":41.53,"h":45.68,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260415/b1b43df95f1927d463b2c75067973f46/1776255880-8438-7837823.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels 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[2026-04-15 12:24:40] local.INFO: Box added from packed bin {"data":{"length":41.55,"width":58.78,"height":50.15,"denseWeight":738.6244464636809},"timestamp":"2026-04-15 12:24:40"} 
[2026-04-15 12:24:41] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":43.55,"width":60.78,"height":52.4},"quantity":1,"denseWeight":738.6244464636809}],"cheapestShippingCost":4477.778343934325,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":43.55,"width":60.78,"height":52.4},"denseWeight":738.6244464636809,"volumetricWeight":455,"higherWeight":738.6244464636809,"quantity":1}],"totalHigherWeight":738.6244464636809,"DS":0,"rate":9728.696448855952,"tariffAndDS":9728.696448855952,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":16671.28430578244,"totalShipmentCostFormula":"(tariffAndDS (9728.696448856) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 16671.28","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":43.55,"width":60.78,"height":52.4},"denseWeight":738.6244464636809,"volumetricWeight":455,"higherWeight":738.6244464636809,"quantity":1}],"totalHigherWeight":738.6244464636809,"DS":0,"rate":5669.031993305706,"tariffAndDS":5669.031993305706,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":9795.836583862543,"totalShipmentCostFormula":"(tariffAndDS (5669.0319933057) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 9795.84","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":43.55,"width":60.78,"height":52.4},"denseWeight":738.6244464636809,"volumetricWeight":455,"higherWeight":738.6244464636809,"quantity":1}],"totalHigherWeight":738.6244464636809,"DS":184.65611161592022,"rate":5054.84,"tariffAndDS":5239.49611161592,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":7161.638549286293,"totalShipmentCostFormula":"((tariffAndDS (5239.4961116159) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 7161.6385492863","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","DHL USA Not Available (Height exceeds 38.19 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":43.55,"width":60.78,"height":52.4},"denseWeight":738.6244464636809,"volumetricWeight":455,"higherWeight":738.6244464636809,"quantity":1}],"totalHigherWeight":738.6244464636809,"DS":0,"rate":4801.058902013926,"tariffAndDS":4801.058902013926,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":8325.837356450784,"totalShipmentCostFormula":"(tariffAndDS (4801.0589020139) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 8325.84","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":43.55,"width":60.78,"height":52.4},"denseWeight":738.6244464636809,"volumetricWeight":455,"higherWeight":738.6244464636809,"quantity":1}],"totalHigherWeight":738.6244464636809,"DS":0,"rate":7519.196865000271,"tariffAndDS":7519.196865000271,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":12908.957177832463,"totalShipmentCostFormula":"((tariffAndDS (7519.1968650003) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 12908.957177832","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":43.55,"width":60.78,"height":52.4},"denseWeight":738.6244464636809,"volumetricWeight":455,"higherWeight":738.6244464636809,"quantity":1}],"totalHigherWeight":738.6244464636809,"DS":0,"rate":4477.778343934325,"tariffAndDS":4477.778343934325,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":4477.778343934325,"totalShipmentCostFormula":"((tariffAndDS (4477.7783439343) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 4477.7783439343","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-04-15 12:24:41"} 
[2026-04-15 12:24:41] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-15 12:24:41"} 
[2026-04-15 12:24:41] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-15 12:24:41"} 
[2026-04-15 12:24:41] local.INFO: Final API Response {"data":{"sign_width":"557.67","sign_height":208.37,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":43.55,"width":60.78,"height":52.4},"denseWeight":738.6244464636809,"volumetricWeight":455,"higherWeight":738.6244464636809,"quantity":1}],"totalHigherWeight":738.6244464636809,"DS":0,"rate":4477.778343934325,"tariffAndDS":4477.778343934325,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":4477.778343934325,"totalShipmentCostFormula":"((tariffAndDS (4477.7783439343) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 4477.7783439343","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}},"cheapest_shipping_cost_usd":4480.0,"totalCost":15160.0,"productionResults":[{"material_id":1,"dense_weight_expression":122.06374,"result":"1763.0778504","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},{"material_id":2,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":2},{"material_id":3,"dense_weight_expression":18.10494,"result":"127.4760204","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"0.074 inch Aluminium - Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":169.8025,"result":1552.7783496,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"0.315 inch Frosted Acrylic - for Ideally Diffiused Halo Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":31.9216,"result":"1524.65542","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC & IP65.","sequence_no":7},{"material_id":8,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":9,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":10,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":10},{"variable_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":13,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":14,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":14},{"variable_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":15},{"variable_id":22,"dense_weight_expression":1.478,"result":"50.64","sign_material":"Power Supply 20A-(10A+10A)","description":"Power Supply 20A–(10A+10A) UL Certified","sequence_no":16},{"material_id":17,"dense_weight_expression":4.455,"result":"22.9845","sign_material":"Wire 18g UL UL Certified Red & White China","description":"18 AWG Wire Gauge (Red & White) - UL Certified","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.0801772193464,"result":80.1772193464,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0063679365316666675,"result":6.3679365316666665,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.06074031768666667,"result":60.740317686666664,"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":0.12483609042667,"result":"124.83609042667","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.06058691716,"result":"60.58691716","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.0811232312,"result":"81.1232312","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.0064728247466667,"result":"6.4728247466667","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":84.06090741961401,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":299.265,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":303.2552,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":19.975484975339,"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":738.6244464636809,"result":6430.8668434094525,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"557.67","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":518.72,"width_of_line_2":557.12,"width_of_line_3":462.08,"width_of_line_4":null,"height_of_line_1":49.92,"height_of_line_2":47.36,"height_of_line_3":47.36,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":33,"perimeter_of_sign":574.76,"nested_area":399.02,"occupied_area":194.06,"avg_char_height":"Greater than 24 inches","width_of_sign":"557.67","width_of_smaller_line":462.08,"other_dimension_of_sign":208.37,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1462},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1462},"timestamp":"2026-04-15 12:24:41"} 
[2026-04-15 12:24:41] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-15 12:24:41"} 
[2026-04-15 12:24:44] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":208.37,"sign_width":"557.67","dimensions":[{"id":"a3c88c3c-7051-4ca9-873b-66fd2cc9867a","height":45.38,"width":37.71},{"id":"9152a678-55b2-41bf-9f11-94bc8957967d","height":45.38,"width":41.23},{"id":"9cddd1f6-4708-4b4d-adc3-47e5715181ab","height":45.38,"width":36.11},{"id":"eec82a1f-053b-4cdf-bf7c-0b28c67e9566","height":45.7,"width":42.5},{"id":"5f3c337e-4c0c-4341-8de4-d1f68041c3de","height":45.7,"width":28.44},{"id":"4efc1fe3-bbaf-42d7-8190-12449ae7e9db","height":45.7,"width":33.88},{"id":"429c6300-cf68-4fd5-944e-9b87f7cc6568","height":45.7,"width":35.79},{"id":"07b8ffc9-12e5-424e-bb9b-a9b9e3b0a058","height":45.38,"width":36.11},{"id":"d31ebd9a-ce01-4d23-a02d-b17fb6c5fc3a","height":47.3,"width":41.87},{"id":"eb131eaf-220c-497a-a634-eb0cf4f758df","height":47.3,"width":43.78},{"id":"2c58b1ee-7c32-4652-b3b2-f9f5cbfd987d","height":45.38,"width":39.95},{"id":"5118f756-a132-4ebb-a1f7-293e7285d027","height":45.38,"width":33.88},{"id":"066ebf6b-a2f1-4e8f-a019-e944c707c2ff","height":45.38,"width":41.23},{"id":"9ea642e8-e5df-45f4-956a-9081eb502fbe","height":45.38,"width":34.83},{"id":"356f1171-b422-4e1d-83a8-c5a7c2e63819","height":45.38,"width":43.78},{"id":"755edde5-475b-4676-8906-c00e3a56dd8b","height":46.34,"width":36.11},{"id":"cbc69ae8-f483-4360-902b-4292575b11cd","height":46.34,"width":24.93},{"id":"3e66c745-435d-42a0-8232-bfc578de9e51","height":45.38,"width":40.91},{"id":"28fbc967-516d-4b56-b73b-4003da28cdb0","height":45.38,"width":31},{"id":"803f1b7d-23bc-4c09-8759-917806202e7d","height":47.3,"width":43.78},{"id":"6e84d758-97b9-4595-b69a-e666d48bf816","height":47.3,"width":36.43},{"id":"4cb676d1-ce53-47d6-adcb-b9f0951a4f72","height":47.3,"width":43.78},{"id":"7cf21a5d-4640-472a-8fb2-a998a90a6672","height":45.38,"width":35.79},{"id":"ad386f7f-2d46-47dc-8e6d-df86f8a97f71","height":45.38,"width":58.48},{"id":"c392e056-eb77-403e-b8eb-1ee6de3eedf0","height":45.38,"width":39.63},{"id":"23342294-706a-429c-b35c-8beb43067a5b","height":45.38,"width":34.51},{"id":"21dd6ac8-32d8-4b2f-aedf-0176cab991c4","height":45.38,"width":37.39},{"id":"52f37d0e-f979-4df0-a7c0-7cdff6052f1d","height":45.38,"width":6.07},{"id":"2518163c-b4b6-4d45-bd08-7a63bf99edc7","height":46.34,"width":36.11},{"id":"5ee6cd31-a1eb-4ad6-8e54-574a2ef25b43","height":45.38,"width":42.18},{"id":"3a10012a-bd15-4445-91ef-75cf8e0edb8c","height":47.3,"width":43.78},{"id":"4fb239b6-51d8-4f97-851a-b6db58cff3a0","height":47.3,"width":39.95},{"id":"3c86f214-bbc9-4bf0-b75e-51f075cfcdeb","height":49.85,"width":44.42}]},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":208.37,"sign_width":"557.67","dimensions":[{"id":"a3c88c3c-7051-4ca9-873b-66fd2cc9867a","height":45.38,"width":37.71},{"id":"9152a678-55b2-41bf-9f11-94bc8957967d","height":45.38,"width":41.23},{"id":"9cddd1f6-4708-4b4d-adc3-47e5715181ab","height":45.38,"width":36.11},{"id":"eec82a1f-053b-4cdf-bf7c-0b28c67e9566","height":45.7,"width":42.5},{"id":"5f3c337e-4c0c-4341-8de4-d1f68041c3de","height":45.7,"width":28.44},{"id":"4efc1fe3-bbaf-42d7-8190-12449ae7e9db","height":45.7,"width":33.88},{"id":"429c6300-cf68-4fd5-944e-9b87f7cc6568","height":45.7,"width":35.79},{"id":"07b8ffc9-12e5-424e-bb9b-a9b9e3b0a058","height":45.38,"width":36.11},{"id":"d31ebd9a-ce01-4d23-a02d-b17fb6c5fc3a","height":47.3,"width":41.87},{"id":"eb131eaf-220c-497a-a634-eb0cf4f758df","height":47.3,"width":43.78},{"id":"2c58b1ee-7c32-4652-b3b2-f9f5cbfd987d","height":45.38,"width":39.95},{"id":"5118f756-a132-4ebb-a1f7-293e7285d027","height":45.38,"width":33.88},{"id":"066ebf6b-a2f1-4e8f-a019-e944c707c2ff","height":45.38,"width":41.23},{"id":"9ea642e8-e5df-45f4-956a-9081eb502fbe","height":45.38,"width":34.83},{"id":"356f1171-b422-4e1d-83a8-c5a7c2e63819","height":45.38,"width":43.78},{"id":"755edde5-475b-4676-8906-c00e3a56dd8b","height":46.34,"width":36.11},{"id":"cbc69ae8-f483-4360-902b-4292575b11cd","height":46.34,"width":24.93},{"id":"3e66c745-435d-42a0-8232-bfc578de9e51","height":45.38,"width":40.91},{"id":"28fbc967-516d-4b56-b73b-4003da28cdb0","height":45.38,"width":31},{"id":"803f1b7d-23bc-4c09-8759-917806202e7d","height":47.3,"width":43.78},{"id":"6e84d758-97b9-4595-b69a-e666d48bf816","height":47.3,"width":36.43},{"id":"4cb676d1-ce53-47d6-adcb-b9f0951a4f72","height":47.3,"width":43.78},{"id":"7cf21a5d-4640-472a-8fb2-a998a90a6672","height":45.38,"width":35.79},{"id":"ad386f7f-2d46-47dc-8e6d-df86f8a97f71","height":45.38,"width":58.48},{"id":"c392e056-eb77-403e-b8eb-1ee6de3eedf0","height":45.38,"width":39.63},{"id":"23342294-706a-429c-b35c-8beb43067a5b","height":45.38,"width":34.51},{"id":"21dd6ac8-32d8-4b2f-aedf-0176cab991c4","height":45.38,"width":37.39},{"id":"52f37d0e-f979-4df0-a7c0-7cdff6052f1d","height":45.38,"width":6.07},{"id":"2518163c-b4b6-4d45-bd08-7a63bf99edc7","height":46.34,"width":36.11},{"id":"5ee6cd31-a1eb-4ad6-8e54-574a2ef25b43","height":45.38,"width":42.18},{"id":"3a10012a-bd15-4445-91ef-75cf8e0edb8c","height":47.3,"width":43.78},{"id":"4fb239b6-51d8-4f97-851a-b6db58cff3a0","height":47.3,"width":39.95},{"id":"3c86f214-bbc9-4bf0-b75e-51f075cfcdeb","height":49.85,"width":44.42}]}},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"a3c88c3c-7051-4ca9-873b-66fd2cc9867a","height":45.38,"width":37.71},{"id":"9152a678-55b2-41bf-9f11-94bc8957967d","height":45.38,"width":41.23},{"id":"9cddd1f6-4708-4b4d-adc3-47e5715181ab","height":45.38,"width":36.11},{"id":"eec82a1f-053b-4cdf-bf7c-0b28c67e9566","height":45.7,"width":42.5},{"id":"5f3c337e-4c0c-4341-8de4-d1f68041c3de","height":45.7,"width":28.44},{"id":"4efc1fe3-bbaf-42d7-8190-12449ae7e9db","height":45.7,"width":33.88},{"id":"429c6300-cf68-4fd5-944e-9b87f7cc6568","height":45.7,"width":35.79},{"id":"07b8ffc9-12e5-424e-bb9b-a9b9e3b0a058","height":45.38,"width":36.11},{"id":"d31ebd9a-ce01-4d23-a02d-b17fb6c5fc3a","height":47.3,"width":41.87},{"id":"eb131eaf-220c-497a-a634-eb0cf4f758df","height":47.3,"width":43.78},{"id":"2c58b1ee-7c32-4652-b3b2-f9f5cbfd987d","height":45.38,"width":39.95},{"id":"5118f756-a132-4ebb-a1f7-293e7285d027","height":45.38,"width":33.88},{"id":"066ebf6b-a2f1-4e8f-a019-e944c707c2ff","height":45.38,"width":41.23},{"id":"9ea642e8-e5df-45f4-956a-9081eb502fbe","height":45.38,"width":34.83},{"id":"356f1171-b422-4e1d-83a8-c5a7c2e63819","height":45.38,"width":43.78},{"id":"755edde5-475b-4676-8906-c00e3a56dd8b","height":46.34,"width":36.11},{"id":"cbc69ae8-f483-4360-902b-4292575b11cd","height":46.34,"width":24.93},{"id":"3e66c745-435d-42a0-8232-bfc578de9e51","height":45.38,"width":40.91},{"id":"28fbc967-516d-4b56-b73b-4003da28cdb0","height":45.38,"width":31},{"id":"803f1b7d-23bc-4c09-8759-917806202e7d","height":47.3,"width":43.78},{"id":"6e84d758-97b9-4595-b69a-e666d48bf816","height":47.3,"width":36.43},{"id":"4cb676d1-ce53-47d6-adcb-b9f0951a4f72","height":47.3,"width":43.78},{"id":"7cf21a5d-4640-472a-8fb2-a998a90a6672","height":45.38,"width":35.79},{"id":"ad386f7f-2d46-47dc-8e6d-df86f8a97f71","height":45.38,"width":58.48},{"id":"c392e056-eb77-403e-b8eb-1ee6de3eedf0","height":45.38,"width":39.63},{"id":"23342294-706a-429c-b35c-8beb43067a5b","height":45.38,"width":34.51},{"id":"21dd6ac8-32d8-4b2f-aedf-0176cab991c4","height":45.38,"width":37.39},{"id":"52f37d0e-f979-4df0-a7c0-7cdff6052f1d","height":45.38,"width":6.07},{"id":"2518163c-b4b6-4d45-bd08-7a63bf99edc7","height":46.34,"width":36.11},{"id":"5ee6cd31-a1eb-4ad6-8e54-574a2ef25b43","height":45.38,"width":42.18},{"id":"3a10012a-bd15-4445-91ef-75cf8e0edb8c","height":47.3,"width":43.78},{"id":"4fb239b6-51d8-4f97-851a-b6db58cff3a0","height":47.3,"width":39.95},{"id":"3c86f214-bbc9-4bf0-b75e-51f075cfcdeb","height":49.85,"width":44.42}],"sign_height_raw":208.37,"sign_width_raw":"557.67"},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":209.0,"sign_width":558.0,"tax_factor":0.0887},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"a3c88c3c-7051-4ca9-873b-66fd2cc9867a","height":45.38,"width":37.71,"ceilHeight":46.0,"ceilWidth":38.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"9152a678-55b2-41bf-9f11-94bc8957967d","height":45.38,"width":41.23,"ceilHeight":46.0,"ceilWidth":42.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"9cddd1f6-4708-4b4d-adc3-47e5715181ab","height":45.38,"width":36.11,"ceilHeight":46.0,"ceilWidth":37.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"eec82a1f-053b-4cdf-bf7c-0b28c67e9566","height":45.7,"width":42.5,"ceilHeight":46.0,"ceilWidth":43.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"5f3c337e-4c0c-4341-8de4-d1f68041c3de","height":45.7,"width":28.44,"ceilHeight":46.0,"ceilWidth":29.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"4efc1fe3-bbaf-42d7-8190-12449ae7e9db","height":45.7,"width":33.88,"ceilHeight":46.0,"ceilWidth":34.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"429c6300-cf68-4fd5-944e-9b87f7cc6568","height":45.7,"width":35.79,"ceilHeight":46.0,"ceilWidth":36.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"07b8ffc9-12e5-424e-bb9b-a9b9e3b0a058","height":45.38,"width":36.11,"ceilHeight":46.0,"ceilWidth":37.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"d31ebd9a-ce01-4d23-a02d-b17fb6c5fc3a","height":47.3,"width":41.87,"ceilHeight":48.0,"ceilWidth":42.0,"biggerDimension":48.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"eb131eaf-220c-497a-a634-eb0cf4f758df","height":47.3,"width":43.78,"ceilHeight":48.0,"ceilWidth":44.0,"biggerDimension":48.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"2c58b1ee-7c32-4652-b3b2-f9f5cbfd987d","height":45.38,"width":39.95,"ceilHeight":46.0,"ceilWidth":40.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"5118f756-a132-4ebb-a1f7-293e7285d027","height":45.38,"width":33.88,"ceilHeight":46.0,"ceilWidth":34.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"066ebf6b-a2f1-4e8f-a019-e944c707c2ff","height":45.38,"width":41.23,"ceilHeight":46.0,"ceilWidth":42.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"9ea642e8-e5df-45f4-956a-9081eb502fbe","height":45.38,"width":34.83,"ceilHeight":46.0,"ceilWidth":35.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"356f1171-b422-4e1d-83a8-c5a7c2e63819","height":45.38,"width":43.78,"ceilHeight":46.0,"ceilWidth":44.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"755edde5-475b-4676-8906-c00e3a56dd8b","height":46.34,"width":36.11,"ceilHeight":47.0,"ceilWidth":37.0,"biggerDimension":47.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"cbc69ae8-f483-4360-902b-4292575b11cd","height":46.34,"width":24.93,"ceilHeight":47.0,"ceilWidth":25.0,"biggerDimension":47.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"3e66c745-435d-42a0-8232-bfc578de9e51","height":45.38,"width":40.91,"ceilHeight":46.0,"ceilWidth":41.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"28fbc967-516d-4b56-b73b-4003da28cdb0","height":45.38,"width":31,"ceilHeight":46.0,"ceilWidth":31.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"803f1b7d-23bc-4c09-8759-917806202e7d","height":47.3,"width":43.78,"ceilHeight":48.0,"ceilWidth":44.0,"biggerDimension":48.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"6e84d758-97b9-4595-b69a-e666d48bf816","height":47.3,"width":36.43,"ceilHeight":48.0,"ceilWidth":37.0,"biggerDimension":48.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"4cb676d1-ce53-47d6-adcb-b9f0951a4f72","height":47.3,"width":43.78,"ceilHeight":48.0,"ceilWidth":44.0,"biggerDimension":48.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"7cf21a5d-4640-472a-8fb2-a998a90a6672","height":45.38,"width":35.79,"ceilHeight":46.0,"ceilWidth":36.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"ad386f7f-2d46-47dc-8e6d-df86f8a97f71","height":45.38,"width":58.48,"ceilHeight":46.0,"ceilWidth":59.0,"biggerDimension":59.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"c392e056-eb77-403e-b8eb-1ee6de3eedf0","height":45.38,"width":39.63,"ceilHeight":46.0,"ceilWidth":40.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"23342294-706a-429c-b35c-8beb43067a5b","height":45.38,"width":34.51,"ceilHeight":46.0,"ceilWidth":35.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"21dd6ac8-32d8-4b2f-aedf-0176cab991c4","height":45.38,"width":37.39,"ceilHeight":46.0,"ceilWidth":38.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"52f37d0e-f979-4df0-a7c0-7cdff6052f1d","height":45.38,"width":6.07,"ceilHeight":46.0,"ceilWidth":7.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"2518163c-b4b6-4d45-bd08-7a63bf99edc7","height":46.34,"width":36.11,"ceilHeight":47.0,"ceilWidth":37.0,"biggerDimension":47.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"5ee6cd31-a1eb-4ad6-8e54-574a2ef25b43","height":45.38,"width":42.18,"ceilHeight":46.0,"ceilWidth":43.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"3a10012a-bd15-4445-91ef-75cf8e0edb8c","height":47.3,"width":43.78,"ceilHeight":48.0,"ceilWidth":44.0,"biggerDimension":48.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"4fb239b6-51d8-4f97-851a-b6db58cff3a0","height":47.3,"width":39.95,"ceilHeight":48.0,"ceilWidth":40.0,"biggerDimension":48.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"3c86f214-bbc9-4bf0-b75e-51f075cfcdeb","height":49.85,"width":44.42,"ceilHeight":50.0,"ceilWidth":45.0,"biggerDimension":50.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":33,"baseProductionCost":16566,"result":[{"id":"a3c88c3c-7051-4ca9-873b-66fd2cc9867a","height":45.38,"width":37.71,"depth":2,"price":502},{"id":"9152a678-55b2-41bf-9f11-94bc8957967d","height":45.38,"width":41.23,"depth":2,"price":502},{"id":"9cddd1f6-4708-4b4d-adc3-47e5715181ab","height":45.38,"width":36.11,"depth":2,"price":502},{"id":"eec82a1f-053b-4cdf-bf7c-0b28c67e9566","height":45.7,"width":42.5,"depth":2,"price":502},{"id":"5f3c337e-4c0c-4341-8de4-d1f68041c3de","height":45.7,"width":28.44,"depth":2,"price":502},{"id":"4efc1fe3-bbaf-42d7-8190-12449ae7e9db","height":45.7,"width":33.88,"depth":2,"price":502},{"id":"429c6300-cf68-4fd5-944e-9b87f7cc6568","height":45.7,"width":35.79,"depth":2,"price":502},{"id":"07b8ffc9-12e5-424e-bb9b-a9b9e3b0a058","height":45.38,"width":36.11,"depth":2,"price":502},{"id":"d31ebd9a-ce01-4d23-a02d-b17fb6c5fc3a","height":47.3,"width":41.87,"depth":2,"price":502},{"id":"eb131eaf-220c-497a-a634-eb0cf4f758df","height":47.3,"width":43.78,"depth":2,"price":502},{"id":"2c58b1ee-7c32-4652-b3b2-f9f5cbfd987d","height":45.38,"width":39.95,"depth":2,"price":502},{"id":"5118f756-a132-4ebb-a1f7-293e7285d027","height":45.38,"width":33.88,"depth":2,"price":502},{"id":"066ebf6b-a2f1-4e8f-a019-e944c707c2ff","height":45.38,"width":41.23,"depth":2,"price":502},{"id":"9ea642e8-e5df-45f4-956a-9081eb502fbe","height":45.38,"width":34.83,"depth":2,"price":502},{"id":"356f1171-b422-4e1d-83a8-c5a7c2e63819","height":45.38,"width":43.78,"depth":2,"price":502},{"id":"755edde5-475b-4676-8906-c00e3a56dd8b","height":46.34,"width":36.11,"depth":2,"price":502},{"id":"cbc69ae8-f483-4360-902b-4292575b11cd","height":46.34,"width":24.93,"depth":2,"price":502},{"id":"3e66c745-435d-42a0-8232-bfc578de9e51","height":45.38,"width":40.91,"depth":2,"price":502},{"id":"28fbc967-516d-4b56-b73b-4003da28cdb0","height":45.38,"width":31,"depth":2,"price":502},{"id":"803f1b7d-23bc-4c09-8759-917806202e7d","height":47.3,"width":43.78,"depth":2,"price":502},{"id":"6e84d758-97b9-4595-b69a-e666d48bf816","height":47.3,"width":36.43,"depth":2,"price":502},{"id":"4cb676d1-ce53-47d6-adcb-b9f0951a4f72","height":47.3,"width":43.78,"depth":2,"price":502},{"id":"7cf21a5d-4640-472a-8fb2-a998a90a6672","height":45.38,"width":35.79,"depth":2,"price":502},{"id":"ad386f7f-2d46-47dc-8e6d-df86f8a97f71","height":45.38,"width":58.48,"depth":2,"price":502},{"id":"c392e056-eb77-403e-b8eb-1ee6de3eedf0","height":45.38,"width":39.63,"depth":2,"price":502},{"id":"23342294-706a-429c-b35c-8beb43067a5b","height":45.38,"width":34.51,"depth":2,"price":502},{"id":"21dd6ac8-32d8-4b2f-aedf-0176cab991c4","height":45.38,"width":37.39,"depth":2,"price":502},{"id":"52f37d0e-f979-4df0-a7c0-7cdff6052f1d","height":45.38,"width":6.07,"depth":2,"price":502},{"id":"2518163c-b4b6-4d45-bd08-7a63bf99edc7","height":46.34,"width":36.11,"depth":2,"price":502},{"id":"5ee6cd31-a1eb-4ad6-8e54-574a2ef25b43","height":45.38,"width":42.18,"depth":2,"price":502},{"id":"3a10012a-bd15-4445-91ef-75cf8e0edb8c","height":47.3,"width":43.78,"depth":2,"price":502},{"id":"4fb239b6-51d8-4f97-851a-b6db58cff3a0","height":47.3,"width":39.95,"depth":2,"price":502},{"id":"3c86f214-bbc9-4bf0-b75e-51f075cfcdeb","height":49.85,"width":44.42,"depth":2,"price":502}]},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":209.0},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":10.0,"PSUCost":494.90000000000003},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Total Production Cost and Tax {"data":{"productionCost":17060.9,"taxFactor":0.0887,"tax":1513.30183},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Box Calculation Details {"data":{"breadth":215.0,"boxDepth":8,"oneBoxCapacity":-287.0,"noOfBoxes":-1.0,"noOfFullBoxes":-2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-287.0,"widthOfHalfBox":-16.0},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":6830.5035971223015,"shippingWeightInKG":3097.7340576518372},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":3097.7340576518372,"shippingRateFound":false,"shippingRateRow":null},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":16566,"PSUCost":494.90000000000003,"tax":1513.30183,"shippingRate":1800,"miscellaenous":0,"signPrice":20374.20183},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"557.67","sign_height":208.37,"sign_depth":2,"totalCost":20374.20183,"TATDays":7,"baseProductionCost":16566,"productionCost":17060.9,"PSUCost":494.90000000000003,"tax":1513.30183,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":33},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"a3c88c3c-7051-4ca9-873b-66fd2cc9867a","height":45.38,"width":37.71},{"id":"9152a678-55b2-41bf-9f11-94bc8957967d","height":45.38,"width":41.23},{"id":"9cddd1f6-4708-4b4d-adc3-47e5715181ab","height":45.38,"width":36.11},{"id":"eec82a1f-053b-4cdf-bf7c-0b28c67e9566","height":45.7,"width":42.5},{"id":"5f3c337e-4c0c-4341-8de4-d1f68041c3de","height":45.7,"width":28.44},{"id":"4efc1fe3-bbaf-42d7-8190-12449ae7e9db","height":45.7,"width":33.88},{"id":"429c6300-cf68-4fd5-944e-9b87f7cc6568","height":45.7,"width":35.79},{"id":"07b8ffc9-12e5-424e-bb9b-a9b9e3b0a058","height":45.38,"width":36.11},{"id":"d31ebd9a-ce01-4d23-a02d-b17fb6c5fc3a","height":47.3,"width":41.87},{"id":"eb131eaf-220c-497a-a634-eb0cf4f758df","height":47.3,"width":43.78},{"id":"2c58b1ee-7c32-4652-b3b2-f9f5cbfd987d","height":45.38,"width":39.95},{"id":"5118f756-a132-4ebb-a1f7-293e7285d027","height":45.38,"width":33.88},{"id":"066ebf6b-a2f1-4e8f-a019-e944c707c2ff","height":45.38,"width":41.23},{"id":"9ea642e8-e5df-45f4-956a-9081eb502fbe","height":45.38,"width":34.83},{"id":"356f1171-b422-4e1d-83a8-c5a7c2e63819","height":45.38,"width":43.78},{"id":"755edde5-475b-4676-8906-c00e3a56dd8b","height":46.34,"width":36.11},{"id":"cbc69ae8-f483-4360-902b-4292575b11cd","height":46.34,"width":24.93},{"id":"3e66c745-435d-42a0-8232-bfc578de9e51","height":45.38,"width":40.91},{"id":"28fbc967-516d-4b56-b73b-4003da28cdb0","height":45.38,"width":31},{"id":"803f1b7d-23bc-4c09-8759-917806202e7d","height":47.3,"width":43.78},{"id":"6e84d758-97b9-4595-b69a-e666d48bf816","height":47.3,"width":36.43},{"id":"4cb676d1-ce53-47d6-adcb-b9f0951a4f72","height":47.3,"width":43.78},{"id":"7cf21a5d-4640-472a-8fb2-a998a90a6672","height":45.38,"width":35.79},{"id":"ad386f7f-2d46-47dc-8e6d-df86f8a97f71","height":45.38,"width":58.48},{"id":"c392e056-eb77-403e-b8eb-1ee6de3eedf0","height":45.38,"width":39.63},{"id":"23342294-706a-429c-b35c-8beb43067a5b","height":45.38,"width":34.51},{"id":"21dd6ac8-32d8-4b2f-aedf-0176cab991c4","height":45.38,"width":37.39},{"id":"52f37d0e-f979-4df0-a7c0-7cdff6052f1d","height":45.38,"width":6.07},{"id":"2518163c-b4b6-4d45-bd08-7a63bf99edc7","height":46.34,"width":36.11},{"id":"5ee6cd31-a1eb-4ad6-8e54-574a2ef25b43","height":45.38,"width":42.18},{"id":"3a10012a-bd15-4445-91ef-75cf8e0edb8c","height":47.3,"width":43.78},{"id":"4fb239b6-51d8-4f97-851a-b6db58cff3a0","height":47.3,"width":39.95},{"id":"3c86f214-bbc9-4bf0-b75e-51f075cfcdeb","height":49.85,"width":44.42}],"sign_height_raw":208.37,"sign_width_raw":"557.67"},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":209.0,"sign_width":558.0,"tax_factor":0.0887},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"a3c88c3c-7051-4ca9-873b-66fd2cc9867a","height":45.38,"width":37.71,"ceilHeight":46.0,"ceilWidth":38.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"9152a678-55b2-41bf-9f11-94bc8957967d","height":45.38,"width":41.23,"ceilHeight":46.0,"ceilWidth":42.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"9cddd1f6-4708-4b4d-adc3-47e5715181ab","height":45.38,"width":36.11,"ceilHeight":46.0,"ceilWidth":37.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"eec82a1f-053b-4cdf-bf7c-0b28c67e9566","height":45.7,"width":42.5,"ceilHeight":46.0,"ceilWidth":43.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"5f3c337e-4c0c-4341-8de4-d1f68041c3de","height":45.7,"width":28.44,"ceilHeight":46.0,"ceilWidth":29.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"4efc1fe3-bbaf-42d7-8190-12449ae7e9db","height":45.7,"width":33.88,"ceilHeight":46.0,"ceilWidth":34.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"429c6300-cf68-4fd5-944e-9b87f7cc6568","height":45.7,"width":35.79,"ceilHeight":46.0,"ceilWidth":36.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"07b8ffc9-12e5-424e-bb9b-a9b9e3b0a058","height":45.38,"width":36.11,"ceilHeight":46.0,"ceilWidth":37.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"d31ebd9a-ce01-4d23-a02d-b17fb6c5fc3a","height":47.3,"width":41.87,"ceilHeight":48.0,"ceilWidth":42.0,"biggerDimension":48.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"eb131eaf-220c-497a-a634-eb0cf4f758df","height":47.3,"width":43.78,"ceilHeight":48.0,"ceilWidth":44.0,"biggerDimension":48.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"2c58b1ee-7c32-4652-b3b2-f9f5cbfd987d","height":45.38,"width":39.95,"ceilHeight":46.0,"ceilWidth":40.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"5118f756-a132-4ebb-a1f7-293e7285d027","height":45.38,"width":33.88,"ceilHeight":46.0,"ceilWidth":34.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"066ebf6b-a2f1-4e8f-a019-e944c707c2ff","height":45.38,"width":41.23,"ceilHeight":46.0,"ceilWidth":42.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"9ea642e8-e5df-45f4-956a-9081eb502fbe","height":45.38,"width":34.83,"ceilHeight":46.0,"ceilWidth":35.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"356f1171-b422-4e1d-83a8-c5a7c2e63819","height":45.38,"width":43.78,"ceilHeight":46.0,"ceilWidth":44.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"755edde5-475b-4676-8906-c00e3a56dd8b","height":46.34,"width":36.11,"ceilHeight":47.0,"ceilWidth":37.0,"biggerDimension":47.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"cbc69ae8-f483-4360-902b-4292575b11cd","height":46.34,"width":24.93,"ceilHeight":47.0,"ceilWidth":25.0,"biggerDimension":47.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"3e66c745-435d-42a0-8232-bfc578de9e51","height":45.38,"width":40.91,"ceilHeight":46.0,"ceilWidth":41.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"28fbc967-516d-4b56-b73b-4003da28cdb0","height":45.38,"width":31,"ceilHeight":46.0,"ceilWidth":31.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"803f1b7d-23bc-4c09-8759-917806202e7d","height":47.3,"width":43.78,"ceilHeight":48.0,"ceilWidth":44.0,"biggerDimension":48.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"6e84d758-97b9-4595-b69a-e666d48bf816","height":47.3,"width":36.43,"ceilHeight":48.0,"ceilWidth":37.0,"biggerDimension":48.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"4cb676d1-ce53-47d6-adcb-b9f0951a4f72","height":47.3,"width":43.78,"ceilHeight":48.0,"ceilWidth":44.0,"biggerDimension":48.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"7cf21a5d-4640-472a-8fb2-a998a90a6672","height":45.38,"width":35.79,"ceilHeight":46.0,"ceilWidth":36.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"ad386f7f-2d46-47dc-8e6d-df86f8a97f71","height":45.38,"width":58.48,"ceilHeight":46.0,"ceilWidth":59.0,"biggerDimension":59.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"c392e056-eb77-403e-b8eb-1ee6de3eedf0","height":45.38,"width":39.63,"ceilHeight":46.0,"ceilWidth":40.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"23342294-706a-429c-b35c-8beb43067a5b","height":45.38,"width":34.51,"ceilHeight":46.0,"ceilWidth":35.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"21dd6ac8-32d8-4b2f-aedf-0176cab991c4","height":45.38,"width":37.39,"ceilHeight":46.0,"ceilWidth":38.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"52f37d0e-f979-4df0-a7c0-7cdff6052f1d","height":45.38,"width":6.07,"ceilHeight":46.0,"ceilWidth":7.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"2518163c-b4b6-4d45-bd08-7a63bf99edc7","height":46.34,"width":36.11,"ceilHeight":47.0,"ceilWidth":37.0,"biggerDimension":47.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"5ee6cd31-a1eb-4ad6-8e54-574a2ef25b43","height":45.38,"width":42.18,"ceilHeight":46.0,"ceilWidth":43.0,"biggerDimension":46.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"3a10012a-bd15-4445-91ef-75cf8e0edb8c","height":47.3,"width":43.78,"ceilHeight":48.0,"ceilWidth":44.0,"biggerDimension":48.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"4fb239b6-51d8-4f97-851a-b6db58cff3a0","height":47.3,"width":39.95,"ceilHeight":48.0,"ceilWidth":40.0,"biggerDimension":48.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Dimension Calculation {"data":{"dim_id":"3c86f214-bbc9-4bf0-b75e-51f075cfcdeb","height":49.85,"width":44.42,"ceilHeight":50.0,"ceilWidth":45.0,"biggerDimension":50.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":33,"baseProductionCost":16566,"result":[{"id":"a3c88c3c-7051-4ca9-873b-66fd2cc9867a","height":45.38,"width":37.71,"depth":3,"price":502},{"id":"9152a678-55b2-41bf-9f11-94bc8957967d","height":45.38,"width":41.23,"depth":3,"price":502},{"id":"9cddd1f6-4708-4b4d-adc3-47e5715181ab","height":45.38,"width":36.11,"depth":3,"price":502},{"id":"eec82a1f-053b-4cdf-bf7c-0b28c67e9566","height":45.7,"width":42.5,"depth":3,"price":502},{"id":"5f3c337e-4c0c-4341-8de4-d1f68041c3de","height":45.7,"width":28.44,"depth":3,"price":502},{"id":"4efc1fe3-bbaf-42d7-8190-12449ae7e9db","height":45.7,"width":33.88,"depth":3,"price":502},{"id":"429c6300-cf68-4fd5-944e-9b87f7cc6568","height":45.7,"width":35.79,"depth":3,"price":502},{"id":"07b8ffc9-12e5-424e-bb9b-a9b9e3b0a058","height":45.38,"width":36.11,"depth":3,"price":502},{"id":"d31ebd9a-ce01-4d23-a02d-b17fb6c5fc3a","height":47.3,"width":41.87,"depth":3,"price":502},{"id":"eb131eaf-220c-497a-a634-eb0cf4f758df","height":47.3,"width":43.78,"depth":3,"price":502},{"id":"2c58b1ee-7c32-4652-b3b2-f9f5cbfd987d","height":45.38,"width":39.95,"depth":3,"price":502},{"id":"5118f756-a132-4ebb-a1f7-293e7285d027","height":45.38,"width":33.88,"depth":3,"price":502},{"id":"066ebf6b-a2f1-4e8f-a019-e944c707c2ff","height":45.38,"width":41.23,"depth":3,"price":502},{"id":"9ea642e8-e5df-45f4-956a-9081eb502fbe","height":45.38,"width":34.83,"depth":3,"price":502},{"id":"356f1171-b422-4e1d-83a8-c5a7c2e63819","height":45.38,"width":43.78,"depth":3,"price":502},{"id":"755edde5-475b-4676-8906-c00e3a56dd8b","height":46.34,"width":36.11,"depth":3,"price":502},{"id":"cbc69ae8-f483-4360-902b-4292575b11cd","height":46.34,"width":24.93,"depth":3,"price":502},{"id":"3e66c745-435d-42a0-8232-bfc578de9e51","height":45.38,"width":40.91,"depth":3,"price":502},{"id":"28fbc967-516d-4b56-b73b-4003da28cdb0","height":45.38,"width":31,"depth":3,"price":502},{"id":"803f1b7d-23bc-4c09-8759-917806202e7d","height":47.3,"width":43.78,"depth":3,"price":502},{"id":"6e84d758-97b9-4595-b69a-e666d48bf816","height":47.3,"width":36.43,"depth":3,"price":502},{"id":"4cb676d1-ce53-47d6-adcb-b9f0951a4f72","height":47.3,"width":43.78,"depth":3,"price":502},{"id":"7cf21a5d-4640-472a-8fb2-a998a90a6672","height":45.38,"width":35.79,"depth":3,"price":502},{"id":"ad386f7f-2d46-47dc-8e6d-df86f8a97f71","height":45.38,"width":58.48,"depth":3,"price":502},{"id":"c392e056-eb77-403e-b8eb-1ee6de3eedf0","height":45.38,"width":39.63,"depth":3,"price":502},{"id":"23342294-706a-429c-b35c-8beb43067a5b","height":45.38,"width":34.51,"depth":3,"price":502},{"id":"21dd6ac8-32d8-4b2f-aedf-0176cab991c4","height":45.38,"width":37.39,"depth":3,"price":502},{"id":"52f37d0e-f979-4df0-a7c0-7cdff6052f1d","height":45.38,"width":6.07,"depth":3,"price":502},{"id":"2518163c-b4b6-4d45-bd08-7a63bf99edc7","height":46.34,"width":36.11,"depth":3,"price":502},{"id":"5ee6cd31-a1eb-4ad6-8e54-574a2ef25b43","height":45.38,"width":42.18,"depth":3,"price":502},{"id":"3a10012a-bd15-4445-91ef-75cf8e0edb8c","height":47.3,"width":43.78,"depth":3,"price":502},{"id":"4fb239b6-51d8-4f97-851a-b6db58cff3a0","height":47.3,"width":39.95,"depth":3,"price":502},{"id":"3c86f214-bbc9-4bf0-b75e-51f075cfcdeb","height":49.85,"width":44.42,"depth":3,"price":502}]},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":209.0},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":10.0,"PSUCost":494.90000000000003},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Total Production Cost and Tax {"data":{"productionCost":17060.9,"taxFactor":0.0887,"tax":1513.30183},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Box Calculation Details {"data":{"breadth":215.0,"boxDepth":8,"oneBoxCapacity":-287.0,"noOfBoxes":-1.0,"noOfFullBoxes":-2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-287.0,"widthOfHalfBox":-16.0},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":6830.5035971223015,"shippingWeightInKG":3097.7340576518372},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":3097.7340576518372,"shippingRateFound":false,"shippingRateRow":null},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":16566,"PSUCost":494.90000000000003,"tax":1513.30183,"shippingRate":1800,"miscellaenous":0,"signPrice":20374.20183},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"557.67","sign_height":208.37,"sign_depth":3,"totalCost":20374.20183,"TATDays":7,"baseProductionCost":16566,"productionCost":17060.9,"PSUCost":494.90000000000003,"tax":1513.30183,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":33},"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:44] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-15 12:24:44"} 
[2026-04-15 12:24:45] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":208.37,"sign_width":"557.67","shipping_weight":738.6244464636809,"shape":"rectangular","dimensions":[{"id":"a3c88c3c-7051-4ca9-873b-66fd2cc9867a","height":45.38,"width":37.71},{"id":"9152a678-55b2-41bf-9f11-94bc8957967d","height":45.38,"width":41.23},{"id":"9cddd1f6-4708-4b4d-adc3-47e5715181ab","height":45.38,"width":36.11},{"id":"eec82a1f-053b-4cdf-bf7c-0b28c67e9566","height":45.7,"width":42.5},{"id":"5f3c337e-4c0c-4341-8de4-d1f68041c3de","height":45.7,"width":28.44},{"id":"4efc1fe3-bbaf-42d7-8190-12449ae7e9db","height":45.7,"width":33.88},{"id":"429c6300-cf68-4fd5-944e-9b87f7cc6568","height":45.7,"width":35.79},{"id":"07b8ffc9-12e5-424e-bb9b-a9b9e3b0a058","height":45.38,"width":36.11},{"id":"d31ebd9a-ce01-4d23-a02d-b17fb6c5fc3a","height":47.3,"width":41.87},{"id":"eb131eaf-220c-497a-a634-eb0cf4f758df","height":47.3,"width":43.78},{"id":"2c58b1ee-7c32-4652-b3b2-f9f5cbfd987d","height":45.38,"width":39.95},{"id":"5118f756-a132-4ebb-a1f7-293e7285d027","height":45.38,"width":33.88},{"id":"066ebf6b-a2f1-4e8f-a019-e944c707c2ff","height":45.38,"width":41.23},{"id":"9ea642e8-e5df-45f4-956a-9081eb502fbe","height":45.38,"width":34.83},{"id":"356f1171-b422-4e1d-83a8-c5a7c2e63819","height":45.38,"width":43.78},{"id":"755edde5-475b-4676-8906-c00e3a56dd8b","height":46.34,"width":36.11},{"id":"cbc69ae8-f483-4360-902b-4292575b11cd","height":46.34,"width":24.93},{"id":"3e66c745-435d-42a0-8232-bfc578de9e51","height":45.38,"width":40.91},{"id":"28fbc967-516d-4b56-b73b-4003da28cdb0","height":45.38,"width":31},{"id":"803f1b7d-23bc-4c09-8759-917806202e7d","height":47.3,"width":43.78},{"id":"6e84d758-97b9-4595-b69a-e666d48bf816","height":47.3,"width":36.43},{"id":"4cb676d1-ce53-47d6-adcb-b9f0951a4f72","height":47.3,"width":43.78},{"id":"7cf21a5d-4640-472a-8fb2-a998a90a6672","height":45.38,"width":35.79},{"id":"ad386f7f-2d46-47dc-8e6d-df86f8a97f71","height":45.38,"width":58.48},{"id":"c392e056-eb77-403e-b8eb-1ee6de3eedf0","height":45.38,"width":39.63},{"id":"23342294-706a-429c-b35c-8beb43067a5b","height":45.38,"width":34.51},{"id":"21dd6ac8-32d8-4b2f-aedf-0176cab991c4","height":45.38,"width":37.39},{"id":"52f37d0e-f979-4df0-a7c0-7cdff6052f1d","height":45.38,"width":6.07},{"id":"2518163c-b4b6-4d45-bd08-7a63bf99edc7","height":46.34,"width":36.11},{"id":"5ee6cd31-a1eb-4ad6-8e54-574a2ef25b43","height":45.38,"width":42.18},{"id":"3a10012a-bd15-4445-91ef-75cf8e0edb8c","height":47.3,"width":43.78},{"id":"4fb239b6-51d8-4f97-851a-b6db58cff3a0","height":47.3,"width":39.95},{"id":"3c86f214-bbc9-4bf0-b75e-51f075cfcdeb","height":49.85,"width":44.42}]}},"timestamp":"2026-04-15 12:24:45"} 
[2026-04-15 12:24:45] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-15 12:24:45"} 
[2026-04-15 12:24:45] local.INFO: Input Parameters {"data":{"dimensions_count":33,"shape":"rectangular"},"timestamp":"2026-04-15 12:24:45"} 
[2026-04-15 12:24:45] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-15 12:24:45"} 
[2026-04-15 12:24:45] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-15 12:24:45"} 
[2026-04-15 12:24:45] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-15 12:24:45"} 
[2026-04-15 12:24:45] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-15 12:24:45"} 
[2026-04-15 12:24:45] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-15 12:24:45"} 
[2026-04-15 12:24:45] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-15 12:24:45"} 
[2026-04-15 12:24:45] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":10637.27,"dimensions_count":33},"timestamp":"2026-04-15 12:24:45"}